1 cic:/Utrecht/ABP/abp_defs/D.con
\e[0;32mOK
\e[0m 0.01
2 cic:/Utrecht/ABP/abp_defs/Frame.con
\e[0;32mOK
\e[0m 0.00
3 cic:/Utrecht/ABP/abp_defs/bit.con
\e[0;32mOK
\e[0m 0.00
4 cic:/Utrecht/ABP/abp_defs/frame.con
\e[0;32mOK
\e[0m 0.00
5 cic:/Utrecht/ABP/abp_base/EQ.con
\e[0;32mOK
\e[0m 0.01
6 cic:/Utrecht/ABP/abp_base/act.ind
\e[0;32mOK
\e[0m 0.00
7 cic:/Utrecht/ABP/abp_base/list.ind
\e[0;32mOK
\e[0m 0.00
8 cic:/Utrecht/ABP/abp_base/one.ind
\e[0;32mOK
\e[0m 0.00
9 cic:/Utrecht/ABP/abp_base/proc.con
\e[0;32mOK
\e[0m 0.00
10 cic:/Utrecht/ABP/abp_base/SUM/D.var
\e[0;32mOK
\e[0m 0.00
11 cic:/Utrecht/ABP/abp_base/PARALLEL_OPERATORS/E.var
\e[0;32mOK
\e[0m 0.00
12 cic:/Utrecht/ABP/abp_base/PARALLEL_OPERATORS/F.var
\e[0;32mOK
\e[0m 0.00
13 cic:/Utrecht/ABP/abp_base/HIDE/E.var
\e[0;32mOK
\e[0m 0.02
14 cic:/Utrecht/ABP/abp_base/GUARDED/D.var
\e[0;32mOK
\e[0m 0.01
15 cic:/Utrecht/ABP/abp_base/ENCAPSULATION/E.var
\e[0;32mOK
\e[0m 0.00
16 cic:/Utrecht/ABP/abp_base/COMMUNICATION_F/E.var
\e[0;32mOK
\e[0m 0.00
17 cic:/Utrecht/ABP/abp_base/COMMUNICATION_F/F.var
\e[0;32mOK
\e[0m 0.00
18 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Streams/A.var
\e[0;32mOK
\e[0m 0.00
19 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Others/A.var
\e[0;32mOK
\e[0m 0.00
20 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Others/B.var
\e[0;32mOK
\e[0m 0.00
21 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Others/C.var
\e[0;32mOK
\e[0m 0.00
22 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Map/A.var
\e[0;32mOK
\e[0m 0.00
23 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Map/B.var
\e[0;32mOK
\e[0m 0.00
24 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Map/C.var
\e[0;32mOK
\e[0m 0.00
25 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Relationship_Pointwise/A.var
\e[0;32mOK
\e[0m 0.00
26 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Relationship_Pointwise/B.var
\e[0;32mOK
\e[0m 0.00
27 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Relationship_Pointwise/C.var
\e[0;32mOK
\e[0m 0.00
28 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Function_Pointwise/A.var
\e[0;32mOK
\e[0m 0.01
29 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Function_Pointwise/B.var
\e[0;32mOK
\e[0m 0.00
30 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Function_Pointwise/C.var
\e[0;32mOK
\e[0m 0.00
31 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Function_Pointwise/D.var
\e[0;32mOK
\e[0m 0.00
32 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Dependent_Relationship_Pointwise/A.var
\e[0;32mOK
\e[0m 0.00
33 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Dependent_Relationship_Pointwise/B.var
\e[0;32mOK
\e[0m 0.00
34 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Dependent_Relationship_Pointwise/C.var
\e[0;32mOK
\e[0m 0.00
35 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Simple_Declaration_Environment/Data.var
\e[0;32mOK
\e[0m 0.00
36 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Simple_Declaration_Environment/Key.var
\e[0;32mOK
\e[0m 0.00
37 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Remapping_Values/Data1.var
\e[0;32mOK
\e[0m 0.00
38 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Remapping_Values/Key1.var
\e[0;32mOK
\e[0m 0.00
39 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Iteration_On_Simple_Blocks_Of_Declarations/Data1.var
\e[0;32mOK
\e[0m 0.00
40 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Iteration_On_Simple_Blocks_Of_Declarations/Data2.var
\e[0;32mOK
\e[0m 0.00
41 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Iteration_On_Simple_Blocks_Of_Declarations/Key1.var
\e[0;32mOK
\e[0m 0.00
42 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Iteration_On_Simple_Blocks_Of_Declarations/Key2.var
\e[0;32mOK
\e[0m 0.00
43 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Iteration_On_Simple_Blocks_Of_Declarations/S.var
\e[0;32mOK
\e[0m 0.00
44 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Generic_Predicates/Data1.var
\e[0;32mOK
\e[0m 0.00
45 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Generic_Predicates/Data2.var
\e[0;32mOK
\e[0m 0.00
46 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Generic_Predicates/Key1.var
\e[0;32mOK
\e[0m 0.00
47 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Generic_Predicates/Key2.var
\e[0;32mOK
\e[0m 0.00
48 cic:/Suresnes/MiniC/Utilitaires/SetOf/Union_On_Family/A.var
\e[0;32mOK
\e[0m 0.00
49 cic:/Suresnes/MiniC/Utilitaires/SetOf/Union_On_Family/B.var
\e[0;32mOK
\e[0m 0.00
50 cic:/Suresnes/MiniC/Utilitaires/SetOf/Topological_Sort/A.var
\e[0;32mOK
\e[0m 0.01
51 cic:/Suresnes/MiniC/Utilitaires/SetOf/Finite_Sets/A.var
\e[0;32mOK
\e[0m 0.00
52 cic:/Suresnes/MiniC/Utilitaires/SetOf/Finite_Sets/B.var
\e[0;32mOK
\e[0m 0.00
53 cic:/Suresnes/MiniC/Utilitaires/MLImport/Option/A.var
\e[0;32mOK
\e[0m 0.06
54 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Tabulate/A.var
\e[0;32mOK
\e[0m 0.01
55 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Singleton/A.var
\e[0;32mOK
\e[0m 0.00
56 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Search/A.var
\e[0;32mOK
\e[0m 0.00
57 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Search/B.var
\e[0;32mOK
\e[0m 0.00
58 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map_with_Index/A.var
\e[0;32mOK
\e[0m 0.00
59 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map_with_Index/B.var
\e[0;32mOK
\e[0m 0.00
60 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map_with_Index/index.var
\e[0;32mOK
\e[0m 0.00
61 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map_i/A.var
\e[0;32mOK
\e[0m 0.01
62 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map_i/B.var
\e[0;32mOK
\e[0m 0.00
63 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map_And_Concat/A.var
\e[0;32mOK
\e[0m 0.00
64 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map_And_Concat/B.var
\e[0;32mOK
\e[0m 0.00
65 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map3/A.var
\e[0;32mOK
\e[0m 0.00
66 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map3/B.var
\e[0;32mOK
\e[0m 0.00
67 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map3/C.var
\e[0;32mOK
\e[0m 0.00
68 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map3/D.var
\e[0;32mOK
\e[0m 0.00
69 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map2/A.var
\e[0;32mOK
\e[0m 0.00
70 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map2/B.var
\e[0;32mOK
\e[0m 0.00
71 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map2/C.var
\e[0;32mOK
\e[0m 0.00
72 cic:/Suresnes/MiniC/Utilitaires/ListDefs/List_Zip/A.var
\e[0;32mOK
\e[0m 0.00
73 cic:/Suresnes/MiniC/Utilitaires/ListDefs/List_Zip/B.var
\e[0;32mOK
\e[0m 0.00
74 cic:/Suresnes/MiniC/Utilitaires/ListDefs/List_Equality/A.var
\e[0;32mOK
\e[0m 0.00
75 cic:/Suresnes/MiniC/Utilitaires/ListDefs/List_Equality/B.var
\e[0;32mOK
\e[0m 0.00
76 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Iter/A.var
\e[0;32mOK
\e[0m 0.00
77 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Iter/B.var
\e[0;32mOK
\e[0m 0.00
78 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Iter/S.var
\e[0;32mOK
\e[0m 0.00
79 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll_Properties/A.var
\e[0;32mOK
\e[0m 0.00
80 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll_Properties/B.var
\e[0;32mOK
\e[0m 0.00
81 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll_Properties/C.var
\e[0;32mOK
\e[0m 0.00
82 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll_Properties/D.var
\e[0;32mOK
\e[0m 0.00
83 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Fold_Right_i_Recursor/A.var
\e[0;32mOK
\e[0m 0.00
84 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Fold_Right_i_Recursor/B.var
\e[0;32mOK
\e[0m 0.00
85 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Fold_Left_i_Recursor/A.var
\e[0;32mOK
\e[0m 0.00
86 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Fold_Left_i_Recursor/B.var
\e[0;32mOK
\e[0m 0.00
87 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Filter/A.var
\e[0;32mOK
\e[0m 0.00
88 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Exists_Properties/A.var
\e[0;32mOK
\e[0m 0.00
89 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Decide_Include/A.var
\e[0;32mOK
\e[0m 0.00
90 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Decide_ForAll_And_Exists_Properties/A.var
\e[0;32mOK
\e[0m 0.00
91 cic:/Suresnes/MiniC/Utilitaires/Exceptions/exc.ind
\e[0;32mOK
\e[0m 0.00
92 cic:/Suresnes/MiniC/Utilitaires/Exceptions/Exception_Type/E1.var
\e[0;32mOK
\e[0m 0.00
93 cic:/Suresnes/MiniC/Utilitaires/Exceptions/Exception_Type/E2.var
\e[0;32mOK
\e[0m 0.00
94 cic:/Suresnes/MiniC/Utilitaires/Exceptions/Exception_Type/V1.var
\e[0;32mOK
\e[0m 0.00
95 cic:/Suresnes/MiniC/Utilitaires/Exceptions/Exception_Type/V2.var
\e[0;32mOK
\e[0m 0.00
96 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dictionary.con
\e[0;32mOK
\e[0m 0.00
97 cic:/Suresnes/MiniC/Utilitaires/Dictionary/Dictionary_Specification/Data.var
\e[0;32mOK
\e[0m 0.00
98 cic:/Suresnes/MiniC/Utilitaires/Dictionary/Dictionary_Specification/Key.var
\e[0;32mOK
\e[0m 0.00
99 cic:/Suresnes/MiniC/Utilitaires/Dictionary/Dictionary_Iteration/Data1.var
\e[0;32mOK
\e[0m 0.00
100 cic:/Suresnes/MiniC/Utilitaires/Dictionary/Dictionary_Iteration/Data2.var
\e[0;32mOK
\e[0m 0.00
101 cic:/Suresnes/MiniC/Utilitaires/Dictionary/Dictionary_Iteration/Key1.var
\e[0;32mOK
\e[0m 0.00
102 cic:/Suresnes/MiniC/Utilitaires/Dictionary/Dictionary_Iteration/Key2.var
\e[0;32mOK
\e[0m 0.00
103 cic:/Suresnes/MiniC/Utilitaires/Dictionary/Dictionary_Iteration/S.var
\e[0;32mOK
\e[0m 0.00
104 cic:/Suresnes/MiniC/Utilitaires/DecisionProcedures/Pair_Decidable/A.var
\e[0;32mOK
\e[0m 0.00
105 cic:/Suresnes/MiniC/Utilitaires/DecisionProcedures/Pair_Decidable/B.var
\e[0;32mOK
\e[0m 0.00
106 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/Iteration_On_Blocks_Of_Declarations/Data1.var
\e[0;32mOK
\e[0m 0.00
107 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/Iteration_On_Blocks_Of_Declarations/Data2.var
\e[0;32mOK
\e[0m 0.00
108 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/Iteration_On_Blocks_Of_Declarations/Key.var
\e[0;32mOK
\e[0m 0.00
109 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/Iteration_On_Blocks_Of_Declarations/S.var
\e[0;32mOK
\e[0m 0.00
110 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/Block_Of_Variables_Declaration/Data.var
\e[0;32mOK
\e[0m 0.00
111 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/Block_Of_Variables_Declaration/Key.var
\e[0;32mOK
\e[0m 0.00
112 cic:/Suresnes/MiniC/MiniC/Stack/Stack/Data.var
\e[0;32mOK
\e[0m 0.01
113 cic:/Suresnes/MiniC/MiniC/Stack/Stack/Key.var
\e[0;32mOK
\e[0m 0.00
114 cic:/Suresnes/MiniC/MiniC/Memory/memory.con
\e[0;32mOK
\e[0m 0.00
115 cic:/Suresnes/MiniC/MiniC/CSemantics/Parametric_Simulation/Stream.var
\e[0;32mOK
\e[0m 0.00
116 cic:/Suresnes/MiniC/MiniC/CSemantics/I_Iteration_Recursor/A.var
\e[0;32mOK
\e[0m 0.00
117 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_predefType.ind
\e[0;32mOK
\e[0m 0.00
118 cic:/Suresnes/MiniC/MiniC/BasicTypes/address.con
\e[0;32mOK
\e[0m 0.00
119 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_charVal.con
\e[0;32mOK
\e[0m 0.00
120 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_ident.con
\e[0;32mOK
\e[0m 0.00
121 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intVal.con
\e[0;32mOK
\e[0m 0.00
122 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_realVal.con
\e[0;32mOK
\e[0m 0.00
123 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_typeIdent.con
\e[0;32mOK
\e[0m 0.00
124 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Case3.ind
\e[0;32mOK
\e[0m 0.00
125 cic:/Suresnes/BDD/canonicite/Order/VR/V.var
\e[0;32mOK
\e[0m 0.00
126 cic:/Suresnes/BDD/canonicite/Finite_sets/sets/V.var
\e[0;32mOK
\e[0m 0.00
127 cic:/Sophia-Antipolis/param_pi/processus/PP.con
\e[0;32mOK
\e[0m 0.00
128 cic:/Sophia-Antipolis/param_pi/processus/VV.con
\e[0;32mOK
\e[0m 0.00
129 cic:/Sophia-Antipolis/param_pi/processus/capa.ind
\e[0;32mOK
\e[0m 0.00
130 cic:/Sophia-Antipolis/param_pi/processus/type.con
\e[0;32mOK
\e[0m 0.00
131 cic:/Sophia-Antipolis/geometry/parallelisme_concours/DR.con
\e[0;32mOK
\e[0m 0.01
132 cic:/Sophia-Antipolis/geometry/complexes/C.con
\e[0;32mOK
\e[0m 0.00
133 cic:/Sophia-Antipolis/geometry/angles_vecteurs/AV.con
\e[0;32mOK
\e[0m 0.00
134 cic:/Sophia-Antipolis/geometry/angles_droites/AD.con
\e[0;32mOK
\e[0m 0.00
135 cic:/Sophia-Antipolis/geometry/Field_affine/AM.con
\e[0;32mOK
\e[0m 0.00
136 cic:/Sophia-Antipolis/geometry/Field_affine/PO.con
\e[0;32mOK
\e[0m 0.00
137 cic:/Sophia-Antipolis/geometry/Field_affine/PP.con
\e[0;32mOK
\e[0m 0.00
138 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/PL.con
\e[0;32mOK
\e[0m 0.00
139 cic:/Sophia-Antipolis/RecursiveDefinition/Term_const/Iter/A.var
\e[0;32mOK
\e[0m 0.00
140 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/group_trivialities/U.var
\e[0;32mOK
\e[0m 0.00
141 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/U.con
\e[0;32mOK
\e[0m 0.00
142 cic:/Sophia-Antipolis/MATHS/GROUPS/Relations/Relations/U.var
\e[0;32mOK
\e[0m 0.00
143 cic:/Sophia-Antipolis/MATHS/GROUPS/Laws/Basic_laws/U.var
\e[0;32mOK
\e[0m 0.00
144 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/group_definition/U.var
\e[0;32mOK
\e[0m 0.00
145 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Line.con
\e[0;32mOK
\e[0m 0.00
146 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Point.con
\e[0;32mOK
\e[0m 0.00
147 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Relation.con
\e[0;32mOK
\e[0m 0.00
148 cic:/Sophia-Antipolis/MATHS/DOMAINS/triple/Second_inductive_lemma/U.var
\e[0;32mOK
\e[0m 0.00
149 cic:/Sophia-Antipolis/MATHS/DOMAINS/newfil/First_inductive_lemma/U.var
\e[0;32mOK
\e[0m 0.00
150 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo1/more_lemmas/U.var
\e[0;32mOK
\e[0m 0.00
151 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Lemmas_on_partial_orders/U.var
\e[0;32mOK
\e[0m 0.00
152 cic:/Sophia-Antipolis/MATHS/DOMAINS/alpo/Advanced_lemmas/U.var
\e[0;32mOK
\e[0m 0.00
153 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Algebraic_partial_orders/U.var
\e[0;32mOK
\e[0m 0.00
154 cic:/Sophia-Antipolis/Huffman/WeightTree/WeightTree/A.var
\e[0;32mOK
\e[0m 0.00
155 cic:/Sophia-Antipolis/Huffman/Weight/Weight/A.var
\e[0;32mOK
\e[0m 0.00
156 cic:/Sophia-Antipolis/Huffman/UniqueKey/UniqueKey/A.var
\e[0;32mOK
\e[0m 0.00
157 cic:/Sophia-Antipolis/Huffman/UniqueKey/UniqueKey/B.var
\e[0;32mOK
\e[0m 0.00
158 cic:/Sophia-Antipolis/Huffman/UList/UniqueList/A.var
\e[0;32mOK
\e[0m 0.00
159 cic:/Sophia-Antipolis/Huffman/SubstPred/SubstPred/A.var
\e[0;32mOK
\e[0m 0.00
160 cic:/Sophia-Antipolis/Huffman/SameSumLeaves/SameSumLeaves/A.var
\e[0;32mOK
\e[0m 0.00
161 cic:/Sophia-Antipolis/Huffman/Restrict/Restrict/A.var
\e[0;32mOK
\e[0m 0.01
162 cic:/Sophia-Antipolis/Huffman/Prod2List/Prod2List/A.var
\e[0;32mOK
\e[0m 0.00
163 cic:/Sophia-Antipolis/Huffman/Permutation/permutation/A.var
\e[0;32mOK
\e[0m 0.00
164 cic:/Sophia-Antipolis/Huffman/PBTree2BTree/PBTREE2BTREE/A.var
\e[0;32mOK
\e[0m 0.00
165 cic:/Sophia-Antipolis/Huffman/PBTree/PBTree/A.var
\e[0;32mOK
\e[0m 0.00
166 cic:/Sophia-Antipolis/Huffman/OrderedCover/OrderedCover/A.var
\e[0;32mOK
\e[0m 0.00
167 cic:/Sophia-Antipolis/Huffman/Ordered/ordered/A.var
\e[0;32mOK
\e[0m 0.00
168 cic:/Sophia-Antipolis/Huffman/OneStep/OneStep/A.var
\e[0;32mOK
\e[0m 0.00
169 cic:/Sophia-Antipolis/Huffman/ISort/ISortExample/A.var
\e[0;32mOK
\e[0m 0.00
170 cic:/Sophia-Antipolis/Huffman/Huffman/Huffman/A.var
\e[0;32mOK
\e[0m 0.00
171 cic:/Sophia-Antipolis/Huffman/HeightPred/HeightPred/A.var
\e[0;32mOK
\e[0m 0.00
172 cic:/Sophia-Antipolis/Huffman/Frequency/Frequency/A.var
\e[0;32mOK
\e[0m 0.01
173 cic:/Sophia-Antipolis/Huffman/CoverMin/CoverMin/A.var
\e[0;32mOK
\e[0m 0.00
174 cic:/Sophia-Antipolis/Huffman/Cover/Cover/A.var
\e[0;32mOK
\e[0m 0.00
175 cic:/Sophia-Antipolis/Huffman/Code/Code/A.var
\e[0;32mOK
\e[0m 0.00
176 cic:/Sophia-Antipolis/Huffman/Build/Build/A.var
\e[0;32mOK
\e[0m 0.00
177 cic:/Sophia-Antipolis/Huffman/BTree/Tree/A.var
\e[0;32mOK
\e[0m 0.00
178 cic:/Sophia-Antipolis/Huffman/Aux/map2/A.var
\e[0;32mOK
\e[0m 0.00
179 cic:/Sophia-Antipolis/Huffman/Aux/map2/B.var
\e[0;32mOK
\e[0m 0.00
180 cic:/Sophia-Antipolis/Huffman/Aux/map2/C.var
\e[0;32mOK
\e[0m 0.00
181 cic:/Sophia-Antipolis/Huffman/Aux/fold/A.var
\e[0;32mOK
\e[0m 0.00
182 cic:/Sophia-Antipolis/Huffman/Aux/fold/B.var
\e[0;32mOK
\e[0m 0.00
183 cic:/Sophia-Antipolis/Huffman/Aux/List/A.var
\e[0;32mOK
\e[0m 0.00
184 cic:/Sophia-Antipolis/Huffman/Aux/List/B.var
\e[0;32mOK
\e[0m 0.00
185 cic:/Sophia-Antipolis/Huffman/Aux/List/C.var
\e[0;32mOK
\e[0m 0.00
186 cic:/Sophia-Antipolis/Huffman/Aux/First/A.var
\e[0;32mOK
\e[0m 0.00
187 cic:/Sophia-Antipolis/Huffman/Aux/FindMin/A.var
\e[0;32mOK
\e[0m 0.00
188 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_replace/Lists_replace/A.var
\e[0;32mOK
\e[0m 0.00
189 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/Lists_field/A.var
\e[0;32mOK
\e[0m 0.00
190 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/Lists_compl/A.var
\e[0;32mOK
\e[0m 0.00
191 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/Lists_compl/B.var
\e[0;32mOK
\e[0m 0.00
192 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Ens.con
\e[0;32mOK
\e[0m 0.00
193 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4_proof/P.var
\e[0;32mOK
\e[0m 0.00
194 cic:/Sophia-Antipolis/Float/Option/Option.ind
\e[0;32mOK
\e[0m 0.00
195 cic:/Sophia-Antipolis/Cours-de-Coq/ps/The_power_set_partial_order/U.var
\e[0;32mOK
\e[0m 0.00
196 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Bounds/U.var
\e[0;32mOK
\e[0m 0.00
197 cic:/Sophia-Antipolis/Cours-de-Coq/podefs/Partial_orders/U.var
\e[0;32mOK
\e[0m 0.00
198 cic:/Sophia-Antipolis/Cours-de-Coq/ex1_auto/Peirce.con
\e[0;32mOK
\e[0m 0.00
199 cic:/Sophia-Antipolis/Cours-de-Coq/ex1_auto/S.con
\e[0;32mOK
\e[0m 0.00
200 cic:/Sophia-Antipolis/Cours-de-Coq/ex1_auto/mp.con
\e[0;32mOK
\e[0m 0.00
201 cic:/Sophia-Antipolis/Cours-de-Coq/ex1_auto/resolution.con
\e[0;32mOK
\e[0m 0.00
202 cic:/Sophia-Antipolis/Cours-de-Coq/ex1_auto/trivial.con
\e[0;32mOK
\e[0m 0.00
203 cic:/Sophia-Antipolis/Cours-de-Coq/ex1/S.con
\e[0;32mOK
\e[0m 0.00
204 cic:/Sophia-Antipolis/Cours-de-Coq/ex1/mp.con
\e[0;32mOK
\e[0m 0.00
205 cic:/Sophia-Antipolis/Cours-de-Coq/ex1/resolution.con
\e[0;32mOK
\e[0m 0.00
206 cic:/Sophia-Antipolis/Cours-de-Coq/ex1/trivial.con
\e[0;32mOK
\e[0m 0.00
207 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_3/Relations_3/U.var
\e[0;32mOK
\e[0m 0.00
208 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2/Relations_2/U.var
\e[0;32mOK
\e[0m 0.00
209 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Relations_1/U.var
\e[0;32mOK
\e[0m 0.00
210 cic:/Sophia-Antipolis/Cours-de-Coq/Partial_order_facts/Lemmas_on_partial_orders/U.var
\e[0;32mOK
\e[0m 0.00
211 cic:/Sophia-Antipolis/Cours-de-Coq/Fil/First_inductive_lemmas/U.var
\e[0;32mOK
\e[0m 0.00
212 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Ensembles/U.var
\e[0;32mOK
\e[0m 0.00
213 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/mCoef/A.var
\e[0;32mOK
\e[0m 0.00
214 cic:/Sophia-Antipolis/Buchberger/WfR0/thRO/A.var
\e[0;32mOK
\e[0m 0.00
215 cic:/Sophia-Antipolis/Buchberger/Term/Term/A.var
\e[0;32mOK
\e[0m 0.00
216 cic:/Sophia-Antipolis/Buchberger/Pspoly/Pspoly/A.var
\e[0;32mOK
\e[0m 0.00
217 cic:/Sophia-Antipolis/Buchberger/Pspminus/Pspminus/A.var
\e[0;32mOK
\e[0m 0.00
218 cic:/Sophia-Antipolis/Buchberger/Preducestar/Preducestar/A.var
\e[0;32mOK
\e[0m 0.00
219 cic:/Sophia-Antipolis/Buchberger/Preduceplus/Preduceplus/A.var
\e[0;32mOK
\e[0m 0.00
220 cic:/Sophia-Antipolis/Buchberger/Preduce/Preduce/A.var
\e[0;32mOK
\e[0m 0.00
221 cic:/Sophia-Antipolis/Buchberger/Pplus/Pplus/A.var
\e[0;32mOK
\e[0m 0.00
222 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/A.var
\e[0;32mOK
\e[0m 0.00
223 cic:/Sophia-Antipolis/Buchberger/Pmult/Pmult/A.var
\e[0;32mOK
\e[0m 0.00
224 cic:/Sophia-Antipolis/Buchberger/Pminus/Pminus/A.var
\e[0;32mOK
\e[0m 0.00
225 cic:/Sophia-Antipolis/Buchberger/Peq/Peq/A.var
\e[0;32mOK
\e[0m 0.00
226 cic:/Sophia-Antipolis/Buchberger/Pcrit/crit/A.var
\e[0;32mOK
\e[0m 0.00
227 cic:/Sophia-Antipolis/Buchberger/Pcomb/Pcomb/A.var
\e[0;32mOK
\e[0m 0.00
228 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/A.var
\e[0;32mOK
\e[0m 0.00
229 cic:/Sophia-Antipolis/Buchberger/OpenIndGoodRel/OpenIndGoodRel/A.var
\e[0;32mOK
\e[0m 0.00
230 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/poly.var
\e[0;32mOK
\e[0m 0.00
231 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/A.var
\e[0;32mOK
\e[0m 0.00
232 cic:/Sophia-Antipolis/Buchberger/Dickson/Dickson/A.var
\e[0;32mOK
\e[0m 0.00
233 cic:/Sophia-Antipolis/Buchberger/Dickson/Dickson/B.var
\e[0;32mOK
\e[0m 0.00
234 cic:/Sophia-Antipolis/Buchberger/BuchRed/BuchRed/A.var
\e[0;32mOK
\e[0m 0.00
235 cic:/Sophia-Antipolis/Buchberger/BuchAux/BuchAux/A.var
\e[0;32mOK
\e[0m 0.00
236 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/A.var
\e[0;32mOK
\e[0m 0.00
237 cic:/Sophia-Antipolis/Buchberger/Bar/Pred.con
\e[0;32mOK
\e[0m 0.00
238 cic:/Sophia-Antipolis/Buchberger/Bar/Rel.con
\e[0;32mOK
\e[0m 0.00
239 cic:/Sophia-Antipolis/Buchberger/Bar/lems/trm.var
\e[0;32mOK
\e[0m 0.00
240 cic:/Sophia-Antipolis/Bertrand/why/WhyArrays/raw_array.con
\e[0;32mOK
\e[0m 0.00
241 cic:/Sophia-Antipolis/Angles/point_angle/AV.con
\e[0;32mOK
\e[0m 0.00
242 cic:/Sophia-Antipolis/Angles/point_angle/PO.con
\e[0;32mOK
\e[0m 0.00
243 cic:/Sophia-Antipolis/Angles/point_angle/V.con
\e[0;32mOK
\e[0m 0.00
244 cic:/Sophia-Antipolis/Algebra/Subcat/Subcategory_def/C'.var
\e[0;32mOK
\e[0m 0.00
245 cic:/Sophia-Antipolis/Algebra/Sets/relation.con
\e[0;32mOK
\e[0m 0.00
246 cic:/Sophia-Antipolis/Algebra/Sets/Sets1/Relations/E.var
\e[0;32mOK
\e[0m 0.00
247 cic:/Sophia-Antipolis/Algebra/Parts/Subtype/F.var
\e[0;32mOK
\e[0m 0.00
248 cic:/Sophia-Antipolis/Algebra/Categories/Category_def/Full_subcat_def/C'.var
\e[0;32mOK
\e[0m 0.00
249 cic:/Sophia-Antipolis/Algebra/Categories/Category_def/Category_def1/Ob.var
\e[0;32mOK
\e[0m 0.00
250 cic:/Rocq/ZF/zfc/EXType'.ind
\e[0;32mOK
\e[0m 0.00
251 cic:/Rocq/ZF/zfc/EXType.ind
\e[0;32mOK
\e[0m 0.00
252 cic:/Rocq/ZF/zfc/Ens'.ind
\e[0;32mOK
\e[0m 0.00
253 cic:/Rocq/ZF/zfc/Ens.ind
\e[0;32mOK
\e[0m 0.00
254 cic:/Rocq/ZF/zfc/F.ind
\e[0;32mOK
\e[0m 0.00
255 cic:/Rocq/ZF/zfc/Un.ind
\e[0;32mOK
\e[0m 0.00
256 cic:/Rocq/ZF/zfc/depprod''.ind
\e[0;32mOK
\e[0m 0.00
257 cic:/Rocq/ZF/zfc/depprod'.ind
\e[0;32mOK
\e[0m 0.00
258 cic:/Rocq/ZF/zfc/depprod.ind
\e[0;32mOK
\e[0m 0.00
259 cic:/Rocq/ZF/zfc/prod_t'.ind
\e[0;32mOK
\e[0m 0.00
260 cic:/Rocq/ZF/zfc/prod_t.ind
\e[0;32mOK
\e[0m 0.00
261 cic:/Rocq/ZF/zfc/sig.ind
\e[0;32mOK
\e[0m 0.00
262 cic:/Rocq/ZF/zfc/sum_t.ind
\e[0;32mOK
\e[0m 0.00
263 cic:/Rocq/ZF/Sets/EXType.ind
\e[0;32mOK
\e[0m 0.00
264 cic:/Rocq/ZF/Sets/Ens.ind
\e[0;32mOK
\e[0m 0.00
265 cic:/Rocq/ZF/Sets/depprod.ind
\e[0;32mOK
\e[0m 0.00
266 cic:/Rocq/ZF/Sets/prod_t.ind
\e[0;32mOK
\e[0m 0.00
267 cic:/Rocq/ZF/Ordinal_theory/depprod1.ind
\e[0;32mOK
\e[0m 0.00
268 cic:/Rocq/ZF/Hierarchy/EXType'.ind
\e[0;32mOK
\e[0m 0.00
269 cic:/Rocq/ZF/Hierarchy/Ens'.ind
\e[0;32mOK
\e[0m 0.00
270 cic:/Rocq/ZF/Hierarchy/depprod''.ind
\e[0;32mOK
\e[0m 0.00
271 cic:/Rocq/ZF/Hierarchy/prod_t'.ind
\e[0;32mOK
\e[0m 0.00
272 cic:/Rocq/ZF/Constructive/depprod'.ind
\e[0;32mOK
\e[0m 0.02
273 cic:/Rocq/ZF/Constructive/sum_t.ind
\e[0;32mOK
\e[0m 0.00
274 cic:/Rocq/ZF/Axioms/F.ind
\e[0;32mOK
\e[0m 0.01
275 cic:/Rocq/ZF/Axioms/Un.ind
\e[0;32mOK
\e[0m 0.00
276 cic:/Rocq/ZF/Axioms/sig.ind
\e[0;32mOK
\e[0m 0.00
277 cic:/Rocq/TreeAutomata/signature/pre_ad.ind
\e[0;32mOK
\e[0m 0.00
278 cic:/Rocq/SUBST/terminaison_SL/ordre/A.var
\e[0;32mOK
\e[0m 0.00
279 cic:/Rocq/SUBST/sur_les_relations/explicit_inclus.con
\e[0;32mOK
\e[0m 0.01
280 cic:/Rocq/SUBST/sur_les_relations/rels_prop/A.var
\e[0;32mOK
\e[0m 0.00
281 cic:/Rocq/SUBST/sur_les_relations/relations_noetherian/U.var
\e[0;32mOK
\e[0m 0.00
282 cic:/Rocq/SUBST/sur_les_relations/Rels/A.var
\e[0;32mOK
\e[0m 0.00
283 cic:/Rocq/SUBST/Yokouchi/YokouchiS/A.var
\e[0;32mOK
\e[0m 0.00
284 cic:/Rocq/SUBST/TS/wsort.ind
\e[0;32mOK
\e[0m 0.00
285 cic:/Rocq/SUBST/Newman/NewmanS/A.var
\e[0;32mOK
\e[0m 0.00
286 cic:/Rocq/SCHROEDER/Sums/Set_Sums/U.var
\e[0;32mOK
\e[0m 0.00
287 cic:/Rocq/SCHROEDER/Setminus_fact/Contravariance_of_Setminus/U.var
\e[0;32mOK
\e[0m 0.01
288 cic:/Rocq/SCHROEDER/Schroeder/Schroeder_Bernstein/U.var
\e[0;32mOK
\e[0m 0.01
289 cic:/Rocq/SCHROEDER/Functions/Functions/U.var
\e[0;32mOK
\e[0m 0.01
290 cic:/Rocq/SCHROEDER/Equipollence/Equipollence/U.var
\e[0;32mOK
\e[0m 0.00
291 cic:/Rocq/PARADOXES/diaconescu/EXType.ind
\e[0;32mOK
\e[0m 0.00
292 cic:/Rocq/PARADOXES/diaconescu/TTDiaconescu2/P.var
\e[0;32mOK
\e[0m 0.01
293 cic:/Rocq/PARADOXES/diaconescu/TTDiaconescu/P.var
\e[0;32mOK
\e[0m 0.00
294 cic:/Rocq/PARADOXES/Reynolds1/paradox/p.var
\e[0;32mOK
\e[0m 0.00
295 cic:/Rocq/PARADOXES/Logics/ACC.ind
\e[0;32mOK
\e[0m 0.00
296 cic:/Rocq/PARADOXES/Logics/Inverse_Image/A.var
\e[0;32mOK
\e[0m 0.00
297 cic:/Rocq/PARADOXES/Logics/Inverse_Image/B.var
\e[0;32mOK
\e[0m 0.00
298 cic:/Rocq/PARADOXES/Log_Rel1/Bool.con
\e[0;32mOK
\e[0m 0.00
299 cic:/Rocq/PARADOXES/Log_Rel1/Rel.con
\e[0;32mOK
\e[0m 0.00
300 cic:/Rocq/PARADOXES/Log_Rel1/equiv.ind
\e[0;32mOK
\e[0m 0.00
301 cic:/Rocq/PARADOXES/Log_Rel/Rel.con
\e[0;32mOK
\e[0m 0.00
302 cic:/Rocq/PARADOXES/Log_Rel/cut.con
\e[0;32mOK
\e[0m 0.00
303 cic:/Rocq/PARADOXES/Log_Rel/equiv.ind
\e[0;32mOK
\e[0m 0.00
304 cic:/Rocq/PARADOXES/BuraliForti/A0.ind
\e[0;32mOK
\e[0m 0.00
305 cic:/Rocq/PARADOXES/BuraliForti/morphism.con
\e[0;32mOK
\e[0m 0.00
306 cic:/Rocq/PARADOXES/BuraliForti/Burali_Forti_Paradox/A0.var
\e[0;32mOK
\e[0m 0.00
307 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/SStreams/Specified_Streams/A.var
\e[0;32mOK
\e[0m 0.00
308 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/Etat.ind
\e[0;32mOK
\e[0m 0.00
309 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/Etat.ind
\e[0;32mOK
\e[0m 0.00
310 cic:/Rocq/HIGMAN/Higman/M.ind
\e[0;32mOK
\e[0m 0.00
311 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/A.var
\e[0;32mOK
\e[0m 0.00
312 cic:/Rocq/GRAPHS/cgraph/and_sp.ind
\e[0;32mOK
\e[0m 0.00
313 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/D.var
\e[0;32mOK
\e[0m 0.00
314 cic:/Rocq/DEMOS/compile_ml/OP.con
\e[0;32mOK
\e[0m 0.00
315 cic:/Rocq/DEMOS/Sorting/list.ind
\e[0;32mOK
\e[0m 0.00
316 cic:/Rocq/DEMOS/Demo_tauto/A.con
\e[0;32mOK
\e[0m 0.00
317 cic:/Rocq/DEMOS/Demo_tauto/B.con
\e[0;32mOK
\e[0m 0.00
318 cic:/Rocq/DEMOS/Demo_tauto/C.con
\e[0;32mOK
\e[0m 0.00
319 cic:/Rocq/DEMOS/Demo_tauto/club/GoOutSunday.var
\e[0;32mOK
\e[0m 0.00
320 cic:/Rocq/DEMOS/Demo_tauto/club/Married.var
\e[0;32mOK
\e[0m 0.00
321 cic:/Rocq/DEMOS/Demo_tauto/club/RedSocks.var
\e[0;32mOK
\e[0m 0.00
322 cic:/Rocq/DEMOS/Demo_tauto/club/Scottish.var
\e[0;32mOK
\e[0m 0.00
323 cic:/Rocq/DEMOS/Demo_tauto/club/WearKilt.var
\e[0;32mOK
\e[0m 0.00
324 cic:/Rocq/DEMOS/Demo/tree.ind
\e[0;32mOK
\e[0m 0.00
325 cic:/Rocq/COMPILER/Mini_ML/OP.con
\e[0;32mOK
\e[0m 0.00
326 cic:/Rocq/COC/Termes/sort.ind
\e[0;32mOK
\e[0m 0.00
327 cic:/Rocq/COC/MyList/Listes/A.var
\e[0;32mOK
\e[0m 0.00
328 cic:/Rocq/COC/MlTypes/ml_int.con
\e[0;32mOK
\e[0m 0.00
329 cic:/Rocq/COC/MlTypes/ml_string.con
\e[0;32mOK
\e[0m 0.00
330 cic:/Rocq/COC/ListType/TListes/A.var
\e[0;32mOK
\e[0m 0.00
331 cic:/Rocq/COC/Class/skel.ind
\e[0;32mOK
\e[0m 0.00
332 cic:/Rocq/CHECKER/Functions/Preservation/X.var
\e[0;32mOK
\e[0m 0.00
333 cic:/Rocq/CHECKER/Functions/Preservation/Y.var
\e[0;32mOK
\e[0m 0.00
334 cic:/Rocq/CHECKER/Functions/Preservation/Z.var
\e[0;32mOK
\e[0m 0.00
335 cic:/Rocq/CHECKER/Functions/Mappings/X.var
\e[0;32mOK
\e[0m 0.00
336 cic:/Rocq/CHECKER/Functions/Mappings/Y.var
\e[0;32mOK
\e[0m 0.00
337 cic:/Rocq/CHECKER/Functions/Finiteness/X.var
\e[0;32mOK
\e[0m 0.00
338 cic:/Rocq/CHECKER/Functions/Composition/X.var
\e[0;32mOK
\e[0m 0.00
339 cic:/Rocq/CHECKER/Functions/Composition/Y.var
\e[0;32mOK
\e[0m 0.00
340 cic:/Rocq/CHECKER/Functions/Composition/Z.var
\e[0;32mOK
\e[0m 0.00
341 cic:/Rocq/CHECKER/Checker/Black.con
\e[0;32mOK
\e[0m 0.00
342 cic:/Rocq/CHECKER/Checker/White.con
\e[0;32mOK
\e[0m 0.00
343 cic:/Rocq/ARITH/ZChinese/rings/ring/S.var
\e[0;32mOK
\e[0m 0.00
344 cic:/Rocq/ARITH/ZChinese/groups/groups/S.var
\e[0;32mOK
\e[0m 0.00
345 cic:/Rocq/ARITH/ZChinese/Lci/Internal/S.var
\e[0;32mOK
\e[0m 0.00
346 cic:/Rocq/ARITH/Chinese/rings/ring/S.var
\e[0;32mOK
\e[0m 0.00
347 cic:/Rocq/ARITH/Chinese/groups/groups/S.var
\e[0;32mOK
\e[0m 0.00
348 cic:/Rocq/ARITH/Chinese/Zrec/and_set_set_set.ind
\e[0;32mOK
\e[0m 0.00
349 cic:/Rocq/ARITH/Chinese/Lci/Internal/S.var
\e[0;32mOK
\e[0m 0.00
350 cic:/Rocq/ALGEBRA/SETOID/Setoid/Nat.ind
\e[0;32mOK
\e[0m 0.00
351 cic:/Rocq/ALGEBRA/SETOID/BasicTypes/EmptyType.ind
\e[0;32mOK
\e[0m 0.00
352 cic:/Rocq/ALGEBRA/SETOID/BasicTypes/TwoElts.ind
\e[0;32mOK
\e[0m 0.00
353 cic:/Rocq/ALGEBRA/SETOID/BasicTypes/UnitType.ind
\e[0;32mOK
\e[0m 0.00
354 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Orderings/U.var
\e[0;32mOK
\e[0m 0.00
355 cic:/Rocq/ALGEBRA/RELATIONS/Noetherian/Noether/U.var
\e[0;32mOK
\e[0m 0.00
356 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Confluence/Confluence/U.var
\e[0;32mOK
\e[0m 0.00
357 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/composition_to_operator''/A.var
\e[0;32mOK
\e[0m 0.00
358 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/cat''/Ob''.var
\e[0;32mOK
\e[0m 0.00
359 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Products1/products_limit_def/I.var
\e[0;32mOK
\e[0m 0.00
360 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_ob.ind
\e[0;32mOK
\e[0m 0.00
361 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_ob.ind
\e[0;32mOK
\e[0m 0.00
362 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/pa_def/I.var
\e[0;32mOK
\e[0m 0.00
363 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/equalizer_limit_def/I.var
\e[0;32mOK
\e[0m 0.00
364 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/discrete/U.var
\e[0;32mOK
\e[0m 0.00
365 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FSC_inc/fsc_inc_def/I.var
\e[0;32mOK
\e[0m 0.00
366 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/composition_to_operator'/A.var
\e[0;32mOK
\e[0m 0.00
367 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/cat'/Ob'.var
\e[0;32mOK
\e[0m 0.00
368 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/One_ob.ind
\e[0;32mOK
\e[0m 0.00
369 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/FullSubCat/fscat/I.var
\e[0;32mOK
\e[0m 0.00
370 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/composition_to_operator/A.var
\e[0;32mOK
\e[0m 0.00
371 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/cat/Ob.var
\e[0;32mOK
\e[0m 0.00
372 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/s_equaz_def/I.var
\e[0;32mOK
\e[0m 0.01
373 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/prodts_def/I.var
\e[0;32mOK
\e[0m 0.00
374 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/equaz_def/I.var
\e[0;32mOK
\e[0m 0.00
375 cic:/Paris/ZF/src/ZFbasis/E.con
\e[0;32mOK
\e[0m 0.00
376 cic:/Orsay/MiniCompiler/compiler/string.con
\e[0;32mOK
\e[0m 0.01
377 cic:/Nijmegen/QArith/Zaux/projection/A.var
\e[0;32mOK
\e[0m 0.00
378 cic:/Nijmegen/QArith/Qpositive/Qpositive.ind
\e[0;32mOK
\e[0m 0.01
379 cic:/Nijmegen/QArith/Merge_Order/General_Order/S.var
\e[0;32mOK
\e[0m 0.00
380 cic:/Nijmegen/Coqoban/Coqoban_engine/Direction.ind
\e[0;32mOK
\e[0m 0.00
381 cic:/Nijmegen/Coqoban/Coqoban_engine/fieldtype.ind
\e[0;32mOK
\e[0m 0.00
382 cic:/Muenchen/Higman/Higman2/letter.ind
\e[0;32mOK
\e[0m 0.00
383 cic:/Muenchen/Higman/Higman/letter.ind
\e[0;32mOK
\e[0m 0.00
384 cic:/Montevideo/RailroadCrossing/railroad_crossing/Label.ind
\e[0;32mOK
\e[0m 0.00
385 cic:/Montevideo/RailroadCrossing/railroad_crossing/SC.ind
\e[0;32mOK
\e[0m 0.00
386 cic:/Montevideo/RailroadCrossing/railroad_crossing/SG.ind
\e[0;32mOK
\e[0m 0.00
387 cic:/Montevideo/RailroadCrossing/railroad_crossing/ST.ind
\e[0;32mOK
\e[0m 0.00
388 cic:/Montevideo/RailroadCrossing/railroad_crossing/TemporalOperators_TCTL/S.var
\e[0;32mOK
\e[0m 0.00
389 cic:/Montevideo/RailroadCrossing/railroad_crossing/TemporalOperators_Ind/S.var
\e[0;32mOK
\e[0m 0.00
390 cic:/Montevideo/RailroadCrossing/railroad_crossing/TemporalOperators_CTL/S.var
\e[0;32mOK
\e[0m 0.00
391 cic:/Montevideo/FSSecModel/SFSstate/BYTE.con
\e[0;32mOK
\e[0m 0.00
392 cic:/Montevideo/FSSecModel/SFSstate/CATEGORY.con
\e[0;32mOK
\e[0m 0.00
393 cic:/Montevideo/FSSecModel/SFSstate/GRPNAME.con
\e[0;32mOK
\e[0m 0.00
394 cic:/Montevideo/FSSecModel/SFSstate/MODE.ind
\e[0;32mOK
\e[0m 0.00
395 cic:/Montevideo/FSSecModel/SFSstate/OBJNAME.con
\e[0;32mOK
\e[0m 0.00
396 cic:/Montevideo/FSSecModel/SFSstate/OBJTYPE.ind
\e[0;32mOK
\e[0m 0.00
397 cic:/Montevideo/FSSecModel/SFSstate/Operation.ind
\e[0;32mOK
\e[0m 0.00
398 cic:/Montevideo/FSSecModel/SFSstate/SUBJECT.con
\e[0;32mOK
\e[0m 0.00
399 cic:/Montevideo/FSSecModel/SFSstate/PartialFunctions/X.var
\e[0;32mOK
\e[0m 0.00
400 cic:/Montevideo/FSSecModel/SFSstate/PartialFunctions/Y.var
\e[0;32mOK
\e[0m 0.00
401 cic:/Montevideo/FSSecModel/ListSet/other_definitions/A.var
\e[0;32mOK
\e[0m 0.00
402 cic:/Montevideo/FSSecModel/ListSet/other_definitions/B.var
\e[0;32mOK
\e[0m 0.00
403 cic:/Montevideo/FSSecModel/ListSet/first_definitions/A.var
\e[0;32mOK
\e[0m 0.00
404 cic:/Montevideo/FSSecModel/ListFunctions/ListSetLemmas/A.var
\e[0;32mOK
\e[0m 0.00
405 cic:/Montevideo/CtlTctl/tctl/TemporalOperators_TCTL/Label.var
\e[0;32mOK
\e[0m 0.00
406 cic:/Montevideo/CtlTctl/tctl/TemporalOperators_TCTL/S.var
\e[0;32mOK
\e[0m 0.00
407 cic:/Montevideo/CtlTctl/ctl/TemporalOperators_CTL/Label.var
\e[0;32mOK
\e[0m 0.00
408 cic:/Montevideo/CtlTctl/ctl/TemporalOperators_CTL/S.var
\e[0;32mOK
\e[0m 0.00
409 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/TemporalOperators_Ind/Label.var
\e[0;32mOK
\e[0m 0.00
410 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/TemporalOperators_Ind/S.var
\e[0;32mOK
\e[0m 0.00
411 cic:/Marseille/LTL/termination/termination/Alpha.var
\e[0;32mOK
\e[0m 0.00
412 cic:/Marseille/LTL/termination/termination/state.var
\e[0;32mOK
\e[0m 0.00
413 cic:/Marseille/LTL/safety/safety/label.var
\e[0;32mOK
\e[0m 0.00
414 cic:/Marseille/LTL/safety/safety/state.var
\e[0;32mOK
\e[0m 0.00
415 cic:/Marseille/LTL/ltl/ltl/label.var
\e[0;32mOK
\e[0m 0.00
416 cic:/Marseille/LTL/ltl/ltl/state.var
\e[0;32mOK
\e[0m 0.00
417 cic:/Marseille/LTL/liveness/liveness/label.var
\e[0;32mOK
\e[0m 0.00
418 cic:/Marseille/LTL/liveness/liveness/state.var
\e[0;32mOK
\e[0m 0.00
419 cic:/Marseille/LTL/leads_to/leads_to/label.var
\e[0;32mOK
\e[0m 0.00
420 cic:/Marseille/LTL/leads_to/leads_to/state.var
\e[0;32mOK
\e[0m 0.00
421 cic:/Marseille/LTL/fairness/fairness/label.var
\e[0;32mOK
\e[0m 0.00
422 cic:/Marseille/LTL/fairness/fairness/state.var
\e[0;32mOK
\e[0m 0.00
423 cic:/Marseille/LTL/congruence/congruence/label.var
\e[0;32mOK
\e[0m 0.00
424 cic:/Marseille/LTL/congruence/congruence/state.var
\e[0;32mOK
\e[0m 0.00
425 cic:/Marseille/GC/reachable/reachable/reachable/N.var
\e[0;32mOK
\e[0m 0.00
426 cic:/Marseille/GC/logique/well_founded/well_founded/Alpha.var
\e[0;32mOK
\e[0m 0.00
427 cic:/Marseille/GC/logique/well_founded/well_founded/state.var
\e[0;32mOK
\e[0m 0.00
428 cic:/Marseille/GC/logique/LTL/LTL/label.var
\e[0;32mOK
\e[0m 0.00
429 cic:/Marseille/GC/logique/LTL/LTL/state.var
\e[0;32mOK
\e[0m 0.00
430 cic:/Marseille/GC/gc/parameters/color.ind
\e[0;32mOK
\e[0m 0.00
431 cic:/Marseille/GC/gc/parameters/control.ind
\e[0;32mOK
\e[0m 0.00
432 cic:/Marseille/GC/gc/parameters/node.con
\e[0;32mOK
\e[0m 0.00
433 cic:/Marseille/GC/gc/gc/label.ind
\e[0;32mOK
\e[0m 0.00
434 cic:/Marseille/GC/card/card_facts/card_facts/A.var
\e[0;32mOK
\e[0m 0.00
435 cic:/Marseille/GC/card/card_facts/card_facts/B.var
\e[0;32mOK
\e[0m 0.00
436 cic:/Marseille/GC/card/card_facts/card_facts/C.var
\e[0;32mOK
\e[0m 0.00
437 cic:/Marseille/GC/card/card/cardinal/A.var
\e[0;32mOK
\e[0m 0.00
438 cic:/Marseille/GC/card/card/cardinal/B.var
\e[0;32mOK
\e[0m 0.00
439 cic:/Marseille/CCS/Trans_Sys/TS/action.var
\e[0;32mOK
\e[0m 0.00
440 cic:/Marseille/CCS/Trans_Sys/TS/process.var
\e[0;32mOK
\e[0m 0.00
441 cic:/Lyon/STREAMS/GfpStreams/Streams_/U.var
\e[0;32mOK
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442 cic:/Lyon/PROCESSES/INTERPRETER/Processes/Processes/Chnl.var
\e[0;32mOK
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443 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/Pointer.ind
\e[0;32mOK
\e[0m 0.00
444 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/Lists/A.var
\e[0;32mOK
\e[0m 0.00
445 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/Interpreter/Chnl.var
\e[0;32mOK
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446 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/A.con
\e[0;32mOK
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447 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/Channel.ind
\e[0;32mOK
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448 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Processes/Chnl.var
\e[0;32mOK
\e[0m 0.00
449 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Processes/Properties_of_Processes/Parametric_Always/B.var
\e[0;32mOK
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450 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/A.con
\e[0;32mOK
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451 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/Channel.ind
\e[0;32mOK
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452 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/Processes/Chnl.var
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453 cic:/Lyon/IEEE754/IEEE754_def/exception.ind
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454 cic:/Lyon/IEEE754/IEEE754_def/float_type.ind
\e[0;32mOK
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455 cic:/Lyon/IEEE754/Diadic/rounding_mode.ind
\e[0;32mOK
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456 cic:/Lyon/GRAPHS-BASICS/Sets/U_SETS/U.var
\e[0;32mOK
\e[0m 0.00
457 cic:/Lyon/GRAPHS-BASICS/Enumerated/ENUMERATION/U.var
\e[0;32mOK
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458 cic:/Lyon/FIRING-SQUAD/bib/Rec2.con
\e[0;32mOK
\e[0m 0.00
459 cic:/Lyon/FIRING-SQUAD/bib/Rec3'.con
\e[0;32mOK
\e[0m 0.00
460 cic:/Lyon/FIRING-SQUAD/bib/Rec3.con
\e[0;32mOK
\e[0m 0.00
461 cic:/Lyon/FIRING-SQUAD/bib/Rec4''.con
\e[0;32mOK
\e[0m 0.00
462 cic:/Lyon/FIRING-SQUAD/bib/Rec4'.con
\e[0;32mOK
\e[0m 0.00
463 cic:/Lyon/FIRING-SQUAD/bib/Rec4.con
\e[0;32mOK
\e[0m 0.00
464 cic:/Lyon/FIRING-SQUAD/bib/Rec5'.con
\e[0;32mOK
\e[0m 0.00
465 cic:/Lyon/FIRING-SQUAD/bib/Rec5.con
\e[0;32mOK
\e[0m 0.00
466 cic:/Lyon/FIRING-SQUAD/autom/Couleur.ind
\e[0;32mOK
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467 cic:/Lyon/COINDUCTIVES/STREAMS/Specified_Streams/Specified_Streams/A.var
\e[0;32mOK
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468 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Times.ind
\e[0;32mOK
\e[0m 0.00
469 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Stream_Equalities/A.var
\e[0;32mOK
\e[0m 0.00
470 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Examples/Map/A.var
\e[0;32mOK
\e[0m 0.00
471 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Examples/Map/B.var
\e[0;32mOK
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472 cic:/Lyon/COINDUCTIVES/ARITH/Omega/Nat.ind
\e[0;32mOK
\e[0m 0.00
473 cic:/Lyon/COINDUCTIVES/ARITH/Acc_and_Inf/Accesible_and_Infinte/A.var
\e[0;32mOK
\e[0m 0.00
474 cic:/Lyon/CIRCUITS/Streams/Streams/A.var
\e[0;32mOK
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475 cic:/Lyon/CIRCUITS/Streams/Streams/Invariant_Implementation/X.var
\e[0;32mOK
\e[0m 0.00
476 cic:/Lyon/CIRCUITS/GFP/Greatest_Fixpoints/F.var
\e[0;32mOK
\e[0m 0.00
477 cic:/Lyon/CIRCUITS/Circ/Circuits/TI.var
\e[0;32mOK
\e[0m 0.00
478 cic:/Lyon/CIRCUITS/Circ/Circuits/TO.var
\e[0;32mOK
\e[0m 0.00
479 cic:/Lyon/CIRCUITS/Circ/Circuits/TR.var
\e[0;32mOK
\e[0m 0.00
480 cic:/Lyon/AUTOMATA/Relations/Relations/A.var
\e[0;32mOK
\e[0m 0.00
481 cic:/Lannion/polycont/huffman/direction.ind
\e[0;32mOK
\e[0m 0.00
482 cic:/Lannion/polycont/huffman/sec_dom/dom.var
\e[0;32mOK
\e[0m 0.00
483 cic:/Lannion/polycont/copy_cheat/color.ind
\e[0;32mOK
\e[0m 0.00
484 cic:/Lannion/polycont/copy/color.ind
\e[0;32mOK
\e[0m 0.00
485 cic:/Lannion/polycont/Mx_defs/Mx.con
\e[0;32mOK
\e[0m 0.00
486 cic:/Lannion/continuations/weight/specif/Texc.ind
\e[0;32mOK
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487 cic:/Lannion/continuations/weight/specif/lists/A.var
\e[0;32mOK
\e[0m 0.00
488 cic:/Lannion/continuations/weight/decl_exc/Txlev.ind
\e[0;32mOK
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489 cic:/Lannion/continuations/weight/Nxaccu_ex/algorithms/P.var
\e[0;32mOK
\e[0m 0.00
490 cic:/Lannion/continuations/weight/Nxaccu_ex/algorithms/X.var
\e[0;32mOK
\e[0m 0.00
491 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo2/X.var
\e[0;32mOK
\e[0m 0.01
492 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo1/X.var
\e[0;32mOK
\e[0m 0.00
493 cic:/Lannion/continuations/weight/Naccu_cc/algocc/X.var
\e[0;32mOK
\e[0m 0.00
494 cic:/Lannion/continuations/cps/cps_Nx/defcont/P.var
\e[0;32mOK
\e[0m 0.00
495 cic:/Lannion/continuations/cps/cps_Nx/defcont/X.var
\e[0;32mOK
\e[0m 0.01
496 cic:/Lannion/continuations/cps/cps_Nmx/defcont/Txlev.var
\e[0;32mOK
\e[0m 0.00
497 cic:/Lannion/continuations/cps/cps_Nmx/defcont/X.var
\e[0;32mOK
\e[0m 0.00
498 cic:/Lannion/continuations/cps/cps_N/defcont/X.var
\e[0;32mOK
\e[0m 0.00
499 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/algorithmes/P.var
\e[0;32mOK
\e[0m 0.00
500 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/algorithmes/X.var
\e[0;32mOK
\e[0m 0.00
501 cic:/IdealX/idx-assoc/Option/option.ind
\e[0;32mOK
\e[0m 0.00
502 cic:/IdealX/idx-assoc/Assoc/associative_arrays/K.var
\e[0;32mOK
\e[0m 0.00
503 cic:/IdealX/idx-assoc/Assoc/associative_arrays/V.var
\e[0;32mOK
\e[0m 0.00
504 cic:/Eindhoven/POCKLINGTON/list/list.ind
\e[0;32mOK
\e[0m 0.00
505 cic:/Dyade/Otway-Rees/securite/D.con
\e[0;32mOK
\e[0m 0.00
506 cic:/Dyade/Otway-Rees/securite/N.con
\e[0;32mOK
\e[0m 0.00
507 cic:/Coq/romega/ReflOmegaCore/PropList.ind
\e[0;32mOK
\e[0m 0.00
508 cic:/Coq/romega/ReflOmegaCore/direction.ind
\e[0;32mOK
\e[0m 0.00
509 cic:/Coq/romega/ReflOmegaCore/step.ind
\e[0;32mOK
\e[0m 0.00
510 cic:/Coq/romega/ReflOmegaCore/t_fusion.ind
\e[0;32mOK
\e[0m 0.00
511 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/A.var
\e[0;32mOK
\e[0m 0.00
512 cic:/Coq/ring/Setoid_ring_normalize/setoid/A.var
\e[0;32mOK
\e[0m 0.00
513 cic:/Coq/ring/Ring_theory/Theory_of_semi_rings/A.var
\e[0;32mOK
\e[0m 0.00
514 cic:/Coq/ring/Ring_theory/Theory_of_rings/A.var
\e[0;32mOK
\e[0m 0.00
515 cic:/Coq/ring/Ring_normalize/semi_rings/A.var
\e[0;32mOK
\e[0m 0.00
516 cic:/Coq/ring/Ring_normalize/rings/A.var
\e[0;32mOK
\e[0m 0.00
517 cic:/Coq/ring/Ring_abstract/abstract_semi_rings/A.var
\e[0;32mOK
\e[0m 0.00
518 cic:/Coq/ring/Ring_abstract/abstract_rings/A.var
\e[0;32mOK
\e[0m 0.00
519 cic:/Coq/ring/Quote/index.ind
\e[0;32mOK
\e[0m 0.00
520 cic:/Coq/ring/Quote/variables_map/A.var
\e[0;32mOK
\e[0m 0.00
521 cic:/Coq/field/Field_Compl/field_rel_option.ind
\e[0;32mOK
\e[0m 0.00
522 cic:/Coq/field/Field_Compl/listT.ind
\e[0;32mOK
\e[0m 0.00
523 cic:/Coq/field/Field_Compl/prodT.ind
\e[0;32mOK
\e[0m 0.00
524 cic:/Coq/ZArith/Zcomplements/Zlength_properties/A.var
\e[0;32mOK
\e[0m 0.00
525 cic:/Coq/Wellfounded/Well_Ordering/WellOrdering/A.var
\e[0;32mOK
\e[0m 0.00
526 cic:/Coq/Wellfounded/Well_Ordering/Characterisation_wf_relations/A.var
\e[0;32mOK
\e[0m 0.00
527 cic:/Coq/Wellfounded/Union/WfUnion/A.var
\e[0;32mOK
\e[0m 0.00
528 cic:/Coq/Wellfounded/Transitive_Closure/Wf_Transitive_Closure/A.var
\e[0;32mOK
\e[0m 0.00
529 cic:/Coq/Wellfounded/Lexicographic_Product/Wf_Symmetric_Product/A.var
\e[0;32mOK
\e[0m 0.00
530 cic:/Coq/Wellfounded/Lexicographic_Product/Wf_Symmetric_Product/B.var
\e[0;32mOK
\e[0m 0.00
531 cic:/Coq/Wellfounded/Lexicographic_Product/WfLexicographic_Product/A.var
\e[0;32mOK
\e[0m 0.00
532 cic:/Coq/Wellfounded/Lexicographic_Product/Swap/A.var
\e[0;32mOK
\e[0m 0.00
533 cic:/Coq/Wellfounded/Lexicographic_Exponentiation/Wf_Lexicographic_Exponentiation/A.var
\e[0;32mOK
\e[0m 0.00
534 cic:/Coq/Wellfounded/Inverse_Image/Inverse_Image/A.var
\e[0;32mOK
\e[0m 0.00
535 cic:/Coq/Wellfounded/Inverse_Image/Inverse_Image/B.var
\e[0;32mOK
\e[0m 0.00
536 cic:/Coq/Wellfounded/Inclusion/WfInclusion/A.var
\e[0;32mOK
\e[0m 0.00
537 cic:/Coq/Wellfounded/Disjoint_Union/Wf_Disjoint_Union/A.var
\e[0;32mOK
\e[0m 0.00
538 cic:/Coq/Wellfounded/Disjoint_Union/Wf_Disjoint_Union/B.var
\e[0;32mOK
\e[0m 0.00
539 cic:/Coq/Sorting/Sorting/defs/A.var
\e[0;32mOK
\e[0m 0.00
540 cic:/Coq/Sorting/Permutation/defs/A.var
\e[0;32mOK
\e[0m 0.00
541 cic:/Coq/Sorting/Heap/defs/A.var
\e[0;32mOK
\e[0m 0.00
542 cic:/Coq/Sets/Uniset/defs/A.var
\e[0;32mOK
\e[0m 0.00
543 cic:/Coq/Sets/Relations_3/Relations_3/U.var
\e[0;32mOK
\e[0m 0.00
544 cic:/Coq/Sets/Relations_2/Relations_2/U.var
\e[0;32mOK
\e[0m 0.00
545 cic:/Coq/Sets/Relations_1/Relations_1/U.var
\e[0;32mOK
\e[0m 0.00
546 cic:/Coq/Sets/Powerset_facts/Sets_as_an_algebra/U.var
\e[0;32mOK
\e[0m 0.00
547 cic:/Coq/Sets/Powerset_Classical_facts/Sets_as_an_algebra/U.var
\e[0;32mOK
\e[0m 0.01
548 cic:/Coq/Sets/Powerset/The_power_set_partial_order/U.var
\e[0;32mOK
\e[0m 0.00
549 cic:/Coq/Sets/Permut/Axiomatisation/U.var
\e[0;32mOK
\e[0m 0.00
550 cic:/Coq/Sets/Partial_Order/Partial_orders/U.var
\e[0;32mOK
\e[0m 0.00
551 cic:/Coq/Sets/Partial_Order/Partial_order_facts/U.var
\e[0;32mOK
\e[0m 0.00
552 cic:/Coq/Sets/Multiset/multiset_defs/A.var
\e[0;32mOK
\e[0m 0.00
553 cic:/Coq/Sets/Infinite_sets/Infinite_sets/U.var
\e[0;32mOK
\e[0m 0.00
554 cic:/Coq/Sets/Infinite_sets/Infinite_sets/V.var
\e[0;32mOK
\e[0m 0.00
555 cic:/Coq/Sets/Infinite_sets/Approx/U.var
\e[0;32mOK
\e[0m 0.00
556 cic:/Coq/Sets/Image/Image/U.var
\e[0;32mOK
\e[0m 0.00
557 cic:/Coq/Sets/Image/Image/V.var
\e[0;32mOK
\e[0m 0.00
558 cic:/Coq/Sets/Finite_sets_facts/Finite_sets_facts/U.var
\e[0;32mOK
\e[0m 0.00
559 cic:/Coq/Sets/Finite_sets/Ensembles_finis_facts/U.var
\e[0;32mOK
\e[0m 0.00
560 cic:/Coq/Sets/Finite_sets/Ensembles_finis/U.var
\e[0;32mOK
\e[0m 0.00
561 cic:/Coq/Sets/Ensembles/Ensembles/U.var
\e[0;32mOK
\e[0m 0.00
562 cic:/Coq/Sets/Cpo/Specific_orders/U.var
\e[0;32mOK
\e[0m 0.00
563 cic:/Coq/Sets/Cpo/Bounds/U.var
\e[0;32mOK
\e[0m 0.00
564 cic:/Coq/Sets/Constructive_sets/Ensembles_facts/U.var
\e[0;32mOK
\e[0m 0.00
565 cic:/Coq/Sets/Classical_sets/Ensembles_classical/U.var
\e[0;32mOK
\e[0m 0.00
566 cic:/Coq/Setoids/Setoid/fleche.con
\e[0;32mOK
\e[0m 0.00
567 cic:/Coq/Setoids/Setoid/Setoid/A.var
\e[0;32mOK
\e[0m 0.00
568 cic:/Coq/Relations/Rstar/Rstar/A.var
\e[0;32mOK
\e[0m 0.00
569 cic:/Coq/Relations/Relation_Operators/Union/A.var
\e[0;32mOK
\e[0m 0.00
570 cic:/Coq/Relations/Relation_Operators/Transposee/A.var
\e[0;32mOK
\e[0m 0.00
571 cic:/Coq/Relations/Relation_Operators/Transitive_Closure/A.var
\e[0;32mOK
\e[0m 0.00
572 cic:/Coq/Relations/Relation_Operators/Symmetric_Product/A.var
\e[0;32mOK
\e[0m 0.00
573 cic:/Coq/Relations/Relation_Operators/Symmetric_Product/B.var
\e[0;32mOK
\e[0m 0.00
574 cic:/Coq/Relations/Relation_Operators/Swap/A.var
\e[0;32mOK
\e[0m 0.00
575 cic:/Coq/Relations/Relation_Operators/Reflexive_Transitive_Closure/A.var
\e[0;32mOK
\e[0m 0.00
576 cic:/Coq/Relations/Relation_Operators/Reflexive_Symetric_Transitive_Closure/A.var
\e[0;32mOK
\e[0m 0.00
577 cic:/Coq/Relations/Relation_Operators/Lexicographic_Product/A.var
\e[0;32mOK
\e[0m 0.00
578 cic:/Coq/Relations/Relation_Operators/Lexicographic_Exponentiation/A.var
\e[0;32mOK
\e[0m 0.00
579 cic:/Coq/Relations/Relation_Operators/Disjoint_Union/A.var
\e[0;32mOK
\e[0m 0.00
580 cic:/Coq/Relations/Relation_Operators/Disjoint_Union/B.var
\e[0;32mOK
\e[0m 0.00
581 cic:/Coq/Relations/Relation_Definitions/Relation_Definition/A.var
\e[0;32mOK
\e[0m 0.00
582 cic:/Coq/Relations/Operators_Properties/Properties/A.var
\e[0;32mOK
\e[0m 0.00
583 cic:/Coq/Relations/Newman/Newman/A.var
\e[0;32mOK
\e[0m 0.00
584 cic:/Coq/Reals/Rdefinitions/R.con
\e[0;32mOK
\e[0m 0.00
585 cic:/Coq/NArith/BinPos/positive.ind
\e[0;32mOK
\e[0m 0.00
586 cic:/Coq/Logic/ProofIrrelevance/Proof_irrelevance_CC/B.var
\e[0;32mOK
\e[0m 0.00
587 cic:/Coq/Logic/ProofIrrelevance/Proof_irrelevance_CC/or.var
\e[0;32mOK
\e[0m 0.00
588 cic:/Coq/Logic/JMeq/JMeq.ind
\e[0;32mOK
\e[0m 0.00
589 cic:/Coq/Logic/Hurkens/Paradox/B.var
\e[0;32mOK
\e[0m 0.00
590 cic:/Coq/Logic/Hurkens/Paradox/bool.var
\e[0;32mOK
\e[0m 0.00
591 cic:/Coq/Logic/Eqdep_dec/DecidableEqDep/A.var
\e[0;32mOK
\e[0m 0.00
592 cic:/Coq/Logic/Eqdep/Dependent_Equality/U.var
\e[0;32mOK
\e[0m 0.00
593 cic:/Coq/Logic/Classical_Pred_Type/Generic/U.var
\e[0;32mOK
\e[0m 0.00
594 cic:/Coq/Logic/Classical_Pred_Set/Generic/U.var
\e[0;32mOK
\e[0m 0.00
595 cic:/Coq/Logic/ClassicalFacts/BoolP.con
\e[0;32mOK
\e[0m 0.00
596 cic:/Coq/Logic/ClassicalFacts/boolP.ind
\e[0;32mOK
\e[0m 0.00
597 cic:/Coq/Logic/ClassicalFacts/inhabited.con
\e[0;32mOK
\e[0m 0.00
598 cic:/Coq/Logic/ClassicalFacts/Proof_irrelevance_gen/bool.var
\e[0;32mOK
\e[0m 0.00
599 cic:/Coq/Logic/Berardi/Berardis_paradox/Bool.var
\e[0;32mOK
\e[0m 0.00
600 cic:/Coq/Logic/Berardi/Berardis_paradox/Retracts/A.var
\e[0;32mOK
\e[0m 0.00
601 cic:/Coq/Logic/Berardi/Berardis_paradox/Retracts/B.var
\e[0;32mOK
\e[0m 0.00
602 cic:/Coq/Lists/TheoryList/Lists/A.var
\e[0;32mOK
\e[0m 0.00
603 cic:/Coq/Lists/TheoryList/Lists/Find_sec/B.var
\e[0;32mOK
\e[0m 0.00
604 cic:/Coq/Lists/TheoryList/Lists/Assoc_sec/B.var
\e[0;32mOK
\e[0m 0.00
605 cic:/Coq/Lists/Streams/Streams/A.var
\e[0;32mOK
\e[0m 0.00
606 cic:/Coq/Lists/Streams/Map/A.var
\e[0;32mOK
\e[0m 0.00
607 cic:/Coq/Lists/Streams/Map/B.var
\e[0;32mOK
\e[0m 0.00
608 cic:/Coq/Lists/Streams/Constant_Stream/A.var
\e[0;32mOK
\e[0m 0.00
609 cic:/Coq/Lists/MonoList/List_Dom.con
\e[0;32mOK
\e[0m 0.00
610 cic:/Coq/Lists/ListSet/other_definitions/A.var
\e[0;32mOK
\e[0m 0.00
611 cic:/Coq/Lists/ListSet/other_definitions/B.var
\e[0;32mOK
\e[0m 0.00
612 cic:/Coq/Lists/ListSet/first_definitions/A.var
\e[0;32mOK
\e[0m 0.00
613 cic:/Coq/Lists/List/Lists/A.var
\e[0;32mOK
\e[0m 0.01
614 cic:/Coq/Lists/List/Functions_on_lists/Map/A.var
\e[0;32mOK
\e[0m 0.00
615 cic:/Coq/Lists/List/Functions_on_lists/Map/B.var
\e[0;32mOK
\e[0m 0.00
616 cic:/Coq/Lists/List/Functions_on_lists/Fold_Right_Recursor/A.var
\e[0;32mOK
\e[0m 0.00
617 cic:/Coq/Lists/List/Functions_on_lists/Fold_Right_Recursor/B.var
\e[0;32mOK
\e[0m 0.00
618 cic:/Coq/Lists/List/Functions_on_lists/Fold_Left_Recursor/A.var
\e[0;32mOK
\e[0m 0.00
619 cic:/Coq/Lists/List/Functions_on_lists/Fold_Left_Recursor/B.var
\e[0;32mOK
\e[0m 0.00
620 cic:/Coq/IntMap/Mapsubset/MapSubsetOrder/A.var
\e[0;32mOK
\e[0m 0.00
621 cic:/Coq/IntMap/Mapsubset/MapSubsetOrder/B.var
\e[0;32mOK
\e[0m 0.00
622 cic:/Coq/IntMap/Mapsubset/MapSubsetOrder/C.var
\e[0;32mOK
\e[0m 0.00
623 cic:/Coq/IntMap/Mapsubset/MapSubsetExtra/A.var
\e[0;32mOK
\e[0m 0.00
624 cic:/Coq/IntMap/Mapsubset/MapSubsetExtra/B.var
\e[0;32mOK
\e[0m 0.00
625 cic:/Coq/IntMap/Mapsubset/MapSubsetExtra/C.var
\e[0;32mOK
\e[0m 0.00
626 cic:/Coq/IntMap/Mapsubset/MapSubsetExtra/D.var
\e[0;32mOK
\e[0m 0.00
627 cic:/Coq/IntMap/Mapsubset/MapSubsetDef/A.var
\e[0;32mOK
\e[0m 0.00
628 cic:/Coq/IntMap/Mapsubset/MapSubsetDef/B.var
\e[0;32mOK
\e[0m 0.00
629 cic:/Coq/IntMap/Mapsubset/MapDisjointExtra/A.var
\e[0;32mOK
\e[0m 0.00
630 cic:/Coq/IntMap/Mapsubset/MapDisjointExtra/B.var
\e[0;32mOK
\e[0m 0.00
631 cic:/Coq/IntMap/Mapsubset/MapDisjointExtra/C.var
\e[0;32mOK
\e[0m 0.00
632 cic:/Coq/IntMap/Mapsubset/MapDisjointExtra/D.var
\e[0;32mOK
\e[0m 0.00
633 cic:/Coq/IntMap/Mapsubset/MapDisjointDef/A.var
\e[0;32mOK
\e[0m 0.00
634 cic:/Coq/IntMap/Mapsubset/MapDisjointDef/B.var
\e[0;32mOK
\e[0m 0.00
635 cic:/Coq/IntMap/Maplists/MapLists/ListOfDomDef/A.var
\e[0;32mOK
\e[0m 0.00
636 cic:/Coq/IntMap/Mapiter/MapIter/A.var
\e[0;32mOK
\e[0m 0.00
637 cic:/Coq/IntMap/Mapiter/MapIter/B.var
\e[0;32mOK
\e[0m 0.00
638 cic:/Coq/IntMap/Mapiter/MapIter/MapFoldDef/M.var
\e[0;32mOK
\e[0m 0.00
639 cic:/Coq/IntMap/Mapiter/MapIter/MapFoldDef/State.var
\e[0;32mOK
\e[0m 0.00
640 cic:/Coq/IntMap/Mapfold/MapFoldResults/A.var
\e[0;32mOK
\e[0m 0.00
641 cic:/Coq/IntMap/Mapfold/MapFoldResults/M.var
\e[0;32mOK
\e[0m 0.00
642 cic:/Coq/IntMap/Mapfold/MapFoldExists/A.var
\e[0;32mOK
\e[0m 0.02
643 cic:/Coq/IntMap/Mapfold/MapFoldDistrL/A.var
\e[0;32mOK
\e[0m 0.00
644 cic:/Coq/IntMap/Mapfold/MapFoldDistrL/M'.var
\e[0;32mOK
\e[0m 0.00
645 cic:/Coq/IntMap/Mapfold/MapFoldDistrL/M.var
\e[0;32mOK
\e[0m 0.00
646 cic:/Coq/IntMap/Mapfold/MapFoldDistrL/N.var
\e[0;32mOK
\e[0m 0.00
647 cic:/Coq/IntMap/Mapfold/MapFoldDistr/A.var
\e[0;32mOK
\e[0m 0.00
648 cic:/Coq/IntMap/Mapfold/MapFoldDistr/M'.var
\e[0;32mOK
\e[0m 0.00
649 cic:/Coq/IntMap/Mapfold/MapFoldDistr/M.var
\e[0;32mOK
\e[0m 0.00
650 cic:/Coq/IntMap/Mapfold/MapFoldDistr/N.var
\e[0;32mOK
\e[0m 0.00
651 cic:/Coq/IntMap/Mapfold/DMergeDef/A.var
\e[0;32mOK
\e[0m 0.00
652 cic:/Coq/IntMap/Mapcard/MapCard3/A.var
\e[0;32mOK
\e[0m 0.00
653 cic:/Coq/IntMap/Mapcard/MapCard3/B.var
\e[0;32mOK
\e[0m 0.00
654 cic:/Coq/IntMap/Mapcard/MapCard2/A.var
\e[0;32mOK
\e[0m 0.00
655 cic:/Coq/IntMap/Mapcard/MapCard2/B.var
\e[0;32mOK
\e[0m 0.00
656 cic:/Coq/IntMap/Mapcard/MapCard/A.var
\e[0;32mOK
\e[0m 0.00
657 cic:/Coq/IntMap/Mapcard/MapCard/B.var
\e[0;32mOK
\e[0m 0.00
658 cic:/Coq/IntMap/Mapcanon/MapFoldCanon/A.var
\e[0;32mOK
\e[0m 0.00
659 cic:/Coq/IntMap/Mapcanon/MapFoldCanon/B.var
\e[0;32mOK
\e[0m 0.00
660 cic:/Coq/IntMap/Mapcanon/MapCanon/A.var
\e[0;32mOK
\e[0m 0.00
661 cic:/Coq/IntMap/Mapcanon/MapCanon/B.var
\e[0;32mOK
\e[0m 0.00
662 cic:/Coq/IntMap/Mapcanon/FSetCanon/A.var
\e[0;32mOK
\e[0m 0.00
663 cic:/Coq/IntMap/Mapc/MapC/A.var
\e[0;32mOK
\e[0m 0.01
664 cic:/Coq/IntMap/Mapc/MapC/B.var
\e[0;32mOK
\e[0m 0.00
665 cic:/Coq/IntMap/Mapc/MapC/C.var
\e[0;32mOK
\e[0m 0.00
666 cic:/Coq/IntMap/Mapaxioms/MapAxioms/A.var
\e[0;32mOK
\e[0m 0.00
667 cic:/Coq/IntMap/Mapaxioms/MapAxioms/B.var
\e[0;32mOK
\e[0m 0.00
668 cic:/Coq/IntMap/Mapaxioms/MapAxioms/C.var
\e[0;32mOK
\e[0m 0.00
669 cic:/Coq/IntMap/Map/MapDefs/A.var
\e[0;32mOK
\e[0m 0.00
670 cic:/Coq/IntMap/Lsort/LSort/A.var
\e[0;32mOK
\e[0m 0.00
671 cic:/Coq/IntMap/Fset/InDom/A.var
\e[0;32mOK
\e[0m 0.00
672 cic:/Coq/IntMap/Fset/InDom/B.var
\e[0;32mOK
\e[0m 0.00
673 cic:/Coq/IntMap/Fset/FSetDefs/A.var
\e[0;32mOK
\e[0m 0.00
674 cic:/Coq/IntMap/Fset/Dom/A.var
\e[0;32mOK
\e[0m 0.00
675 cic:/Coq/IntMap/Fset/Dom/B.var
\e[0;32mOK
\e[0m 0.00
676 cic:/Coq/IntMap/Adalloc/AdAlloc/A.var
\e[0;32mOK
\e[0m 0.00
677 cic:/Coq/Init/Wf/Well_founded_2/A.var
\e[0;32mOK
\e[0m 0.00
678 cic:/Coq/Init/Wf/Well_founded_2/B.var
\e[0;32mOK
\e[0m 0.00
679 cic:/Coq/Init/Wf/Well_founded/A.var
\e[0;32mOK
\e[0m 0.00
680 cic:/Coq/Init/Specif/sig.ind
\e[0;32mOK
\e[0m 0.00
681 cic:/Coq/Init/Specif/sig2.ind
\e[0;32mOK
\e[0m 0.00
682 cic:/Coq/Init/Specif/sigS.ind
\e[0;32mOK
\e[0m 0.00
683 cic:/Coq/Init/Specif/sigS2.ind
\e[0;32mOK
\e[0m 0.00
684 cic:/Coq/Init/Specif/sigT.ind
\e[0;32mOK
\e[0m 0.00
685 cic:/Coq/Init/Specif/sumbool.ind
\e[0;32mOK
\e[0m 0.00
686 cic:/Coq/Init/Specif/sumor.ind
\e[0;32mOK
\e[0m 0.00
687 cic:/Coq/Init/Specif/projections_sigT/A.var
\e[0;32mOK
\e[0m 0.00
688 cic:/Coq/Init/Specif/Subset_projections/A.var
\e[0;32mOK
\e[0m 0.00
689 cic:/Coq/Init/Specif/Projections/A.var
\e[0;32mOK
\e[0m 0.00
690 cic:/Coq/Init/Specif/Choice_lemmas/S'.var
\e[0;32mOK
\e[0m 0.02
691 cic:/Coq/Init/Specif/Choice_lemmas/S.var
\e[0;32mOK
\e[0m 0.00
692 cic:/Coq/Init/Logic_Type/prodT.ind
\e[0;32mOK
\e[0m 0.01
693 cic:/Coq/Init/Logic_Type/prodT_proj/A.var
\e[0;32mOK
\e[0m 0.00
694 cic:/Coq/Init/Logic_Type/prodT_proj/B.var
\e[0;32mOK
\e[0m 0.00
695 cic:/Coq/Init/Logic_Type/identity_is_a_congruence/A.var
\e[0;32mOK
\e[0m 0.00
696 cic:/Coq/Init/Logic_Type/identity_is_a_congruence/B.var
\e[0;32mOK
\e[0m 0.00
697 cic:/Coq/Init/Logic/False.ind
\e[0;32mOK
\e[0m 0.00
698 cic:/Coq/Init/Logic/True.ind
\e[0;32mOK
\e[0m 0.00
699 cic:/Coq/Init/Logic/all.con
\e[0;32mOK
\e[0m 0.00
700 cic:/Coq/Init/Logic/and.ind
\e[0;32mOK
\e[0m 0.00
701 cic:/Coq/Init/Logic/eq.ind
\e[0;32mOK
\e[0m 0.00
702 cic:/Coq/Init/Logic/ex.ind
\e[0;32mOK
\e[0m 0.01
703 cic:/Coq/Init/Logic/ex2.ind
\e[0;32mOK
\e[0m 0.00
704 cic:/Coq/Init/Logic/or.ind
\e[0;32mOK
\e[0m 0.00
705 cic:/Coq/Init/Logic/universal_quantification/A.var
\e[0;32mOK
\e[0m 0.00
706 cic:/Coq/Init/Logic/Logic_lemmas/equality/A.var
\e[0;32mOK
\e[0m 0.00
707 cic:/Coq/Init/Logic/Logic_lemmas/equality/B.var
\e[0;32mOK
\e[0m 0.00
708 cic:/Coq/Init/Logic/Conjunction/A.var
\e[0;32mOK
\e[0m 0.00
709 cic:/Coq/Init/Logic/Conjunction/B.var
\e[0;32mOK
\e[0m 0.00
710 cic:/Coq/Init/Datatypes/Empty_set.ind
\e[0;32mOK
\e[0m 0.00
711 cic:/Coq/Init/Datatypes/bool.ind
\e[0;32mOK
\e[0m 0.00
712 cic:/Coq/Init/Datatypes/comparison.ind
\e[0;32mOK
\e[0m 0.00
713 cic:/Coq/Init/Datatypes/identity.ind
\e[0;32mOK
\e[0m 0.00
714 cic:/Coq/Init/Datatypes/nat.ind
\e[0;32mOK
\e[0m 0.00
715 cic:/Coq/Init/Datatypes/option.ind
\e[0;32mOK
\e[0m 0.00
716 cic:/Coq/Init/Datatypes/prod.ind
\e[0;32mOK
\e[0m 0.00
717 cic:/Coq/Init/Datatypes/sum.ind
\e[0;32mOK
\e[0m 0.00
718 cic:/Coq/Init/Datatypes/unit.ind
\e[0;32mOK
\e[0m 0.00
719 cic:/Coq/Init/Datatypes/projections/A.var
\e[0;32mOK
\e[0m 0.00
720 cic:/Coq/Init/Datatypes/projections/B.var
\e[0;32mOK
\e[0m 0.00
721 cic:/Coq/Bool/Sumbool/connectives/A.var
\e[0;32mOK
\e[0m 0.00
722 cic:/Coq/Bool/Sumbool/connectives/B.var
\e[0;32mOK
\e[0m 0.00
723 cic:/Coq/Bool/Sumbool/connectives/C.var
\e[0;32mOK
\e[0m 0.00
724 cic:/Coq/Bool/Sumbool/connectives/D.var
\e[0;32mOK
\e[0m 0.00
725 cic:/Coq/Bool/Bvector/VECTORS/A.var
\e[0;32mOK
\e[0m 0.00
726 cic:/Coq/Bool/BoolEq/Bool_eq_dec/A.var
\e[0;32mOK
\e[0m 0.00
727 cic:/Coq/Arith/Wf_nat/Well_founded_Nat/A.var
\e[0;32mOK
\e[0m 0.00
728 cic:/Coq/Arith/Wf_nat/LT_WF_REL/A.var
\e[0;32mOK
\e[0m 0.00
729 cic:/CoRN/tactics/csetoid_rewrite/my_sigT.ind
\e[0;32mOK
\e[0m 0.00
730 cic:/CoRN/model/setoids/twoelemsetoid/M1.ind
\e[0;32mOK
\e[0m 0.00
731 cic:/CoRN/devel/loeb/IDA/Ch6/M1.ind
\e[0;32mOK
\e[0m 0.00
732 cic:/CoRN/devel/loeb/IDA/Ch6/Th11/I.var
\e[0;32mOK
\e[0m 0.00
733 cic:/CoRN/algebra/ListType/Map/A.var
\e[0;32mOK
\e[0m 0.00
734 cic:/CoRN/algebra/ListType/Map/B.var
\e[0;32mOK
\e[0m 0.00
735 cic:/CoRN/algebra/ListType/List/A.var
\e[0;32mOK
\e[0m 0.00
736 cic:/CoRN/algebra/CSetoids/Properties_of_relations/A.var
\e[0;32mOK
\e[0m 0.00
737 cic:/CoRN/algebra/CMonoids/Th11/I.var
\e[0;32mOK
\e[0m 0.00
738 cic:/CoRN/algebra/CLogic/CFalse.ind
\e[0;32mOK
\e[0m 0.00
739 cic:/CoRN/algebra/CLogic/CProp.con
\e[0;32mOK
\e[0m 0.00
740 cic:/CoRN/algebra/CLogic/CTrue.ind
\e[0;32mOK
\e[0m 0.00
741 cic:/CoRN/algebra/CLogic/toCProp.ind
\e[0;32mOK
\e[0m 0.00
742 cic:/CoRN/algebra/CLogic/TRelation_Definition/A.var
\e[0;32mOK
\e[0m 0.00
743 cic:/CoRN/algebra/CLogic/Misc/M.var
\e[0;32mOK
\e[0m 0.00
744 cic:/CoRN/algebra/CLogic/CRelation_Definition/A.var
\e[0;32mOK
\e[0m 0.00
745 cic:/CoRN/algebra/Basics/Well_foundedT/A.var
\e[0;32mOK
\e[0m 0.00
746 cic:/CoRN/algebra/Basics/InductionT/A.var
\e[0;32mOK
\e[0m 0.00
747 cic:/CoRN/algebra/Basics/IndT/A.var
\e[0;32mOK
\e[0m 0.00
748 cic:/CoRN/algebra/Basics/AccT/A.var
\e[0;32mOK
\e[0m 0.00
749 cic:/Cachan/SMC/myMap/my_MapFold/M.var
\e[0;32mOK
\e[0m 0.00
750 cic:/Cachan/SMC/myMap/My_Map/A.var
\e[0;32mOK
\e[0m 0.01
751 cic:/Cachan/SMC/myMap/My_Map/B.var
\e[0;32mOK
\e[0m 0.00
752 cic:/Cachan/SMC/mu/Nsec/Intervals/Sequence/A.var
\e[0;32mOK
\e[0m 0.00
753 cic:/BellLabs/lazyPCF/OpSem/syntax/ty.ind
\e[0;32mOK
\e[0m 0.00
754 cic:/Utrecht/Ramsey/Ramsey/inter.con
\e[0;32mOK
\e[0m 0.00
755 cic:/Utrecht/Ramsey/Ramsey/dimension_one/A.var
\e[0;32mOK
\e[0m 0.00
756 cic:/Utrecht/Ramsey/Ramsey/dimension_one/B.var
\e[0;32mOK
\e[0m 0.00
757 cic:/Utrecht/Ramsey/Ramsey/dimension_one/YA.var
\e[0;32mOK
\e[0m 0.00
758 cic:/Utrecht/Ramsey/Ramsey/dimension_one/YB.var
\e[0;32mOK
\e[0m 0.00
759 cic:/Utrecht/ABP/abp_proc/B.con
\e[0;32mOK
\e[0m 0.01
760 cic:/Utrecht/ABP/abp_proc/X'.con
\e[0;32mOK
\e[0m 0.00
761 cic:/Utrecht/ABP/abp_proc/X1'.con
\e[0;32mOK
\e[0m 0.00
762 cic:/Utrecht/ABP/abp_proc/X2'.con
\e[0;32mOK
\e[0m 0.00
763 cic:/Utrecht/ABP/abp_proc/Y'.con
\e[0;32mOK
\e[0m 0.00
764 cic:/Utrecht/ABP/abp_proc/Y1'.con
\e[0;32mOK
\e[0m 0.00
765 cic:/Utrecht/ABP/abp_proc/Y2'.con
\e[0;32mOK
\e[0m 0.00
766 cic:/Utrecht/ABP/abp_defs/K.con
\e[0;32mOK
\e[0m 0.00
767 cic:/Utrecht/ABP/abp_defs/L.con
\e[0;32mOK
\e[0m 0.00
768 cic:/Utrecht/ABP/abp_defs/R.con
\e[0;32mOK
\e[0m 0.00
769 cic:/Utrecht/ABP/abp_defs/Rn.con
\e[0;32mOK
\e[0m 0.00
770 cic:/Utrecht/ABP/abp_defs/S.con
\e[0;32mOK
\e[0m 0.00
771 cic:/Utrecht/ABP/abp_defs/Sn.con
\e[0;32mOK
\e[0m 0.00
772 cic:/Utrecht/ABP/abp_defs/Sn_d.con
\e[0;32mOK
\e[0m 0.00
773 cic:/Utrecht/ABP/abp_defs/Tn_d.con
\e[0;32mOK
\e[0m 0.00
774 cic:/Utrecht/ABP/abp_defs/Tuple.con
\e[0;32mOK
\e[0m 0.00
775 cic:/Utrecht/ABP/abp_defs/andb.con
\e[0;32mOK
\e[0m 0.00
776 cic:/Utrecht/ABP/abp_defs/e0.con
\e[0;32mOK
\e[0m 0.00
777 cic:/Utrecht/ABP/abp_defs/e1.con
\e[0;32mOK
\e[0m 0.00
778 cic:/Utrecht/ABP/abp_defs/eqD.con
\e[0;32mOK
\e[0m 0.00
779 cic:/Utrecht/ABP/abp_defs/eqF.con
\e[0;32mOK
\e[0m 0.00
780 cic:/Utrecht/ABP/abp_defs/eqb.con
\e[0;32mOK
\e[0m 0.00
781 cic:/Utrecht/ABP/abp_defs/eqf.con
\e[0;32mOK
\e[0m 0.00
782 cic:/Utrecht/ABP/abp_defs/ifD.con
\e[0;32mOK
\e[0m 0.00
783 cic:/Utrecht/ABP/abp_defs/ifF.con
\e[0;32mOK
\e[0m 0.00
784 cic:/Utrecht/ABP/abp_defs/iff.con
\e[0;32mOK
\e[0m 0.00
785 cic:/Utrecht/ABP/abp_defs/lce.con
\e[0;32mOK
\e[0m 0.00
786 cic:/Utrecht/ABP/abp_defs/notb.con
\e[0;32mOK
\e[0m 0.00
787 cic:/Utrecht/ABP/abp_defs/orb.con
\e[0;32mOK
\e[0m 0.00
788 cic:/Utrecht/ABP/abp_defs/sce.con
\e[0;32mOK
\e[0m 0.00
789 cic:/Utrecht/ABP/abp_defs/toggle.con
\e[0;32mOK
\e[0m 0.00
790 cic:/Utrecht/ABP/abp_defs/tuple.con
\e[0;32mOK
\e[0m 0.00
791 cic:/Utrecht/ABP/abp_defs/PROC/b.var
\e[0;32mOK
\e[0m 0.00
792 cic:/Utrecht/ABP/abp_defs/PROC/d.var
\e[0;32mOK
\e[0m 0.00
793 cic:/Utrecht/ABP/abp_defs/PROC/j.var
\e[0;32mOK
\e[0m 0.00
794 cic:/Utrecht/ABP/abp_defs/FRAME2/b.var
\e[0;32mOK
\e[0m 0.01
795 cic:/Utrecht/ABP/abp_defs/FRAME2/b1.var
\e[0;32mOK
\e[0m 0.00
796 cic:/Utrecht/ABP/abp_defs/FRAME2/b2.var
\e[0;32mOK
\e[0m 0.00
797 cic:/Utrecht/ABP/abp_defs/FRAME2/d.var
\e[0;32mOK
\e[0m 0.00
798 cic:/Utrecht/ABP/abp_defs/FRAME2/d1.var
\e[0;32mOK
\e[0m 0.00
799 cic:/Utrecht/ABP/abp_defs/FRAME2/d2.var
\e[0;32mOK
\e[0m 0.00
800 cic:/Utrecht/ABP/abp_defs/FRAME2/e'.var
\e[0;32mOK
\e[0m 0.00
801 cic:/Utrecht/ABP/abp_defs/FRAME2/e.var
\e[0;32mOK
\e[0m 0.00
802 cic:/Utrecht/ABP/abp_defs/FRAME1/b.var
\e[0;32mOK
\e[0m 0.00
803 cic:/Utrecht/ABP/abp_defs/FRAME1/b1.var
\e[0;32mOK
\e[0m 0.00
804 cic:/Utrecht/ABP/abp_defs/FRAME1/b2.var
\e[0;32mOK
\e[0m 0.01
805 cic:/Utrecht/ABP/abp_defs/FRAME1/d.var
\e[0;32mOK
\e[0m 0.00
806 cic:/Utrecht/ABP/abp_defs/FRAME1/e.var
\e[0;32mOK
\e[0m 0.00
807 cic:/Utrecht/ABP/abp_defs/DATA/d.var
\e[0;32mOK
\e[0m 0.01
808 cic:/Utrecht/ABP/abp_defs/DATA/e.var
\e[0;32mOK
\e[0m 0.00
809 cic:/Utrecht/ABP/abp_defs/BOOL/b.var
\e[0;32mOK
\e[0m 0.00
810 cic:/Utrecht/ABP/abp_defs/BIT/b.var
\e[0;32mOK
\e[0m 0.00
811 cic:/Utrecht/ABP/abp_base/EQ_refl.con
\e[0;32mOK
\e[0m 0.00
812 cic:/Utrecht/ABP/abp_base/EQ_sym.con
\e[0;32mOK
\e[0m 0.00
813 cic:/Utrecht/ABP/abp_base/EXTE.con
\e[0;32mOK
\e[0m 0.00
814 cic:/Utrecht/ABP/abp_base/GRD.con
\e[0;32mOK
\e[0m 0.00
815 cic:/Utrecht/ABP/abp_base/In_list.con
\e[0;32mOK
\e[0m 0.00
816 cic:/Utrecht/ABP/abp_base/Lmer.con
\e[0;32mOK
\e[0m 0.00
817 cic:/Utrecht/ABP/abp_base/act_rect.con
\e[0;32mOK
\e[0m 0.01
818 cic:/Utrecht/ABP/abp_base/alt.con
\e[0;32mOK
\e[0m 0.00
819 cic:/Utrecht/ABP/abp_base/comm.con
\e[0;32mOK
\e[0m 0.00
820 cic:/Utrecht/ABP/abp_base/cond.con
\e[0;32mOK
\e[0m 0.00
821 cic:/Utrecht/ABP/abp_base/ehlist.ind
\e[0;32mOK
\e[0m 0.00
822 cic:/Utrecht/ABP/abp_base/gamma.con
\e[0;32mOK
\e[0m 0.01
823 cic:/Utrecht/ABP/abp_base/ia.con
\e[0;32mOK
\e[0m 0.00
824 cic:/Utrecht/ABP/abp_base/list_rect.con
\e[0;32mOK
\e[0m 0.00
825 cic:/Utrecht/ABP/abp_base/mer.con
\e[0;32mOK
\e[0m 0.00
826 cic:/Utrecht/ABP/abp_base/one_rect.con
\e[0;32mOK
\e[0m 0.00
827 cic:/Utrecht/ABP/abp_base/seq.con
\e[0;32mOK
\e[0m 0.00
828 cic:/Utrecht/ABP/abp_base/sum.con
\e[0;32mOK
\e[0m 0.00
829 cic:/Utrecht/ABP/abp_base/SUM/d.var
\e[0;32mOK
\e[0m 0.00
830 cic:/Utrecht/ABP/abp_base/SUM/p.var
\e[0;32mOK
\e[0m 0.00
831 cic:/Utrecht/ABP/abp_base/SUM/x.var
\e[0;32mOK
\e[0m 0.00
832 cic:/Utrecht/ABP/abp_base/SUM/y.var
\e[0;32mOK
\e[0m 0.00
833 cic:/Utrecht/ABP/abp_base/STANDARD_CONCURRENCY/x.var
\e[0;32mOK
\e[0m 0.00
834 cic:/Utrecht/ABP/abp_base/STANDARD_CONCURRENCY/y.var
\e[0;32mOK
\e[0m 0.00
835 cic:/Utrecht/ABP/abp_base/STANDARD_CONCURRENCY/z.var
\e[0;32mOK
\e[0m 0.00
836 cic:/Utrecht/ABP/abp_base/PARALLEL_OPERATORS/a.var
\e[0;32mOK
\e[0m 0.00
837 cic:/Utrecht/ABP/abp_base/PARALLEL_OPERATORS/b.var
\e[0;32mOK
\e[0m 0.00
838 cic:/Utrecht/ABP/abp_base/PARALLEL_OPERATORS/e.var
\e[0;32mOK
\e[0m 0.00
839 cic:/Utrecht/ABP/abp_base/PARALLEL_OPERATORS/f.var
\e[0;32mOK
\e[0m 0.00
840 cic:/Utrecht/ABP/abp_base/PARALLEL_OPERATORS/x.var
\e[0;32mOK
\e[0m 0.00
841 cic:/Utrecht/ABP/abp_base/PARALLEL_OPERATORS/y.var
\e[0;32mOK
\e[0m 0.00
842 cic:/Utrecht/ABP/abp_base/PARALLEL_OPERATORS/z.var
\e[0;32mOK
\e[0m 0.00
843 cic:/Utrecht/ABP/abp_base/HIDE/a.var
\e[0;32mOK
\e[0m 0.00
844 cic:/Utrecht/ABP/abp_base/HIDE/e.var
\e[0;32mOK
\e[0m 0.00
845 cic:/Utrecht/ABP/abp_base/HIDE/x.var
\e[0;32mOK
\e[0m 0.00
846 cic:/Utrecht/ABP/abp_base/HIDE/y.var
\e[0;32mOK
\e[0m 0.00
847 cic:/Utrecht/ABP/abp_base/GUARDED/B.var
\e[0;32mOK
\e[0m 0.00
848 cic:/Utrecht/ABP/abp_base/GUARDED/a.var
\e[0;32mOK
\e[0m 0.00
849 cic:/Utrecht/ABP/abp_base/GUARDED/d.var
\e[0;32mOK
\e[0m 0.00
850 cic:/Utrecht/ABP/abp_base/GUARDED/x.var
\e[0;32mOK
\e[0m 0.00
851 cic:/Utrecht/ABP/abp_base/GUARDED/y.var
\e[0;32mOK
\e[0m 0.00
852 cic:/Utrecht/ABP/abp_base/GUARDED/z.var
\e[0;32mOK
\e[0m 0.00
853 cic:/Utrecht/ABP/abp_base/EXPH4_/u.var
\e[0;32mOK
\e[0m 0.00
854 cic:/Utrecht/ABP/abp_base/EXPH4_/x.var
\e[0;32mOK
\e[0m 0.00
855 cic:/Utrecht/ABP/abp_base/EXPH4_/y.var
\e[0;32mOK
\e[0m 0.00
856 cic:/Utrecht/ABP/abp_base/EXPH4_/z.var
\e[0;32mOK
\e[0m 0.00
857 cic:/Utrecht/ABP/abp_base/EXP3_/x.var
\e[0;32mOK
\e[0m 0.00
858 cic:/Utrecht/ABP/abp_base/EXP3_/y.var
\e[0;32mOK
\e[0m 0.00
859 cic:/Utrecht/ABP/abp_base/EXP3_/z.var
\e[0;32mOK
\e[0m 0.00
860 cic:/Utrecht/ABP/abp_base/EXP2_/x.var
\e[0;32mOK
\e[0m 0.00
861 cic:/Utrecht/ABP/abp_base/EXP2_/y.var
\e[0;32mOK
\e[0m 0.00
862 cic:/Utrecht/ABP/abp_base/ENCAPSULATION/a.var
\e[0;32mOK
\e[0m 0.00
863 cic:/Utrecht/ABP/abp_base/ENCAPSULATION/e.var
\e[0;32mOK
\e[0m 0.00
864 cic:/Utrecht/ABP/abp_base/ENCAPSULATION/x.var
\e[0;32mOK
\e[0m 0.00
865 cic:/Utrecht/ABP/abp_base/ENCAPSULATION/y.var
\e[0;32mOK
\e[0m 0.00
866 cic:/Utrecht/ABP/abp_base/CONDITION/x.var
\e[0;32mOK
\e[0m 0.00
867 cic:/Utrecht/ABP/abp_base/CONDITION/y.var
\e[0;32mOK
\e[0m 0.00
868 cic:/Utrecht/ABP/abp_base/COMMUNICATION_F/a.var
\e[0;32mOK
\e[0m 0.00
869 cic:/Utrecht/ABP/abp_base/COMMUNICATION_F/b.var
\e[0;32mOK
\e[0m 0.00
870 cic:/Utrecht/ABP/abp_base/COMMUNICATION_F/e.var
\e[0;32mOK
\e[0m 0.00
871 cic:/Utrecht/ABP/abp_base/COMMUNICATION_F/e1.var
\e[0;32mOK
\e[0m 0.00
872 cic:/Utrecht/ABP/abp_base/COMMUNICATION_F/e2.var
\e[0;32mOK
\e[0m 0.00
873 cic:/Utrecht/ABP/abp_base/COMMUNICATION_F/f.var
\e[0;32mOK
\e[0m 0.00
874 cic:/Utrecht/ABP/abp_base/BPA/x.var
\e[0;32mOK
\e[0m 0.00
875 cic:/Utrecht/ABP/abp_base/BPA/y.var
\e[0;32mOK
\e[0m 0.00
876 cic:/Utrecht/ABP/abp_base/BPA/z.var
\e[0;32mOK
\e[0m 0.00
877 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Stream.ind
\e[0;32mOK
\e[0m 0.00
878 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Others/a.var
\e[0;32mOK
\e[0m 0.00
879 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Map/f.var
\e[0;32mOK
\e[0m 0.00
880 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Map/g.var
\e[0;32mOK
\e[0m 0.00
881 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Relationship_Pointwise/R1.var
\e[0;32mOK
\e[0m 0.00
882 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Relationship_Pointwise/R2.var
\e[0;32mOK
\e[0m 0.00
883 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Relationship_Pointwise/R3.var
\e[0;32mOK
\e[0m 0.00
884 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Function_Pointwise/f.var
\e[0;32mOK
\e[0m 0.00
885 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Function_Pointwise/g.var
\e[0;32mOK
\e[0m 0.00
886 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Function_Pointwise/h.var
\e[0;32mOK
\e[0m 0.00
887 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Dependent_Relationship_Pointwise/R.var
\e[0;32mOK
\e[0m 0.00
888 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Simple_Declaration_Environment/Well_Formed/P.var
\e[0;32mOK
\e[0m 0.00
889 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Simple_Declaration_Environment/Sdecl_Filter/p.var
\e[0;32mOK
\e[0m 0.00
890 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Iteration_On_Simple_Blocks_Of_Declarations/f.var
\e[0;32mOK
\e[0m 0.00
891 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Iteration_On_Simple_Blocks_Of_Declarations/g.var
\e[0;32mOK
\e[0m 0.00
892 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Iteration_On_Simple_Blocks_Of_Declarations/h11.var
\e[0;32mOK
\e[0m 0.00
893 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Iteration_On_Simple_Blocks_Of_Declarations/h12.var
\e[0;32mOK
\e[0m 0.00
894 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Iteration_On_Simple_Blocks_Of_Declarations/h22.var
\e[0;32mOK
\e[0m 0.00
895 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Generic_Predicates/P1.var
\e[0;32mOK
\e[0m 0.00
896 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Generic_Predicates/P2.var
\e[0;32mOK
\e[0m 0.00
897 cic:/Suresnes/MiniC/Utilitaires/MLImport/option.ind
\e[0;32mOK
\e[0m 0.00
898 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Tabulate/n.var
\e[0;32mOK
\e[0m 0.00
899 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Tabulate/new.var
\e[0;32mOK
\e[0m 0.00
900 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Search/exception.var
\e[0;32mOK
\e[0m 0.00
901 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map_with_Index/baseIndex.var
\e[0;32mOK
\e[0m 0.00
902 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map_with_Index/f.var
\e[0;32mOK
\e[0m 0.00
903 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map_with_Index/newIndex.var
\e[0;32mOK
\e[0m 0.00
904 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map3/f.var
\e[0;32mOK
\e[0m 0.00
905 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map2/f.var
\e[0;32mOK
\e[0m 0.00
906 cic:/Suresnes/MiniC/Utilitaires/ListDefs/List_Equality/f.var
\e[0;32mOK
\e[0m 0.00
907 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Iter/f.var
\e[0;32mOK
\e[0m 0.00
908 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll_Properties/P.var
\e[0;32mOK
\e[0m 0.00
909 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll_Properties/R.var
\e[0;32mOK
\e[0m 0.00
910 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll_Properties/T.var
\e[0;32mOK
\e[0m 0.00
911 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll_Properties/V.var
\e[0;32mOK
\e[0m 0.00
912 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Fold_Right_i_Recursor/a0.var
\e[0;32mOK
\e[0m 0.00
913 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Filter/P.var
\e[0;32mOK
\e[0m 0.00
914 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Filter/p.var
\e[0;32mOK
\e[0m 0.00
915 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Exists_Properties/P.var
\e[0;32mOK
\e[0m 0.00
916 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Decide_ForAll_And_Exists_Properties/P.var
\e[0;32mOK
\e[0m 0.00
917 cic:/Suresnes/MiniC/Utilitaires/Exceptions/excDecomp.con
\e[0;32mOK
\e[0m 0.00
918 cic:/Suresnes/MiniC/Utilitaires/Exceptions/excRaise.con
\e[0;32mOK
\e[0m 0.00
919 cic:/Suresnes/MiniC/Utilitaires/Exceptions/excValue.con
\e[0;32mOK
\e[0m 0.00
920 cic:/Suresnes/MiniC/Utilitaires/Exceptions/exc_rect.con
\e[0;32mOK
\e[0m 0.01
921 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_addShdw.con
\e[0;32mOK
\e[0m 0.00
922 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_empty.con
\e[0;32mOK
\e[0m 0.00
923 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_filter.con
\e[0;32mOK
\e[0m 0.00
924 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_result.con
\e[0;32mOK
\e[0m 0.00
925 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_rmv.con
\e[0;32mOK
\e[0m 0.00
926 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_union.con
\e[0;32mOK
\e[0m 0.00
927 cic:/Suresnes/MiniC/Utilitaires/Dictionary/Dictionary_Iteration/dico11.var
\e[0;32mOK
\e[0m 0.00
928 cic:/Suresnes/MiniC/Utilitaires/Dictionary/Dictionary_Iteration/dico12.var
\e[0;32mOK
\e[0m 0.00
929 cic:/Suresnes/MiniC/Utilitaires/Dictionary/Dictionary_Iteration/dico22.var
\e[0;32mOK
\e[0m 0.00
930 cic:/Suresnes/MiniC/Utilitaires/Dictionary/Dictionary_Iteration/f.var
\e[0;32mOK
\e[0m 0.00
931 cic:/Suresnes/MiniC/Utilitaires/Dictionary/Dictionary_Iteration/g.var
\e[0;32mOK
\e[0m 0.00
932 cic:/Suresnes/MiniC/Utilitaires/Dictionary/Dictionary_Iteration/h1.var
\e[0;32mOK
\e[0m 0.00
933 cic:/Suresnes/MiniC/Utilitaires/Dictionary/Dictionary_Iteration/h2.var
\e[0;32mOK
\e[0m 0.00
934 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/Iteration_On_Blocks_Of_Declarations/f.var
\e[0;32mOK
\e[0m 0.00
935 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/Iteration_On_Blocks_Of_Declarations/h.var
\e[0;32mOK
\e[0m 0.00
936 cic:/Suresnes/MiniC/MiniC/State/Retreive_Structured_Values_From_Memory/memo.var
\e[0;32mOK
\e[0m 0.01
937 cic:/Suresnes/MiniC/MiniC/Memory/memo_new.con
\e[0;32mOK
\e[0m 0.00
938 cic:/Suresnes/MiniC/MiniC/Memory/Copy_Block/memo.var
\e[0;32mOK
\e[0m 0.00
939 cic:/Suresnes/MiniC/MiniC/Memory/Compare_Block/memo.var
\e[0;32mOK
\e[0m 0.00
940 cic:/Suresnes/MiniC/MiniC/CSemantics/Memory_Allocation/Denotation_Of_Expressions_And_Statements/Denotation_Of_Assignable_Expressions/Sum_Size/x.var
\e[0;32mOK
\e[0m 0.00
941 cic:/Suresnes/MiniC/MiniC/CSemantics/I_Iteration_Recursor/a.var
\e[0;32mOK
\e[0m 0.00
942 cic:/Suresnes/MiniC/MiniC/CSemantics/I_Iteration_Recursor/f.var
\e[0;32mOK
\e[0m 0.00
943 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_predefType_rect.con
\e[0;32mOK
\e[0m 0.00
944 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_unOp.ind
\e[0;32mOK
\e[0m 0.00
945 cic:/Suresnes/MiniC/MiniC/BasicTypes/atoi.con
\e[0;32mOK
\e[0m 0.00
946 cic:/Suresnes/MiniC/MiniC/BasicTypes/baseAddress.con
\e[0;32mOK
\e[0m 0.00
947 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_boolVal.con
\e[0;32mOK
\e[0m 0.00
948 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intDiv.con
\e[0;32mOK
\e[0m 0.00
949 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intMinus.con
\e[0;32mOK
\e[0m 0.00
950 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intMns.con
\e[0;32mOK
\e[0m 0.00
951 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intMod.con
\e[0;32mOK
\e[0m 0.00
952 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intMult.con
\e[0;32mOK
\e[0m 0.00
953 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intOfReal.con
\e[0;32mOK
\e[0m 0.00
954 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intPlus.con
\e[0;32mOK
\e[0m 0.00
955 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intPow.con
\e[0;32mOK
\e[0m 0.00
956 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intSucc.con
\e[0;32mOK
\e[0m 0.00
957 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intZero.con
\e[0;32mOK
\e[0m 0.00
958 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_natVal.con
\e[0;32mOK
\e[0m 0.00
959 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_realDiv.con
\e[0;32mOK
\e[0m 0.00
960 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_realMinus.con
\e[0;32mOK
\e[0m 0.00
961 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_realMns.con
\e[0;32mOK
\e[0m 0.00
962 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_realMult.con
\e[0;32mOK
\e[0m 0.00
963 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_realOfInt.con
\e[0;32mOK
\e[0m 0.00
964 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_realPlus.con
\e[0;32mOK
\e[0m 0.00
965 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_realPow.con
\e[0;32mOK
\e[0m 0.00
966 cic:/Suresnes/MiniC/MiniC/BasicTypes/itoa.con
\e[0;32mOK
\e[0m 0.00
967 cic:/Suresnes/MiniC/MiniC/BasicTypes/newAddress.con
\e[0;32mOK
\e[0m 0.00
968 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Case_recursion/i.var
\e[0;32mOK
\e[0m 0.00
969 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Sons_to_Node/i.var
\e[0;32mOK
\e[0m 0.00
970 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Node_to_Sons/i.var
\e[0;32mOK
\e[0m 0.01
971 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/Impl_Sons/i.var
\e[0;32mOK
\e[0m 0.00
972 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/Impl_Node/i.var
\e[0;32mOK
\e[0m 0.01
973 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/i1.var
\e[0;32mOK
\e[0m 0.00
974 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/i2.var
\e[0;32mOK
\e[0m 0.00
975 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Case3_rect.con
\e[0;32mOK
\e[0m 0.01
976 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Assign.con
\e[0;32mOK
\e[0m 0.00
977 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/BDT.ind
\e[0;32mOK
\e[0m 0.00
978 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Decrease_induction1/i1.var
\e[0;32mOK
\e[0m 0.00
979 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Decrease_induction1/i2.var
\e[0;32mOK
\e[0m 0.00
980 cic:/Suresnes/BDD/canonicite/Vars/Intervals/n.var
\e[0;32mOK
\e[0m 0.00
981 cic:/Suresnes/BDD/canonicite/Order/VR/R.var
\e[0;32mOK
\e[0m 0.00
982 cic:/Suresnes/BDD/canonicite/Order/VR/V_eq.var
\e[0;32mOK
\e[0m 0.00
983 cic:/Suresnes/BDD/canonicite/Finite_sets/set.con
\e[0;32mOK
\e[0m 0.00
984 cic:/Suresnes/BDD/canonicite/Finite_sets/sets/R.var
\e[0;32mOK
\e[0m 0.00
985 cic:/Suresnes/BDD/canonicite/Finite_sets/sets/V_eq.var
\e[0;32mOK
\e[0m 0.00
986 cic:/Suresnes/BDD/canonicite/Finite_sets/sets/Add/x.var
\e[0;32mOK
\e[0m 0.00
987 cic:/Suresnes/BDD/canonicite/Finite_sets/sets/Add/y.var
\e[0;32mOK
\e[0m 0.00
988 cic:/Suresnes/BDD/canonicite/Canonicity_BDT/n.con
\e[0;32mOK
\e[0m 0.01
989 cic:/Sophia-Antipolis/param_pi/processus/act.ind
\e[0;32mOK
\e[0m 0.00
990 cic:/Sophia-Antipolis/param_pi/processus/capa_rect.con
\e[0;32mOK
\e[0m 0.00
991 cic:/Sophia-Antipolis/param_pi/processus/capst.ind
\e[0;32mOK
\e[0m 0.00
992 cic:/Sophia-Antipolis/param_pi/processus/env.con
\e[0;32mOK
\e[0m 0.00
993 cic:/Sophia-Antipolis/param_pi/processus/getcap.con
\e[0;32mOK
\e[0m 0.00
994 cic:/Sophia-Antipolis/param_pi/processus/getobj.con
\e[0;32mOK
\e[0m 0.00
995 cic:/Sophia-Antipolis/param_pi/processus/name.ind
\e[0;32mOK
\e[0m 0.00
996 cic:/Sophia-Antipolis/param_pi/processus/typest.con
\e[0;32mOK
\e[0m 0.00
997 cic:/Sophia-Antipolis/geometry/trigo/Cos.con
\e[0;32mOK
\e[0m 0.00
998 cic:/Sophia-Antipolis/geometry/trigo/Sin.con
\e[0;32mOK
\e[0m 0.00
999 cic:/Sophia-Antipolis/geometry/trigo/cos.con
\e[0;32mOK
\e[0m 0.00
1000 cic:/Sophia-Antipolis/geometry/trigo/sin.con
\e[0;32mOK
\e[0m 0.00
1001 cic:/Sophia-Antipolis/geometry/similitudes_directes/similitude.con
\e[0;32mOK
\e[0m 0.01
1002 cic:/Sophia-Antipolis/geometry/rotation_plane/rotation.con
\e[0;32mOK
\e[0m 0.00
1003 cic:/Sophia-Antipolis/geometry/representant_unitaire/representant_unitaire.con
\e[0;32mOK
\e[0m 0.01
1004 cic:/Sophia-Antipolis/geometry/repere_plan/abscisse.con
\e[0;32mOK
\e[0m 0.01
1005 cic:/Sophia-Antipolis/geometry/repere_plan/absvec.con
\e[0;32mOK
\e[0m 0.00
1006 cic:/Sophia-Antipolis/geometry/repere_plan/ordonnee.con
\e[0;32mOK
\e[0m 0.00
1007 cic:/Sophia-Antipolis/geometry/repere_plan/ordvec.con
\e[0;32mOK
\e[0m 0.00
1008 cic:/Sophia-Antipolis/geometry/reflexion_plane/reflexion.con
\e[0;32mOK
\e[0m 0.00
1009 cic:/Sophia-Antipolis/geometry/projection_orthogonale/projete_orthogonal.con
\e[0;32mOK
\e[0m 0.00
1010 cic:/Sophia-Antipolis/geometry/produit_scalaire/scalaire.con
\e[0;32mOK
\e[0m 0.01
1011 cic:/Sophia-Antipolis/geometry/parallelisme_concours/concours.con
\e[0;32mOK
\e[0m 0.00
1012 cic:/Sophia-Antipolis/geometry/parallelisme_concours/droite.con
\e[0;32mOK
\e[0m 0.00
1013 cic:/Sophia-Antipolis/geometry/parallelisme_concours/paralleles.con
\e[0;32mOK
\e[0m 0.00
1014 cic:/Sophia-Antipolis/geometry/parallelisme_concours/pt_intersection.con
\e[0;32mOK
\e[0m 0.00
1015 cic:/Sophia-Antipolis/geometry/orthogonalite_espace/orthogonales.con
\e[0;32mOK
\e[0m 0.00
1016 cic:/Sophia-Antipolis/geometry/orthogonalite_espace/orthogonaux.con
\e[0;32mOK
\e[0m 0.00
1017 cic:/Sophia-Antipolis/geometry/orthogonalite_espace/perpendiculaires.con
\e[0;32mOK
\e[0m 0.00
1018 cic:/Sophia-Antipolis/geometry/orthogonalite/orthogonal.con
\e[0;32mOK
\e[0m 0.00
1019 cic:/Sophia-Antipolis/geometry/orthocentre/orthocentre.con
\e[0;32mOK
\e[0m 0.00
1020 cic:/Sophia-Antipolis/geometry/operations_complexes/Cdiv.con
\e[0;32mOK
\e[0m 0.00
1021 cic:/Sophia-Antipolis/geometry/operations_complexes/Cinv.con
\e[0;32mOK
\e[0m 0.00
1022 cic:/Sophia-Antipolis/geometry/operations_complexes/Cmult.con
\e[0;32mOK
\e[0m 0.00
1023 cic:/Sophia-Antipolis/geometry/operations_complexes/Copp.con
\e[0;32mOK
\e[0m 0.00
1024 cic:/Sophia-Antipolis/geometry/operations_complexes/Cplus.con
\e[0;32mOK
\e[0m 0.00
1025 cic:/Sophia-Antipolis/geometry/mesure_algebrique/mes_alg.con
\e[0;32mOK
\e[0m 0.00
1026 cic:/Sophia-Antipolis/geometry/formes_complexes/argument.con
\e[0;32mOK
\e[0m 0.00
1027 cic:/Sophia-Antipolis/geometry/formes_complexes/cons_pol.con
\e[0;32mOK
\e[0m 0.00
1028 cic:/Sophia-Antipolis/geometry/formes_complexes/module.con
\e[0;32mOK
\e[0m 0.00
1029 cic:/Sophia-Antipolis/geometry/formes_complexes/partie_imaginaire.con
\e[0;32mOK
\e[0m 0.00
1030 cic:/Sophia-Antipolis/geometry/formes_complexes/partie_reelle.con
\e[0;32mOK
\e[0m 0.00
1031 cic:/Sophia-Antipolis/geometry/euclidien_classiques/distance_droite.con
\e[0;32mOK
\e[0m 0.00
1032 cic:/Sophia-Antipolis/geometry/equations_droites/vec_directeur.con
\e[0;32mOK
\e[0m 0.00
1033 cic:/Sophia-Antipolis/geometry/equations_droites/vec_normal.con
\e[0;32mOK
\e[0m 0.00
1034 cic:/Sophia-Antipolis/geometry/determinant/I.con
\e[0;32mOK
\e[0m 0.00
1035 cic:/Sophia-Antipolis/geometry/determinant/J.con
\e[0;32mOK
\e[0m 0.00
1036 cic:/Sophia-Antipolis/geometry/determinant/O.con
\e[0;32mOK
\e[0m 0.00
1037 cic:/Sophia-Antipolis/geometry/determinant/det.con
\e[0;32mOK
\e[0m 0.00
1038 cic:/Sophia-Antipolis/geometry/complexes_transformations/a.con
\e[0;32mOK
\e[0m 0.01
1039 cic:/Sophia-Antipolis/geometry/complexes_transformations/b.con
\e[0;32mOK
\e[0m 0.00
1040 cic:/Sophia-Antipolis/geometry/complexes_transformations/f.con
\e[0;32mOK
\e[0m 0.00
1041 cic:/Sophia-Antipolis/geometry/complexes_transformations/g.con
\e[0;32mOK
\e[0m 0.00
1042 cic:/Sophia-Antipolis/geometry/complexes_transformations/transforme.con
\e[0;32mOK
\e[0m 0.00
1043 cic:/Sophia-Antipolis/geometry/complexes_conjugaison/Conj.con
\e[0;32mOK
\e[0m 0.00
1044 cic:/Sophia-Antipolis/geometry/complexes/I.con
\e[0;32mOK
\e[0m 0.00
1045 cic:/Sophia-Antipolis/geometry/complexes/J.con
\e[0;32mOK
\e[0m 0.00
1046 cic:/Sophia-Antipolis/geometry/complexes/O.con
\e[0;32mOK
\e[0m 0.00
1047 cic:/Sophia-Antipolis/geometry/complexes/affixe.con
\e[0;32mOK
\e[0m 0.00
1048 cic:/Sophia-Antipolis/geometry/complexes/affixe_vec.con
\e[0;32mOK
\e[0m 0.00
1049 cic:/Sophia-Antipolis/geometry/complexes/cons_cart.con
\e[0;32mOK
\e[0m 0.00
1050 cic:/Sophia-Antipolis/geometry/complexes/image.con
\e[0;32mOK
\e[0m 0.00
1051 cic:/Sophia-Antipolis/geometry/complexes/image_vec.con
\e[0;32mOK
\e[0m 0.00
1052 cic:/Sophia-Antipolis/geometry/barycentre/barycentre.con
\e[0;32mOK
\e[0m 0.00
1053 cic:/Sophia-Antipolis/geometry/angles_vecteurs/AV0.con
\e[0;32mOK
\e[0m 0.00
1054 cic:/Sophia-Antipolis/geometry/angles_vecteurs/cons_AV.con
\e[0;32mOK
\e[0m 0.00
1055 cic:/Sophia-Antipolis/geometry/angles_vecteurs/image_angle.con
\e[0;32mOK
\e[0m 0.00
1056 cic:/Sophia-Antipolis/geometry/angles_vecteurs/opp.con
\e[0;32mOK
\e[0m 0.00
1057 cic:/Sophia-Antipolis/geometry/angles_vecteurs/pisurdeux.con
\e[0;32mOK
\e[0m 0.00
1058 cic:/Sophia-Antipolis/geometry/angles_vecteurs/plus.con
\e[0;32mOK
\e[0m 0.00
1059 cic:/Sophia-Antipolis/geometry/angles_droites/cons_AD.con
\e[0;32mOK
\e[0m 0.00
1060 cic:/Sophia-Antipolis/geometry/aire_signee/aire.con
\e[0;32mOK
\e[0m 0.00
1061 cic:/Sophia-Antipolis/geometry/Plans_paralleles/para_plan_plan.con
\e[0;32mOK
\e[0m 0.00
1062 cic:/Sophia-Antipolis/geometry/Plan_espace/confondus.con
\e[0;32mOK
\e[0m 0.00
1063 cic:/Sophia-Antipolis/geometry/Plan_espace/disjoints.con
\e[0;32mOK
\e[0m 0.00
1064 cic:/Sophia-Antipolis/geometry/Plan_espace/secants.con
\e[0;32mOK
\e[0m 0.00
1065 cic:/Sophia-Antipolis/geometry/Field_affine/add_PP.con
\e[0;32mOK
\e[0m 0.00
1066 cic:/Sophia-Antipolis/geometry/Field_affine/cons.con
\e[0;32mOK
\e[0m 0.00
1067 cic:/Sophia-Antipolis/geometry/Field_affine/fPO.con
\e[0;32mOK
\e[0m 0.00
1068 cic:/Sophia-Antipolis/geometry/Field_affine/fPP.con
\e[0;32mOK
\e[0m 0.00
1069 cic:/Sophia-Antipolis/geometry/Field_affine/fR.con
\e[0;32mOK
\e[0m 0.00
1070 cic:/Sophia-Antipolis/geometry/Field_affine/invAM.con
\e[0;32mOK
\e[0m 0.00
1071 cic:/Sophia-Antipolis/geometry/Field_affine/multAM.con
\e[0;32mOK
\e[0m 0.00
1072 cic:/Sophia-Antipolis/geometry/Field_affine/mult_PP.con
\e[0;32mOK
\e[0m 0.00
1073 cic:/Sophia-Antipolis/geometry/Field_affine/oppAM.con
\e[0;32mOK
\e[0m 0.00
1074 cic:/Sophia-Antipolis/geometry/Field_affine/plusAM.con
\e[0;32mOK
\e[0m 0.00
1075 cic:/Sophia-Antipolis/geometry/Field_affine/unAM.con
\e[0;32mOK
\e[0m 0.00
1076 cic:/Sophia-Antipolis/geometry/Field_affine/zero.con
\e[0;32mOK
\e[0m 0.00
1077 cic:/Sophia-Antipolis/geometry/Field_affine/zeroAM.con
\e[0;32mOK
\e[0m 0.00
1078 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/contact.con
\e[0;32mOK
\e[0m 0.00
1079 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/incluse.con
\e[0;32mOK
\e[0m 0.00
1080 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/para_plan_dr.con
\e[0;32mOK
\e[0m 0.00
1081 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/plan.con
\e[0;32mOK
\e[0m 0.00
1082 cic:/Sophia-Antipolis/Rsa/Rsa/RSAI/d.var
\e[0;32mOK
\e[0m 0.01
1083 cic:/Sophia-Antipolis/Rsa/Rsa/RSAI/e.var
\e[0;32mOK
\e[0m 0.00
1084 cic:/Sophia-Antipolis/Rsa/Rsa/RSAI/p.var
\e[0;32mOK
\e[0m 0.00
1085 cic:/Sophia-Antipolis/Rsa/Rsa/RSAI/q.var
\e[0;32mOK
\e[0m 0.00
1086 cic:/Sophia-Antipolis/Rsa/Rsa/RSA/d.var
\e[0;32mOK
\e[0m 0.00
1087 cic:/Sophia-Antipolis/Rsa/Rsa/RSA/e.var
\e[0;32mOK
\e[0m 0.00
1088 cic:/Sophia-Antipolis/Rsa/Rsa/RSA/p.var
\e[0;32mOK
\e[0m 0.00
1089 cic:/Sophia-Antipolis/Rsa/Rsa/RSA/pq.var
\e[0;32mOK
\e[0m 0.00
1090 cic:/Sophia-Antipolis/Rsa/Rsa/RSA/q.var
\e[0;32mOK
\e[0m 0.00
1091 cic:/Sophia-Antipolis/Rsa/Divides/CD/n.var
\e[0;32mOK
\e[0m 0.01
1092 cic:/Sophia-Antipolis/RecursiveDefinition/data9/div2.con
\e[0;32mOK
\e[0m 0.01
1093 cic:/Sophia-Antipolis/RecursiveDefinition/data7/div2.con
\e[0;32mOK
\e[0m 0.00
1094 cic:/Sophia-Antipolis/RecursiveDefinition/data6/div2.con
\e[0;32mOK
\e[0m 0.00
1095 cic:/Sophia-Antipolis/RecursiveDefinition/data4/div2.con
\e[0;32mOK
\e[0m 0.00
1096 cic:/Sophia-Antipolis/RecursiveDefinition/data3/div2.con
\e[0;32mOK
\e[0m 0.01
1097 cic:/Sophia-Antipolis/RecursiveDefinition/data2/div2.con
\e[0;32mOK
\e[0m 0.00
1098 cic:/Sophia-Antipolis/RecursiveDefinition/data1/div4.con
\e[0;32mOK
\e[0m 0.00
1099 cic:/Sophia-Antipolis/RecursiveDefinition/data1/mod4.con
\e[0;32mOK
\e[0m 0.00
1100 cic:/Sophia-Antipolis/RecursiveDefinition/data/div2.con
\e[0;32mOK
\e[0m 0.00
1101 cic:/Sophia-Antipolis/RecursiveDefinition/Term_const/iter.con
\e[0;32mOK
\e[0m 0.00
1102 cic:/Sophia-Antipolis/MATHS/Z/Zbase/Z.ind
\e[0;32mOK
\e[0m 0.00
1103 cic:/Sophia-Antipolis/MATHS/Z/Zadd/associative.con
\e[0;32mOK
\e[0m 0.00
1104 cic:/Sophia-Antipolis/MATHS/Z/Zadd/commutative.con
\e[0;32mOK
\e[0m 0.00
1105 cic:/Sophia-Antipolis/MATHS/Z/Zadd/neutral.con
\e[0;32mOK
\e[0m 0.00
1106 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Second/witness.var
\e[0;32mOK
\e[0m 0.00
1107 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Premier/witness.var
\e[0;32mOK
\e[0m 0.00
1108 cic:/Sophia-Antipolis/MATHS/GROUPS/Relations/Relation.con
\e[0;32mOK
\e[0m 0.00
1109 cic:/Sophia-Antipolis/MATHS/GROUPS/Laws/Basic_laws/op.var
\e[0;32mOK
\e[0m 0.00
1110 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/Unort.con
\e[0;32mOK
\e[0m 0.00
1111 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/delicate/a.var
\e[0;32mOK
\e[0m 0.00
1112 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/delicate/l.var
\e[0;32mOK
\e[0m 0.00
1113 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Apart.con
\e[0;32mOK
\e[0m 0.00
1114 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/ConLn.con
\e[0;32mOK
\e[0m 0.00
1115 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/DiLn.con
\e[0;32mOK
\e[0m 0.00
1116 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/DiPt.con
\e[0;32mOK
\e[0m 0.00
1117 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Reflexive.con
\e[0;32mOK
\e[0m 0.00
1118 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Separating.con
\e[0;32mOK
\e[0m 0.00
1119 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Symmetric.con
\e[0;32mOK
\e[0m 0.00
1120 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Transitive.con
\e[0;32mOK
\e[0m 0.00
1121 cic:/Sophia-Antipolis/Huffman/WeightTree/WeightTree/f.var
\e[0;32mOK
\e[0m 0.00
1122 cic:/Sophia-Antipolis/Huffman/SameSumLeaves/SameSumLeaves/f.var
\e[0;32mOK
\e[0m 0.00
1123 cic:/Sophia-Antipolis/Huffman/Restrict/Restrict/empty.var
\e[0;32mOK
\e[0m 0.00
1124 cic:/Sophia-Antipolis/Huffman/Prod2List/Prod2List/f.var
\e[0;32mOK
\e[0m 0.00
1125 cic:/Sophia-Antipolis/Huffman/PBTree2BTree/PBTREE2BTREE/empty.var
\e[0;32mOK
\e[0m 0.00
1126 cic:/Sophia-Antipolis/Huffman/PBTree/pbtree.ind
\e[0;32mOK
\e[0m 0.00
1127 cic:/Sophia-Antipolis/Huffman/PBTree/PBTree/empty.var
\e[0;32mOK
\e[0m 0.00
1128 cic:/Sophia-Antipolis/Huffman/Ordered/ordered/order.var
\e[0;32mOK
\e[0m 0.01
1129 cic:/Sophia-Antipolis/Huffman/OneStep/OneStep/f.var
\e[0;32mOK
\e[0m 0.00
1130 cic:/Sophia-Antipolis/Huffman/ISort/ISortExample/order.var
\e[0;32mOK
\e[0m 0.00
1131 cic:/Sophia-Antipolis/Huffman/ISort/ISortExample/order_fun.var
\e[0;32mOK
\e[0m 0.00
1132 cic:/Sophia-Antipolis/Huffman/Huffman/Huffman/empty.var
\e[0;32mOK
\e[0m 0.00
1133 cic:/Sophia-Antipolis/Huffman/HeightPred/HeightPred/f.var
\e[0;32mOK
\e[0m 0.00
1134 cic:/Sophia-Antipolis/Huffman/CoverMin/CoverMin/f.var
\e[0;32mOK
\e[0m 0.00
1135 cic:/Sophia-Antipolis/Huffman/Cover/Cover/empty.var
\e[0;32mOK
\e[0m 0.00
1136 cic:/Sophia-Antipolis/Huffman/Build/Build/f.var
\e[0;32mOK
\e[0m 0.00
1137 cic:/Sophia-Antipolis/Huffman/BTree/btree.ind
\e[0;32mOK
\e[0m 0.00
1138 cic:/Sophia-Antipolis/Huffman/BTree/Tree/empty.var
\e[0;32mOK
\e[0m 0.00
1139 cic:/Sophia-Antipolis/Huffman/Aux/le_bool.con
\e[0;32mOK
\e[0m 0.00
1140 cic:/Sophia-Antipolis/Huffman/Aux/map2/f.var
\e[0;32mOK
\e[0m 0.00
1141 cic:/Sophia-Antipolis/Huffman/Aux/fold/f.var
\e[0;32mOK
\e[0m 0.00
1142 cic:/Sophia-Antipolis/Huffman/Aux/fold/g.var
\e[0;32mOK
\e[0m 0.00
1143 cic:/Sophia-Antipolis/Huffman/Aux/fold/h.var
\e[0;32mOK
\e[0m 0.00
1144 cic:/Sophia-Antipolis/Huffman/Aux/List/f.var
\e[0;32mOK
\e[0m 0.00
1145 cic:/Sophia-Antipolis/Huffman/Aux/FindMin/f.var
\e[0;32mOK
\e[0m 0.00
1146 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/size.con
\e[0;32mOK
\e[0m 0.00
1147 cic:/Sophia-Antipolis/HARDWARE/GENE/Memo/addr.con
\e[0;32mOK
\e[0m 0.00
1148 cic:/Sophia-Antipolis/HARDWARE/GENE/Bool_compl/If.con
\e[0;32mOK
\e[0m 0.00
1149 cic:/Sophia-Antipolis/HARDWARE/GENE/Bool_compl/bool_to_nat.con
\e[0;32mOK
\e[0m 0.00
1150 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_defs/a_size.con
\e[0;32mOK
\e[0m 0.00
1151 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_defs/d_size.con
\e[0;32mOK
\e[0m 0.00
1152 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/CHOICE.con
\e[0;32mOK
\e[0m 0.00
1153 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EmptySet.con
\e[0;32mOK
\e[0m 0.00
1154 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/IN.con
\e[0;32mOK
\e[0m 0.00
1155 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/REPLACEMENT.con
\e[0;32mOK
\e[0m 0.00
1156 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/SUBPROP.con
\e[0;32mOK
\e[0m 0.00
1157 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton.con
\e[0;32mOK
\e[0m 0.00
1158 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union.con
\e[0;32mOK
\e[0m 0.00
1159 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/zero_different_from_one/X.var
\e[0;32mOK
\e[0m 0.00
1160 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/zero_different_from_one/Y.var
\e[0;32mOK
\e[0m 0.00
1161 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/when_given_two_distinct_elements/A.var
\e[0;32mOK
\e[0m 0.00
1162 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/when_given_two_distinct_elements/X.var
\e[0;32mOK
\e[0m 0.00
1163 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/when_given_two_distinct_elements/Y.var
\e[0;32mOK
\e[0m 0.00
1164 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/well_def_1/F.var
\e[0;32mOK
\e[0m 0.00
1165 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/well_def_1/R.var
\e[0;32mOK
\e[0m 0.00
1166 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/well_def_1/X.var
\e[0;32mOK
\e[0m 0.00
1167 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/well_def_1/Y.var
\e[0;32mOK
\e[0m 0.00
1168 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/well_def_1/Z.var
\e[0;32mOK
\e[0m 0.00
1169 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4_proof/A.var
\e[0;32mOK
\e[0m 0.00
1170 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4_proof/B.var
\e[0;32mOK
\e[0m 0.00
1171 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4_proof/X.var
\e[0;32mOK
\e[0m 0.00
1172 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/A.var
\e[0;32mOK
\e[0m 0.00
1173 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/B.var
\e[0;32mOK
\e[0m 0.00
1174 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/X.var
\e[0;32mOK
\e[0m 0.00
1175 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/B_sub_V_proof/Z.var
\e[0;32mOK
\e[0m 0.00
1176 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/A_sub_V_proof/Z.var
\e[0;32mOK
\e[0m 0.00
1177 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th2_proof/A.var
\e[0;32mOK
\e[0m 0.00
1178 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th2_proof/B.var
\e[0;32mOK
\e[0m 0.00
1179 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th2_proof/X.var
\e[0;32mOK
\e[0m 0.00
1180 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th1_proof/A.var
\e[0;32mOK
\e[0m 0.00
1181 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th1_proof/B.var
\e[0;32mOK
\e[0m 0.00
1182 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th1_proof/X.var
\e[0;32mOK
\e[0m 0.00
1183 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_symm_proof/A.var
\e[0;32mOK
\e[0m 0.00
1184 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_symm_proof/B.var
\e[0;32mOK
\e[0m 0.00
1185 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_refl_proof/A.var
\e[0;32mOK
\e[0m 0.00
1186 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th4_proof/F.var
\e[0;32mOK
\e[0m 0.00
1187 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th4_proof/W.var
\e[0;32mOK
\e[0m 0.00
1188 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th4_proof/X.var
\e[0;32mOK
\e[0m 0.01
1189 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th4_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1190 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th4_proof/Z.var
\e[0;32mOK
\e[0m 0.00
1191 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th3_proof/F.var
\e[0;32mOK
\e[0m 0.00
1192 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th3_proof/X.var
\e[0;32mOK
\e[0m 0.00
1193 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th3_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1194 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th3_proof/Z.var
\e[0;32mOK
\e[0m 0.00
1195 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th2_proof/F.var
\e[0;32mOK
\e[0m 0.00
1196 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th2_proof/X.var
\e[0;32mOK
\e[0m 0.00
1197 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th2_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1198 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th1_proof/F.var
\e[0;32mOK
\e[0m 0.00
1199 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th1_proof/X.var
\e[0;32mOK
\e[0m 0.00
1200 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_and_pairs_1/A.var
\e[0;32mOK
\e[0m 0.00
1201 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_and_pairs_1/B.var
\e[0;32mOK
\e[0m 0.00
1202 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_and_pairs_1/R.var
\e[0;32mOK
\e[0m 0.00
1203 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/subset_reflexive/A.var
\e[0;32mOK
\e[0m 0.00
1204 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/subset_reflexive/B.var
\e[0;32mOK
\e[0m 0.00
1205 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_trans1_proof/A.var
\e[0;32mOK
\e[0m 0.00
1206 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_trans1_proof/B.var
\e[0;32mOK
\e[0m 0.00
1207 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_trans1_proof/C.var
\e[0;32mOK
\e[0m 0.00
1208 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_next_proof/A.var
\e[0;32mOK
\e[0m 0.00
1209 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/singletons_have_leq_1_elements_proof/A.var
\e[0;32mOK
\e[0m 0.00
1210 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/singletons_have_leq_1_elements_proof/X.var
\e[0;32mOK
\e[0m 0.00
1211 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/singletons_have_leq_1_elements_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1212 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_uniqueness_proof/A.var
\e[0;32mOK
\e[0m 0.00
1213 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_uniqueness_proof/B.var
\e[0;32mOK
\e[0m 0.00
1214 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_has_geq_2_elements_proof/A.var
\e[0;32mOK
\e[0m 0.00
1215 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restriction_bounded_proof/A.var
\e[0;32mOK
\e[0m 0.00
1216 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restriction_bounded_proof/P.var
\e[0;32mOK
\e[0m 0.00
1217 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/A.var
\e[0;32mOK
\e[0m 0.00
1218 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/F.var
\e[0;32mOK
\e[0m 0.00
1219 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1b/X.var
\e[0;32mOK
\e[0m 0.00
1220 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1a/X.var
\e[0;32mOK
\e[0m 0.00
1221 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_3/A.var
\e[0;32mOK
\e[0m 0.00
1222 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_3/F.var
\e[0;32mOK
\e[0m 0.00
1223 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_3/X.var
\e[0;32mOK
\e[0m 0.00
1224 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2/A.var
\e[0;32mOK
\e[0m 0.00
1225 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2/F.var
\e[0;32mOK
\e[0m 0.00
1226 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2/U.var
\e[0;32mOK
\e[0m 0.00
1227 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relations_in_cartesian_proof/R.var
\e[0;32mOK
\e[0m 0.00
1228 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relations_in_cartesian_proof/U.var
\e[0;32mOK
\e[0m 0.00
1229 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relation_1/R.var
\e[0;32mOK
\e[0m 0.00
1230 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relation_1/S.var
\e[0;32mOK
\e[0m 0.00
1231 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relation_1/X.var
\e[0;32mOK
\e[0m 0.00
1232 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus2/A.var
\e[0;32mOK
\e[0m 0.00
1233 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus2/B.var
\e[0;32mOK
\e[0m 0.00
1234 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus2/X.var
\e[0;32mOK
\e[0m 0.00
1235 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus2/Y.var
\e[0;32mOK
\e[0m 0.00
1236 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1/A.var
\e[0;32mOK
\e[0m 0.00
1237 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1/X.var
\e[0;32mOK
\e[0m 0.00
1238 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1/Y.var
\e[0;32mOK
\e[0m 0.00
1239 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power5/A.var
\e[0;32mOK
\e[0m 0.00
1240 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power5/B.var
\e[0;32mOK
\e[0m 0.00
1241 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power5/X.var
\e[0;32mOK
\e[0m 0.00
1242 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power4/A.var
\e[0;32mOK
\e[0m 0.00
1243 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power4/X.var
\e[0;32mOK
\e[0m 0.00
1244 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power3/A.var
\e[0;32mOK
\e[0m 0.00
1245 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power3/X.var
\e[0;32mOK
\e[0m 0.00
1246 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power3/Y.var
\e[0;32mOK
\e[0m 0.00
1247 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power2/A.var
\e[0;32mOK
\e[0m 0.00
1248 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power2/X.var
\e[0;32mOK
\e[0m 0.00
1249 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power1/A.var
\e[0;32mOK
\e[0m 0.00
1250 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power1/X.var
\e[0;32mOK
\e[0m 0.00
1251 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power1/Y.var
\e[0;32mOK
\e[0m 0.00
1252 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power0/A.var
\e[0;32mOK
\e[0m 0.00
1253 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/A.var
\e[0;32mOK
\e[0m 0.00
1254 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/B.var
\e[0;32mOK
\e[0m 0.00
1255 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/C.var
\e[0;32mOK
\e[0m 0.00
1256 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/D.var
\e[0;32mOK
\e[0m 0.00
1257 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_proj2_proof/X.var
\e[0;32mOK
\e[0m 0.00
1258 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_proj2_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1259 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/one_different_from_two/X.var
\e[0;32mOK
\e[0m 0.00
1260 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/one_different_from_two/Y.var
\e[0;32mOK
\e[0m 0.00
1261 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/nothing_strictsub_Zero/X.var
\e[0;32mOK
\e[0m 0.00
1262 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/neq_symm_proof/A.var
\e[0;32mOK
\e[0m 0.00
1263 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/neq_symm_proof/B.var
\e[0;32mOK
\e[0m 0.00
1264 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/A.var
\e[0;32mOK
\e[0m 0.00
1265 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/X.var
\e[0;32mOK
\e[0m 0.00
1266 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/B.var
\e[0;32mOK
\e[0m 0.00
1267 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/P.var
\e[0;32mOK
\e[0m 0.00
1268 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/naturals_inductionA1/A.var
\e[0;32mOK
\e[0m 0.00
1269 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/its_empty_implies_equals_emptyset_proof/A.var
\e[0;32mOK
\e[0m 0.00
1270 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/its_empty_implies_equals_emptyset_proof/ieieep2/X.var
\e[0;32mOK
\e[0m 0.00
1271 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/its_empty_implies_equals_emptyset_proof/ieieep1/X.var
\e[0;32mOK
\e[0m 0.00
1272 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/inv_eval_in_domain_proof/R.var
\e[0;32mOK
\e[0m 0.00
1273 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/inv_eval_in_domain_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1274 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/intersection4/A.var
\e[0;32mOK
\e[0m 0.00
1275 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/intersection4/B.var
\e[0;32mOK
\e[0m 0.00
1276 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/intersection4/C.var
\e[0;32mOK
\e[0m 0.00
1277 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/intersection4/X.var
\e[0;32mOK
\e[0m 0.00
1278 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_then_strictsub_Zero_proof/X.var
\e[0;32mOK
\e[0m 0.00
1279 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_bounded_proof/A.var
\e[0;32mOK
\e[0m 0.00
1280 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_bounded_proof/B.var
\e[0;32mOK
\e[0m 0.00
1281 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_bounded_proof/cpb1/U.var
\e[0;32mOK
\e[0m 0.00
1282 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/has_leq_0_implies_leq_1/A.var
\e[0;32mOK
\e[0m 0.00
1283 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/has_leq_0_implies_leq_1/X.var
\e[0;32mOK
\e[0m 0.00
1284 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/has_leq_0_implies_leq_1/Y.var
\e[0;32mOK
\e[0m 0.00
1285 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_relation_proof/F.var
\e[0;32mOK
\e[0m 0.00
1286 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_relation_proof/G.var
\e[0;32mOK
\e[0m 0.00
1287 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_relation_proof/X.var
\e[0;32mOK
\e[0m 0.00
1288 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/F.var
\e[0;32mOK
\e[0m 0.00
1289 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/G.var
\e[0;32mOK
\e[0m 0.00
1290 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/X.var
\e[0;32mOK
\e[0m 0.00
1291 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/Y.var
\e[0;32mOK
\e[0m 0.00
1292 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/Z.var
\e[0;32mOK
\e[0m 0.00
1293 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain2/F.var
\e[0;32mOK
\e[0m 0.00
1294 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain2/G.var
\e[0;32mOK
\e[0m 0.00
1295 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain2/X.var
\e[0;32mOK
\e[0m 0.00
1296 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain1/F.var
\e[0;32mOK
\e[0m 0.00
1297 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain1/G.var
\e[0;32mOK
\e[0m 0.00
1298 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain1/X.var
\e[0;32mOK
\e[0m 0.00
1299 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/given_an_element/A.var
\e[0;32mOK
\e[0m 0.00
1300 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/given_an_element/X.var
\e[0;32mOK
\e[0m 0.00
1301 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_section_1/F.var
\e[0;32mOK
\e[0m 0.00
1302 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_section_1/X.var
\e[0;32mOK
\e[0m 0.00
1303 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_section_1/Y.var
\e[0;32mOK
\e[0m 0.00
1304 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_evaluation_proof/F.var
\e[0;32mOK
\e[0m 0.00
1305 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_evaluation_proof/X.var
\e[0;32mOK
\e[0m 0.00
1306 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_evaluation_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1307 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/first_uniqueness/A.var
\e[0;32mOK
\e[0m 0.00
1308 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/first_uniqueness/B.var
\e[0;32mOK
\e[0m 0.00
1309 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/eval_in_range_proof/R.var
\e[0;32mOK
\e[0m 0.00
1310 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/eval_in_range_proof/X.var
\e[0;32mOK
\e[0m 0.00
1311 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/equality_symmetric/A.var
\e[0;32mOK
\e[0m 0.00
1312 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/equality_symmetric/B.var
\e[0;32mOK
\e[0m 0.00
1313 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/equality_reflexive/A.var
\e[0;32mOK
\e[0m 0.00
1314 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyset_subset_everything/A.var
\e[0;32mOK
\e[0m 0.00
1315 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyset_subset_everything/emptyset_subset_everything_2/B.var
\e[0;32mOK
\e[0m 0.00
1316 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyset_empty/X.var
\e[0;32mOK
\e[0m 0.00
1317 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyfn_2/X.var
\e[0;32mOK
\e[0m 0.00
1318 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyfn_2/Y.var
\e[0;32mOK
\e[0m 0.00
1319 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyfn_2/Z.var
\e[0;32mOK
\e[0m 0.00
1320 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyfn_1/X.var
\e[0;32mOK
\e[0m 0.00
1321 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/efdom/X.var
\e[0;32mOK
\e[0m 0.00
1322 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_symm_proof/F.var
\e[0;32mOK
\e[0m 0.00
1323 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_symm_proof/G.var
\e[0;32mOK
\e[0m 0.00
1324 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_symm_proof/X.var
\e[0;32mOK
\e[0m 0.00
1325 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/F.var
\e[0;32mOK
\e[0m 0.00
1326 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/G.var
\e[0;32mOK
\e[0m 0.00
1327 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/M.var
\e[0;32mOK
\e[0m 0.00
1328 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_eq_proof/F.var
\e[0;32mOK
\e[0m 0.00
1329 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_eq_proof/G.var
\e[0;32mOK
\e[0m 0.00
1330 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/A.var
\e[0;32mOK
\e[0m 0.00
1331 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/B.var
\e[0;32mOK
\e[0m 0.00
1332 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/C.var
\e[0;32mOK
\e[0m 0.00
1333 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/D.var
\e[0;32mOK
\e[0m 0.00
1334 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/P.var
\e[0;32mOK
\e[0m 0.00
1335 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4b_proof/X.var
\e[0;32mOK
\e[0m 0.00
1336 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4b_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1337 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4b_proof/Z.var
\e[0;32mOK
\e[0m 0.00
1338 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4a_proof/X.var
\e[0;32mOK
\e[0m 0.00
1339 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4a_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1340 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4a_proof/Z.var
\e[0;32mOK
\e[0m 0.00
1341 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/X.var
\e[0;32mOK
\e[0m 0.00
1342 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1343 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/Z.var
\e[0;32mOK
\e[0m 0.00
1344 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th3_proof/A.var
\e[0;32mOK
\e[0m 0.00
1345 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th3_proof/X.var
\e[0;32mOK
\e[0m 0.00
1346 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th3_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1347 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th2_proof/X.var
\e[0;32mOK
\e[0m 0.00
1348 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th2_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1349 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th1_proof/X.var
\e[0;32mOK
\e[0m 0.00
1350 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th1_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1351 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/distinct_doubletons_have_geq_2_elements_proof/X.var
\e[0;32mOK
\e[0m 0.00
1352 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/distinct_doubletons_have_geq_2_elements_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1353 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/A.var
\e[0;32mOK
\e[0m 0.00
1354 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/B.var
\e[0;32mOK
\e[0m 0.00
1355 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/F.var
\e[0;32mOK
\e[0m 0.00
1356 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/G.var
\e[0;32mOK
\e[0m 0.00
1357 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/X.var
\e[0;32mOK
\e[0m 0.00
1358 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_wd/F.var
\e[0;32mOK
\e[0m 0.00
1359 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_wd/G.var
\e[0;32mOK
\e[0m 0.00
1360 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_wd/X.var
\e[0;32mOK
\e[0m 0.00
1361 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_wd/Y.var
\e[0;32mOK
\e[0m 0.00
1362 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_wd/Z.var
\e[0;32mOK
\e[0m 0.00
1363 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_prop_3/F.var
\e[0;32mOK
\e[0m 0.00
1364 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_prop_3/G.var
\e[0;32mOK
\e[0m 0.00
1365 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_prop_3/X.var
\e[0;32mOK
\e[0m 0.00
1366 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_3/F.var
\e[0;32mOK
\e[0m 0.00
1367 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_3/G.var
\e[0;32mOK
\e[0m 0.00
1368 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_3/X.var
\e[0;32mOK
\e[0m 0.00
1369 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_2/F.var
\e[0;32mOK
\e[0m 0.00
1370 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_2/G.var
\e[0;32mOK
\e[0m 0.00
1371 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_2/X.var
\e[0;32mOK
\e[0m 0.00
1372 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_1/F.var
\e[0;32mOK
\e[0m 0.00
1373 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_1/G.var
\e[0;32mOK
\e[0m 0.00
1374 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_1/X.var
\e[0;32mOK
\e[0m 0.00
1375 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_1/Y.var
\e[0;32mOK
\e[0m 0.00
1376 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_1/Z.var
\e[0;32mOK
\e[0m 0.00
1377 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_2/F.var
\e[0;32mOK
\e[0m 0.00
1378 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_2/G.var
\e[0;32mOK
\e[0m 0.01
1379 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_2/H.var
\e[0;32mOK
\e[0m 0.00
1380 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_2/P.var
\e[0;32mOK
\e[0m 0.00
1381 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_1/F.var
\e[0;32mOK
\e[0m 0.00
1382 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_1/G.var
\e[0;32mOK
\e[0m 0.00
1383 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_1/H.var
\e[0;32mOK
\e[0m 0.00
1384 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_1/P.var
\e[0;32mOK
\e[0m 0.00
1385 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartpair/A.var
\e[0;32mOK
\e[0m 0.00
1386 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartpair/B.var
\e[0;32mOK
\e[0m 0.00
1387 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartpair/X.var
\e[0;32mOK
\e[0m 0.00
1388 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartpair/Y.var
\e[0;32mOK
\e[0m 0.00
1389 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_is_relation_proof/A.var
\e[0;32mOK
\e[0m 0.00
1390 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_is_relation_proof/B.var
\e[0;32mOK
\e[0m 0.00
1391 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_is_relation_proof/U.var
\e[0;32mOK
\e[0m 0.00
1392 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/A.var
\e[0;32mOK
\e[0m 0.00
1393 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/B.var
\e[0;32mOK
\e[0m 0.00
1394 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/X.var
\e[0;32mOK
\e[0m 0.00
1395 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/Y.var
\e[0;32mOK
\e[0m 0.00
1396 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/big_extensionality_proof/P.var
\e[0;32mOK
\e[0m 0.00
1397 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/big_extensionality_proof/X.var
\e[0;32mOK
\e[0m 0.00
1398 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/big_extensionality_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1399 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/a_pair_is_a_pair_proof/A.var
\e[0;32mOK
\e[0m 0.00
1400 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/a_pair_is_a_pair_proof/B.var
\e[0;32mOK
\e[0m 0.00
1401 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Zero_element_of_NN_proof/X.var
\e[0;32mOK
\e[0m 0.00
1402 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Union_th1_proof/F.var
\e[0;32mOK
\e[0m 0.00
1403 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Union_th1_proof/U.var
\e[0;32mOK
\e[0m 0.00
1404 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Union_th1_proof/X.var
\e[0;32mOK
\e[0m 0.00
1405 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th2_proof/X.var
\e[0;32mOK
\e[0m 0.00
1406 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th1_proof/A.var
\e[0;32mOK
\e[0m 0.00
1407 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th1_proof/X.var
\e[0;32mOK
\e[0m 0.00
1408 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th1_proof/Singleton_th1_sub1/C.var
\e[0;32mOK
\e[0m 0.00
1409 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/SUB_trans_proof/A.var
\e[0;32mOK
\e[0m 0.00
1410 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/SUB_trans_proof/B.var
\e[0;32mOK
\e[0m 0.00
1411 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/SUB_trans_proof/C.var
\e[0;32mOK
\e[0m 0.00
1412 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/SUB_trans_proof/X.var
\e[0;32mOK
\e[0m 0.00
1413 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_th1_proof/R.var
\e[0;32mOK
\e[0m 0.00
1414 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_th1_proof/X.var
\e[0;32mOK
\e[0m 0.00
1415 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_th1_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1416 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_prop_bounded_proof/R.var
\e[0;32mOK
\e[0m 0.00
1417 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_prop_bounded_proof/Range_prop_bounded_proof_1/Y.var
\e[0;32mOK
\e[0m 0.00
1418 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/M.var
\e[0;32mOK
\e[0m 0.00
1419 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/N.var
\e[0;32mOK
\e[0m 0.00
1420 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Nexts_element_of_NN_proof/A.var
\e[0;32mOK
\e[0m 0.00
1421 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Nexts_element_of_NN_proof/X.var
\e[0;32mOK
\e[0m 0.00
1422 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Naturals_th1_proof/B.var
\e[0;32mOK
\e[0m 0.00
1423 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Naturals_th1_proof/X.var
\e[0;32mOK
\e[0m 0.00
1424 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Its_nonempty_proof/A.var
\e[0;32mOK
\e[0m 0.00
1425 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Its_nonempty_proof/X.var
\e[0;32mOK
\e[0m 0.00
1426 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Intersection_section1/F.var
\e[0;32mOK
\e[0m 0.00
1427 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Intersection_section1/Intersection_section1_1/Z.var
\e[0;32mOK
\e[0m 0.00
1428 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EXISTS_th1_proof/P.var
\e[0;32mOK
\e[0m 0.00
1429 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EXISTS_th1_proof/X.var
\e[0;32mOK
\e[0m 0.00
1430 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_trans_proof/A.var
\e[0;32mOK
\e[0m 0.00
1431 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_trans_proof/B.var
\e[0;32mOK
\e[0m 0.00
1432 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_trans_proof/C.var
\e[0;32mOK
\e[0m 0.00
1433 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_th1_proof/R.var
\e[0;32mOK
\e[0m 0.00
1434 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_th1_proof/X.var
\e[0;32mOK
\e[0m 0.00
1435 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_th1_proof/Y.var
\e[0;32mOK
\e[0m 0.00
1436 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_prop_bounded_proof/R.var
\e[0;32mOK
\e[0m 0.00
1437 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_prop_bounded_proof/Domain_prop_bounded_proof_1/X.var
\e[0;32mOK
\e[0m 0.00
1438 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/COMPp/F.var
\e[0;32mOK
\e[0m 0.00
1439 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/COMPp/G.var
\e[0;32mOK
\e[0m 0.00
1440 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/COMPp/X.var
\e[0;32mOK
\e[0m 0.00
1441 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/COMPp/Y.var
\e[0;32mOK
\e[0m 0.00
1442 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_th1_proof/A.var
\e[0;32mOK
\e[0m 0.00
1443 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_th1_proof/P.var
\e[0;32mOK
\e[0m 0.00
1444 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops2/P.var
\e[0;32mOK
\e[0m 0.00
1445 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops2/Q.var
\e[0;32mOK
\e[0m 0.00
1446 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops1/A.var
\e[0;32mOK
\e[0m 0.00
1447 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops1/P.var
\e[0;32mOK
\e[0m 0.00
1448 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops1/Q.var
\e[0;32mOK
\e[0m 0.00
1449 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops1/boundedsubprops1/X.var
\e[0;32mOK
\e[0m 0.01
1450 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_NN_proof/Bounded_NN_proof2/Z.var
\e[0;32mOK
\e[0m 0.00
1451 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/A_sub_next_A_proof/A.var
\e[0;32mOK
\e[0m 0.00
1452 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/A_in_next_A_proof/A.var
\e[0;32mOK
\e[0m 0.00
1453 cic:/Sophia-Antipolis/Float/ex/precision.con
\e[0;32mOK
\e[0m 0.01
1454 cic:/Sophia-Antipolis/Float/Paux/bugFix/PdivAux.var
\e[0;32mOK
\e[0m 0.01
1455 cic:/Sophia-Antipolis/Float/Option/Option_rect.con
\e[0;32mOK
\e[0m 0.00
1456 cic:/Sophia-Antipolis/Float/MSBProp/MSBProp/precision.var
\e[0;32mOK
\e[0m 0.00
1457 cic:/Sophia-Antipolis/Float/FroundProp/FRoundP/precision.var
\e[0;32mOK
\e[0m 0.00
1458 cic:/Sophia-Antipolis/Float/FroundPlus/FRoundP/precision.var
\e[0;32mOK
\e[0m 0.00
1459 cic:/Sophia-Antipolis/Float/FroundMult/FRoundP/precision.var
\e[0;32mOK
\e[0m 0.00
1460 cic:/Sophia-Antipolis/Float/Fround/FRound/precision.var
\e[0;32mOK
\e[0m 0.00
1461 cic:/Sophia-Antipolis/Float/Fodd/FOdd/precision.var
\e[0;32mOK
\e[0m 0.00
1462 cic:/Sophia-Antipolis/Float/Fnorm/Fnormalized_Def/precision.var
\e[0;32mOK
\e[0m 0.00
1463 cic:/Sophia-Antipolis/Float/FminOp/FminOp/precision.var
\e[0;32mOK
\e[0m 0.00
1464 cic:/Sophia-Antipolis/Float/Fmin/FMinMax/precision.var
\e[0;32mOK
\e[0m 0.00
1465 cic:/Sophia-Antipolis/Float/Finduct/finduct/precision.var
\e[0;32mOK
\e[0m 0.00
1466 cic:/Sophia-Antipolis/Float/Fbound/Fbound.ind
\e[0;32mOK
\e[0m 0.00
1467 cic:/Sophia-Antipolis/Float/Faux/pos_eq_bool.con
\e[0;32mOK
\e[0m 0.00
1468 cic:/Sophia-Antipolis/Float/FSucc/suc1/precision.var
\e[0;32mOK
\e[0m 0.00
1469 cic:/Sophia-Antipolis/Float/FSucc/suc/precision.var
\e[0;32mOK
\e[0m 0.00
1470 cic:/Sophia-Antipolis/Float/FPred/pred/precision.var
\e[0;32mOK
\e[0m 0.00
1471 cic:/Sophia-Antipolis/Float/Digit/pos_length.con
\e[0;32mOK
\e[0m 0.00
1472 cic:/Sophia-Antipolis/Float/ClosestProp/Fclosestp/precision.var
\e[0;32mOK
\e[0m 0.00
1473 cic:/Sophia-Antipolis/Float/ClosestPlus/ClosestP/precision.var
\e[0;32mOK
\e[0m 0.00
1474 cic:/Sophia-Antipolis/Float/ClosestMult/FRoundP/precision.var
\e[0;32mOK
\e[0m 0.00
1475 cic:/Sophia-Antipolis/Float/Closest2Prop/F2/precision.var
\e[0;32mOK
\e[0m 0.00
1476 cic:/Sophia-Antipolis/Float/Closest2Plus/F2/precision.var
\e[0;32mOK
\e[0m 0.00
1477 cic:/Sophia-Antipolis/Float/Closest/Fclosest/precision.var
\e[0;32mOK
\e[0m 0.00
1478 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Relation.con
\e[0;32mOK
\e[0m 0.00
1479 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Couple.ind
\e[0;32mOK
\e[0m 0.00
1480 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Empty_set.ind
\e[0;32mOK
\e[0m 0.00
1481 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Ensemble.con
\e[0;32mOK
\e[0m 0.00
1482 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Singleton.ind
\e[0;32mOK
\e[0m 0.00
1483 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/mCoef/A0.var
\e[0;32mOK
\e[0m 0.00
1484 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/mCoef/A1.var
\e[0;32mOK
\e[0m 0.00
1485 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/mCoef/eqA.var
\e[0;32mOK
\e[0m 0.00
1486 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/mCoef/invA.var
\e[0;32mOK
\e[0m 0.00
1487 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/mCoef/minusA.var
\e[0;32mOK
\e[0m 0.00
1488 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/mCoef/multA.var
\e[0;32mOK
\e[0m 0.00
1489 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/mCoef/plusA.var
\e[0;32mOK
\e[0m 0.00
1490 cic:/Sophia-Antipolis/Buchberger/WfR0/thRO/A0.var
\e[0;32mOK
\e[0m 0.00
1491 cic:/Sophia-Antipolis/Buchberger/WfR0/thRO/A1.var
\e[0;32mOK
\e[0m 0.00
1492 cic:/Sophia-Antipolis/Buchberger/WfR0/thRO/eqA.var
\e[0;32mOK
\e[0m 0.00
1493 cic:/Sophia-Antipolis/Buchberger/WfR0/thRO/invA.var
\e[0;32mOK
\e[0m 0.00
1494 cic:/Sophia-Antipolis/Buchberger/WfR0/thRO/minusA.var
\e[0;32mOK
\e[0m 0.00
1495 cic:/Sophia-Antipolis/Buchberger/WfR0/thRO/multA.var
\e[0;32mOK
\e[0m 0.00
1496 cic:/Sophia-Antipolis/Buchberger/WfR0/thRO/n.var
\e[0;32mOK
\e[0m 0.00
1497 cic:/Sophia-Antipolis/Buchberger/WfR0/thRO/plusA.var
\e[0;32mOK
\e[0m 0.00
1498 cic:/Sophia-Antipolis/Buchberger/Term/Term/A0.var
\e[0;32mOK
\e[0m 0.00
1499 cic:/Sophia-Antipolis/Buchberger/Term/Term/A1.var
\e[0;32mOK
\e[0m 0.00
1500 cic:/Sophia-Antipolis/Buchberger/Term/Term/eqA.var
\e[0;32mOK
\e[0m 0.00
1501 cic:/Sophia-Antipolis/Buchberger/Term/Term/invA.var
\e[0;32mOK
\e[0m 0.00
1502 cic:/Sophia-Antipolis/Buchberger/Term/Term/minusA.var
\e[0;32mOK
\e[0m 0.00
1503 cic:/Sophia-Antipolis/Buchberger/Term/Term/multA.var
\e[0;32mOK
\e[0m 0.00
1504 cic:/Sophia-Antipolis/Buchberger/Term/Term/n.var
\e[0;32mOK
\e[0m 0.00
1505 cic:/Sophia-Antipolis/Buchberger/Term/Term/plusA.var
\e[0;32mOK
\e[0m 0.00
1506 cic:/Sophia-Antipolis/Buchberger/Pspoly/Pspoly/A0.var
\e[0;32mOK
\e[0m 0.00
1507 cic:/Sophia-Antipolis/Buchberger/Pspoly/Pspoly/A1.var
\e[0;32mOK
\e[0m 0.00
1508 cic:/Sophia-Antipolis/Buchberger/Pspoly/Pspoly/eqA.var
\e[0;32mOK
\e[0m 0.00
1509 cic:/Sophia-Antipolis/Buchberger/Pspoly/Pspoly/invA.var
\e[0;32mOK
\e[0m 0.00
1510 cic:/Sophia-Antipolis/Buchberger/Pspoly/Pspoly/minusA.var
\e[0;32mOK
\e[0m 0.00
1511 cic:/Sophia-Antipolis/Buchberger/Pspoly/Pspoly/multA.var
\e[0;32mOK
\e[0m 0.00
1512 cic:/Sophia-Antipolis/Buchberger/Pspoly/Pspoly/n.var
\e[0;32mOK
\e[0m 0.00
1513 cic:/Sophia-Antipolis/Buchberger/Pspoly/Pspoly/plusA.var
\e[0;32mOK
\e[0m 0.00
1514 cic:/Sophia-Antipolis/Buchberger/Pspminus/Pspminus/A0.var
\e[0;32mOK
\e[0m 0.00
1515 cic:/Sophia-Antipolis/Buchberger/Pspminus/Pspminus/A1.var
\e[0;32mOK
\e[0m 0.00
1516 cic:/Sophia-Antipolis/Buchberger/Pspminus/Pspminus/eqA.var
\e[0;32mOK
\e[0m 0.00
1517 cic:/Sophia-Antipolis/Buchberger/Pspminus/Pspminus/invA.var
\e[0;32mOK
\e[0m 0.00
1518 cic:/Sophia-Antipolis/Buchberger/Pspminus/Pspminus/minusA.var
\e[0;32mOK
\e[0m 0.00
1519 cic:/Sophia-Antipolis/Buchberger/Pspminus/Pspminus/multA.var
\e[0;32mOK
\e[0m 0.00
1520 cic:/Sophia-Antipolis/Buchberger/Pspminus/Pspminus/n.var
\e[0;32mOK
\e[0m 0.00
1521 cic:/Sophia-Antipolis/Buchberger/Pspminus/Pspminus/plusA.var
\e[0;32mOK
\e[0m 0.02
1522 cic:/Sophia-Antipolis/Buchberger/Preducestar/Preducestar/A0.var
\e[0;32mOK
\e[0m 0.00
1523 cic:/Sophia-Antipolis/Buchberger/Preducestar/Preducestar/A1.var
\e[0;32mOK
\e[0m 0.00
1524 cic:/Sophia-Antipolis/Buchberger/Preducestar/Preducestar/eqA.var
\e[0;32mOK
\e[0m 0.00
1525 cic:/Sophia-Antipolis/Buchberger/Preducestar/Preducestar/invA.var
\e[0;32mOK
\e[0m 0.00
1526 cic:/Sophia-Antipolis/Buchberger/Preducestar/Preducestar/minusA.var
\e[0;32mOK
\e[0m 0.00
1527 cic:/Sophia-Antipolis/Buchberger/Preducestar/Preducestar/multA.var
\e[0;32mOK
\e[0m 0.00
1528 cic:/Sophia-Antipolis/Buchberger/Preducestar/Preducestar/n.var
\e[0;32mOK
\e[0m 0.00
1529 cic:/Sophia-Antipolis/Buchberger/Preducestar/Preducestar/plusA.var
\e[0;32mOK
\e[0m 0.00
1530 cic:/Sophia-Antipolis/Buchberger/Preduceplus/Preduceplus/A0.var
\e[0;32mOK
\e[0m 0.00
1531 cic:/Sophia-Antipolis/Buchberger/Preduceplus/Preduceplus/A1.var
\e[0;32mOK
\e[0m 0.00
1532 cic:/Sophia-Antipolis/Buchberger/Preduceplus/Preduceplus/eqA.var
\e[0;32mOK
\e[0m 0.00
1533 cic:/Sophia-Antipolis/Buchberger/Preduceplus/Preduceplus/invA.var
\e[0;32mOK
\e[0m 0.00
1534 cic:/Sophia-Antipolis/Buchberger/Preduceplus/Preduceplus/minusA.var
\e[0;32mOK
\e[0m 0.00
1535 cic:/Sophia-Antipolis/Buchberger/Preduceplus/Preduceplus/multA.var
\e[0;32mOK
\e[0m 0.00
1536 cic:/Sophia-Antipolis/Buchberger/Preduceplus/Preduceplus/n.var
\e[0;32mOK
\e[0m 0.00
1537 cic:/Sophia-Antipolis/Buchberger/Preduceplus/Preduceplus/plusA.var
\e[0;32mOK
\e[0m 0.00
1538 cic:/Sophia-Antipolis/Buchberger/Preduce/Preduce/A0.var
\e[0;32mOK
\e[0m 0.00
1539 cic:/Sophia-Antipolis/Buchberger/Preduce/Preduce/A1.var
\e[0;32mOK
\e[0m 0.00
1540 cic:/Sophia-Antipolis/Buchberger/Preduce/Preduce/eqA.var
\e[0;32mOK
\e[0m 0.00
1541 cic:/Sophia-Antipolis/Buchberger/Preduce/Preduce/invA.var
\e[0;32mOK
\e[0m 0.00
1542 cic:/Sophia-Antipolis/Buchberger/Preduce/Preduce/minusA.var
\e[0;32mOK
\e[0m 0.00
1543 cic:/Sophia-Antipolis/Buchberger/Preduce/Preduce/multA.var
\e[0;32mOK
\e[0m 0.00
1544 cic:/Sophia-Antipolis/Buchberger/Preduce/Preduce/n.var
\e[0;32mOK
\e[0m 0.00
1545 cic:/Sophia-Antipolis/Buchberger/Preduce/Preduce/plusA.var
\e[0;32mOK
\e[0m 0.00
1546 cic:/Sophia-Antipolis/Buchberger/Pplus/projsig1.con
\e[0;32mOK
\e[0m 0.00
1547 cic:/Sophia-Antipolis/Buchberger/Pplus/Pplus/A0.var
\e[0;32mOK
\e[0m 0.00
1548 cic:/Sophia-Antipolis/Buchberger/Pplus/Pplus/A1.var
\e[0;32mOK
\e[0m 0.00
1549 cic:/Sophia-Antipolis/Buchberger/Pplus/Pplus/eqA.var
\e[0;32mOK
\e[0m 0.00
1550 cic:/Sophia-Antipolis/Buchberger/Pplus/Pplus/invA.var
\e[0;32mOK
\e[0m 0.00
1551 cic:/Sophia-Antipolis/Buchberger/Pplus/Pplus/minusA.var
\e[0;32mOK
\e[0m 0.00
1552 cic:/Sophia-Antipolis/Buchberger/Pplus/Pplus/multA.var
\e[0;32mOK
\e[0m 0.00
1553 cic:/Sophia-Antipolis/Buchberger/Pplus/Pplus/n.var
\e[0;32mOK
\e[0m 0.00
1554 cic:/Sophia-Antipolis/Buchberger/Pplus/Pplus/plusA.var
\e[0;32mOK
\e[0m 0.00
1555 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/A0.var
\e[0;32mOK
\e[0m 0.00
1556 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/A1.var
\e[0;32mOK
\e[0m 0.00
1557 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/eqA.var
\e[0;32mOK
\e[0m 0.00
1558 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/invA.var
\e[0;32mOK
\e[0m 0.00
1559 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/minusA.var
\e[0;32mOK
\e[0m 0.00
1560 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/multA.var
\e[0;32mOK
\e[0m 0.00
1561 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/n.var
\e[0;32mOK
\e[0m 0.00
1562 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/plusA.var
\e[0;32mOK
\e[0m 0.00
1563 cic:/Sophia-Antipolis/Buchberger/Pmult/Pmult/A0.var
\e[0;32mOK
\e[0m 0.00
1564 cic:/Sophia-Antipolis/Buchberger/Pmult/Pmult/A1.var
\e[0;32mOK
\e[0m 0.00
1565 cic:/Sophia-Antipolis/Buchberger/Pmult/Pmult/eqA.var
\e[0;32mOK
\e[0m 0.00
1566 cic:/Sophia-Antipolis/Buchberger/Pmult/Pmult/invA.var
\e[0;32mOK
\e[0m 0.00
1567 cic:/Sophia-Antipolis/Buchberger/Pmult/Pmult/minusA.var
\e[0;32mOK
\e[0m 0.00
1568 cic:/Sophia-Antipolis/Buchberger/Pmult/Pmult/multA.var
\e[0;32mOK
\e[0m 0.00
1569 cic:/Sophia-Antipolis/Buchberger/Pmult/Pmult/n.var
\e[0;32mOK
\e[0m 0.00
1570 cic:/Sophia-Antipolis/Buchberger/Pmult/Pmult/plusA.var
\e[0;32mOK
\e[0m 0.00
1571 cic:/Sophia-Antipolis/Buchberger/Pminus/Pminus/A0.var
\e[0;32mOK
\e[0m 0.00
1572 cic:/Sophia-Antipolis/Buchberger/Pminus/Pminus/A1.var
\e[0;32mOK
\e[0m 0.00
1573 cic:/Sophia-Antipolis/Buchberger/Pminus/Pminus/eqA.var
\e[0;32mOK
\e[0m 0.00
1574 cic:/Sophia-Antipolis/Buchberger/Pminus/Pminus/invA.var
\e[0;32mOK
\e[0m 0.00
1575 cic:/Sophia-Antipolis/Buchberger/Pminus/Pminus/minusA.var
\e[0;32mOK
\e[0m 0.00
1576 cic:/Sophia-Antipolis/Buchberger/Pminus/Pminus/multA.var
\e[0;32mOK
\e[0m 0.00
1577 cic:/Sophia-Antipolis/Buchberger/Pminus/Pminus/n.var
\e[0;32mOK
\e[0m 0.00
1578 cic:/Sophia-Antipolis/Buchberger/Pminus/Pminus/plusA.var
\e[0;32mOK
\e[0m 0.00
1579 cic:/Sophia-Antipolis/Buchberger/Peq/Peq/A0.var
\e[0;32mOK
\e[0m 0.00
1580 cic:/Sophia-Antipolis/Buchberger/Peq/Peq/A1.var
\e[0;32mOK
\e[0m 0.00
1581 cic:/Sophia-Antipolis/Buchberger/Peq/Peq/eqA.var
\e[0;32mOK
\e[0m 0.00
1582 cic:/Sophia-Antipolis/Buchberger/Peq/Peq/invA.var
\e[0;32mOK
\e[0m 0.00
1583 cic:/Sophia-Antipolis/Buchberger/Peq/Peq/minusA.var
\e[0;32mOK
\e[0m 0.00
1584 cic:/Sophia-Antipolis/Buchberger/Peq/Peq/multA.var
\e[0;32mOK
\e[0m 0.00
1585 cic:/Sophia-Antipolis/Buchberger/Peq/Peq/n.var
\e[0;32mOK
\e[0m 0.00
1586 cic:/Sophia-Antipolis/Buchberger/Peq/Peq/plusA.var
\e[0;32mOK
\e[0m 0.00
1587 cic:/Sophia-Antipolis/Buchberger/Pcrit/crit/A0.var
\e[0;32mOK
\e[0m 0.00
1588 cic:/Sophia-Antipolis/Buchberger/Pcrit/crit/A1.var
\e[0;32mOK
\e[0m 0.00
1589 cic:/Sophia-Antipolis/Buchberger/Pcrit/crit/eqA.var
\e[0;32mOK
\e[0m 0.00
1590 cic:/Sophia-Antipolis/Buchberger/Pcrit/crit/invA.var
\e[0;32mOK
\e[0m 0.00
1591 cic:/Sophia-Antipolis/Buchberger/Pcrit/crit/minusA.var
\e[0;32mOK
\e[0m 0.00
1592 cic:/Sophia-Antipolis/Buchberger/Pcrit/crit/multA.var
\e[0;32mOK
\e[0m 0.00
1593 cic:/Sophia-Antipolis/Buchberger/Pcrit/crit/n.var
\e[0;32mOK
\e[0m 0.00
1594 cic:/Sophia-Antipolis/Buchberger/Pcrit/crit/plusA.var
\e[0;32mOK
\e[0m 0.00
1595 cic:/Sophia-Antipolis/Buchberger/Pcomb/Pcomb/A0.var
\e[0;32mOK
\e[0m 0.00
1596 cic:/Sophia-Antipolis/Buchberger/Pcomb/Pcomb/A1.var
\e[0;32mOK
\e[0m 0.00
1597 cic:/Sophia-Antipolis/Buchberger/Pcomb/Pcomb/eqA.var
\e[0;32mOK
\e[0m 0.00
1598 cic:/Sophia-Antipolis/Buchberger/Pcomb/Pcomb/invA.var
\e[0;32mOK
\e[0m 0.00
1599 cic:/Sophia-Antipolis/Buchberger/Pcomb/Pcomb/minusA.var
\e[0;32mOK
\e[0m 0.00
1600 cic:/Sophia-Antipolis/Buchberger/Pcomb/Pcomb/multA.var
\e[0;32mOK
\e[0m 0.00
1601 cic:/Sophia-Antipolis/Buchberger/Pcomb/Pcomb/n.var
\e[0;32mOK
\e[0m 0.00
1602 cic:/Sophia-Antipolis/Buchberger/Pcomb/Pcomb/plusA.var
\e[0;32mOK
\e[0m 0.00
1603 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/A0.var
\e[0;32mOK
\e[0m 0.00
1604 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/A1.var
\e[0;32mOK
\e[0m 0.00
1605 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/eqA.var
\e[0;32mOK
\e[0m 0.00
1606 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/invA.var
\e[0;32mOK
\e[0m 0.00
1607 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/minusA.var
\e[0;32mOK
\e[0m 0.00
1608 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/multA.var
\e[0;32mOK
\e[0m 0.00
1609 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/n.var
\e[0;32mOK
\e[0m 0.00
1610 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/plusA.var
\e[0;32mOK
\e[0m 0.00
1611 cic:/Sophia-Antipolis/Buchberger/OpenIndGoodRel/OpenIndGoodRel/R.var
\e[0;32mOK
\e[0m 0.00
1612 cic:/Sophia-Antipolis/Buchberger/OpenIndGoodRel/OpenIndGoodRel/lt.var
\e[0;32mOK
\e[0m 0.00
1613 cic:/Sophia-Antipolis/Buchberger/Monomials/mon.ind
\e[0;32mOK
\e[0m 0.00
1614 cic:/Sophia-Antipolis/Buchberger/LetP/LetP.con
\e[0;32mOK
\e[0m 0.00
1615 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/divp.var
\e[0;32mOK
\e[0m 0.00
1616 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/zero.var
\e[0;32mOK
\e[0m 0.00
1617 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/zerop.var
\e[0;32mOK
\e[0m 0.00
1618 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/A0.var
\e[0;32mOK
\e[0m 0.00
1619 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/A1.var
\e[0;32mOK
\e[0m 0.00
1620 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/eqA.var
\e[0;32mOK
\e[0m 0.00
1621 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/invA.var
\e[0;32mOK
\e[0m 0.00
1622 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/minusA.var
\e[0;32mOK
\e[0m 0.00
1623 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/multA.var
\e[0;32mOK
\e[0m 0.00
1624 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/n.var
\e[0;32mOK
\e[0m 0.00
1625 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/plusA.var
\e[0;32mOK
\e[0m 0.00
1626 cic:/Sophia-Antipolis/Buchberger/Dickson/Dickson/R.var
\e[0;32mOK
\e[0m 0.00
1627 cic:/Sophia-Antipolis/Buchberger/Dickson/Dickson/lt.var
\e[0;32mOK
\e[0m 0.00
1628 cic:/Sophia-Antipolis/Buchberger/BuchRed/BuchRed/A0.var
\e[0;32mOK
\e[0m 0.00
1629 cic:/Sophia-Antipolis/Buchberger/BuchRed/BuchRed/A1.var
\e[0;32mOK
\e[0m 0.00
1630 cic:/Sophia-Antipolis/Buchberger/BuchRed/BuchRed/eqA.var
\e[0;32mOK
\e[0m 0.00
1631 cic:/Sophia-Antipolis/Buchberger/BuchRed/BuchRed/invA.var
\e[0;32mOK
\e[0m 0.00
1632 cic:/Sophia-Antipolis/Buchberger/BuchRed/BuchRed/minusA.var
\e[0;32mOK
\e[0m 0.00
1633 cic:/Sophia-Antipolis/Buchberger/BuchRed/BuchRed/multA.var
\e[0;32mOK
\e[0m 0.00
1634 cic:/Sophia-Antipolis/Buchberger/BuchRed/BuchRed/n.var
\e[0;32mOK
\e[0m 0.00
1635 cic:/Sophia-Antipolis/Buchberger/BuchRed/BuchRed/plusA.var
\e[0;32mOK
\e[0m 0.00
1636 cic:/Sophia-Antipolis/Buchberger/BuchAux/BuchAux/A0.var
\e[0;32mOK
\e[0m 0.00
1637 cic:/Sophia-Antipolis/Buchberger/BuchAux/BuchAux/A1.var
\e[0;32mOK
\e[0m 0.00
1638 cic:/Sophia-Antipolis/Buchberger/BuchAux/BuchAux/eqA.var
\e[0;32mOK
\e[0m 0.00
1639 cic:/Sophia-Antipolis/Buchberger/BuchAux/BuchAux/invA.var
\e[0;32mOK
\e[0m 0.00
1640 cic:/Sophia-Antipolis/Buchberger/BuchAux/BuchAux/minusA.var
\e[0;32mOK
\e[0m 0.00
1641 cic:/Sophia-Antipolis/Buchberger/BuchAux/BuchAux/multA.var
\e[0;32mOK
\e[0m 0.00
1642 cic:/Sophia-Antipolis/Buchberger/BuchAux/BuchAux/n.var
\e[0;32mOK
\e[0m 0.00
1643 cic:/Sophia-Antipolis/Buchberger/BuchAux/BuchAux/plusA.var
\e[0;32mOK
\e[0m 0.00
1644 cic:/Sophia-Antipolis/Buchberger/Buch/Sdep.con
\e[0;32mOK
\e[0m 0.00
1645 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/A0.var
\e[0;32mOK
\e[0m 0.00
1646 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/A1.var
\e[0;32mOK
\e[0m 0.00
1647 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/eqA.var
\e[0;32mOK
\e[0m 0.00
1648 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/invA.var
\e[0;32mOK
\e[0m 0.00
1649 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/minusA.var
\e[0;32mOK
\e[0m 0.00
1650 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/multA.var
\e[0;32mOK
\e[0m 0.00
1651 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/n.var
\e[0;32mOK
\e[0m 0.00
1652 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/plusA.var
\e[0;32mOK
\e[0m 0.00
1653 cic:/Sophia-Antipolis/Buchberger/Bar/lems/tdiv.var
\e[0;32mOK
\e[0m 0.00
1654 cic:/Sophia-Antipolis/Bertrand/why/WhyArrays/raw_new.con
\e[0;32mOK
\e[0m 0.00
1655 cic:/Sophia-Antipolis/Bertrand/Misc/ominus.con
\e[0;32mOK
\e[0m 0.00
1656 cic:/Sophia-Antipolis/Bertrand/Knuth_def/eq_bool.con
\e[0;32mOK
\e[0m 0.00
1657 cic:/Sophia-Antipolis/Angles/point_tangente/pisurdeux.con
\e[0;32mOK
\e[0m 0.00
1658 cic:/Sophia-Antipolis/Angles/point_orthocentre/A.con
\e[0;32mOK
\e[0m 0.00
1659 cic:/Sophia-Antipolis/Angles/point_orthocentre/B.con
\e[0;32mOK
\e[0m 0.00
1660 cic:/Sophia-Antipolis/Angles/point_orthocentre/C.con
\e[0;32mOK
\e[0m 0.00
1661 cic:/Sophia-Antipolis/Angles/point_orthocentre/H.con
\e[0;32mOK
\e[0m 0.00
1662 cic:/Sophia-Antipolis/Angles/point_cocyclicite/pisurdeux.con
\e[0;32mOK
\e[0m 0.00
1663 cic:/Sophia-Antipolis/Angles/point_angle/R.con
\e[0;32mOK
\e[0m 0.00
1664 cic:/Sophia-Antipolis/Angles/point_angle/cons.con
\e[0;32mOK
\e[0m 0.00
1665 cic:/Sophia-Antipolis/Angles/point_angle/non_vide_P.con
\e[0;32mOK
\e[0m 0.00
1666 cic:/Sophia-Antipolis/Angles/point_angle/non_vide_V.con
\e[0;32mOK
\e[0m 0.00
1667 cic:/Sophia-Antipolis/Angles/point_angle/opp.con
\e[0;32mOK
\e[0m 0.00
1668 cic:/Sophia-Antipolis/Angles/point_angle/pi.con
\e[0;32mOK
\e[0m 0.00
1669 cic:/Sophia-Antipolis/Angles/point_angle/plus.con
\e[0;32mOK
\e[0m 0.00
1670 cic:/Sophia-Antipolis/Angles/point_angle/vR.con
\e[0;32mOK
\e[0m 0.00
1671 cic:/Sophia-Antipolis/Angles/point_angle/vec.con
\e[0;32mOK
\e[0m 0.00
1672 cic:/Sophia-Antipolis/Angles/point_angle/zero.con
\e[0;32mOK
\e[0m 0.00
1673 cic:/Sophia-Antipolis/Algebra/Sets/app_rel.con
\e[0;32mOK
\e[0m 0.00
1674 cic:/Rocq/ZF/zfc/EXType'_ind.con
\e[0;32mOK
\e[0m 0.00
1675 cic:/Rocq/ZF/zfc/EXType_ind.con
\e[0;32mOK
\e[0m 0.00
1676 cic:/Rocq/ZF/zfc/Ens'_rect.con
\e[0;32mOK
\e[0m 0.01
1677 cic:/Rocq/ZF/zfc/Ens_rect.con
\e[0;32mOK
\e[0m 0.00
1678 cic:/Rocq/ZF/zfc/F_rect.con
\e[0;32mOK
\e[0m 0.00
1679 cic:/Rocq/ZF/zfc/Power'.con
\e[0;32mOK
\e[0m 0.00
1680 cic:/Rocq/ZF/zfc/Power.con
\e[0;32mOK
\e[0m 0.00
1681 cic:/Rocq/ZF/zfc/Un_rect.con
\e[0;32mOK
\e[0m 0.00
1682 cic:/Rocq/ZF/zfc/Vide.con
\e[0;32mOK
\e[0m 0.00
1683 cic:/Rocq/ZF/zfc/choice.con
\e[0;32mOK
\e[0m 0.00
1684 cic:/Rocq/ZF/zfc/depprod''_rect.con
\e[0;32mOK
\e[0m 0.01
1685 cic:/Rocq/ZF/zfc/depprod'_rect.con
\e[0;32mOK
\e[0m 0.01
1686 cic:/Rocq/ZF/zfc/depprod_rect.con
\e[0;32mOK
\e[0m 0.01
1687 cic:/Rocq/ZF/zfc/prod_t'_rect.con
\e[0;32mOK
\e[0m 0.01
1688 cic:/Rocq/ZF/zfc/prod_t_rect.con
\e[0;32mOK
\e[0m 0.01
1689 cic:/Rocq/ZF/zfc/sig_rect.con
\e[0;32mOK
\e[0m 0.01
1690 cic:/Rocq/ZF/zfc/sum_t_rect.con
\e[0;32mOK
\e[0m 0.01
1691 cic:/Rocq/ZF/Sets/EXType_ind.con
\e[0;32mOK
\e[0m 0.00
1692 cic:/Rocq/ZF/Sets/Ens_rect.con
\e[0;32mOK
\e[0m 0.01
1693 cic:/Rocq/ZF/Sets/depprod_rect.con
\e[0;32mOK
\e[0m 0.01
1694 cic:/Rocq/ZF/Sets/prod_t_rect.con
\e[0;32mOK
\e[0m 0.01
1695 cic:/Rocq/ZF/Replacement/choice.con
\e[0;32mOK
\e[0m 0.00
1696 cic:/Rocq/ZF/Ordinal_theory/PI1.con
\e[0;32mOK
\e[0m 0.00
1697 cic:/Rocq/ZF/Ordinal_theory/PI11.con
\e[0;32mOK
\e[0m 0.00
1698 cic:/Rocq/ZF/Ordinal_theory/depprod1_rect.con
\e[0;32mOK
\e[0m 0.01
1699 cic:/Rocq/ZF/Hierarchy/EXType'_ind.con
\e[0;32mOK
\e[0m 0.00
1700 cic:/Rocq/ZF/Hierarchy/Ens'_rect.con
\e[0;32mOK
\e[0m 0.01
1701 cic:/Rocq/ZF/Hierarchy/Power'.con
\e[0;32mOK
\e[0m 0.00
1702 cic:/Rocq/ZF/Hierarchy/depprod''_rect.con
\e[0;32mOK
\e[0m 0.01
1703 cic:/Rocq/ZF/Hierarchy/prod_t'_rect.con
\e[0;32mOK
\e[0m 0.00
1704 cic:/Rocq/ZF/Constructive/depprod'_rect.con
\e[0;32mOK
\e[0m 0.01
1705 cic:/Rocq/ZF/Constructive/sum_t_rect.con
\e[0;32mOK
\e[0m 0.01
1706 cic:/Rocq/ZF/Axioms/F_rect.con
\e[0;32mOK
\e[0m 0.00
1707 cic:/Rocq/ZF/Axioms/Power.con
\e[0;32mOK
\e[0m 0.00
1708 cic:/Rocq/ZF/Axioms/Un_rect.con
\e[0;32mOK
\e[0m 0.00
1709 cic:/Rocq/ZF/Axioms/Vide.con
\e[0;32mOK
\e[0m 0.00
1710 cic:/Rocq/ZF/Axioms/sig_rect.con
\e[0;32mOK
\e[0m 0.00
1711 cic:/Rocq/TreeAutomata/signature/pre_ad_rect.con
\e[0;32mOK
\e[0m 0.00
1712 cic:/Rocq/TreeAutomata/lattice_fixpoint/eq_bool.con
\e[0;32mOK
\e[0m 0.00
1713 cic:/Rocq/TreeAutomata/lattice_fixpoint/leb.con
\e[0;32mOK
\e[0m 0.00
1714 cic:/Rocq/TreeAutomata/lattice_fixpoint/power.con
\e[0;32mOK
\e[0m 0.00
1715 cic:/Rocq/TreeAutomata/inter/iad_conv_aux_0.con
\e[0;32mOK
\e[0m 0.00
1716 cic:/Rocq/TreeAutomata/inter/iad_conv_aux_1.con
\e[0;32mOK
\e[0m 0.00
1717 cic:/Rocq/THREE_GAP/tools/alpha.con
\e[0;32mOK
\e[0m 0.00
1718 cic:/Rocq/THREE_GAP/three_gap/gap/N.var
\e[0;32mOK
\e[0m 0.00
1719 cic:/Rocq/THREE_GAP/three_gap/gap/n.var
\e[0;32mOK
\e[0m 0.00
1720 cic:/Rocq/SUBST/terminaison_SL/ordre/f.var
\e[0;32mOK
\e[0m 0.00
1721 cic:/Rocq/SUBST/terminaison_SL/ordre/g.var
\e[0;32mOK
\e[0m 0.00
1722 cic:/Rocq/SUBST/sur_les_relations/a_set.con
\e[0;32mOK
\e[0m 0.00
1723 cic:/Rocq/SUBST/sur_les_relations/explicit_comp_rel.ind
\e[0;32mOK
\e[0m 0.00
1724 cic:/Rocq/SUBST/sur_les_relations/explicit_rel_plus.ind
\e[0;32mOK
\e[0m 0.00
1725 cic:/Rocq/SUBST/sur_les_relations/explicit_star.ind
\e[0;32mOK
\e[0m 0.00
1726 cic:/Rocq/SUBST/sur_les_relations/rels_prop/R.var
\e[0;32mOK
\e[0m 0.00
1727 cic:/Rocq/SUBST/sur_les_relations/relations_noetherian/R.var
\e[0;32mOK
\e[0m 0.00
1728 cic:/Rocq/SUBST/Yokouchi/YokouchiS/R.var
\e[0;32mOK
\e[0m 0.00
1729 cic:/Rocq/SUBST/Yokouchi/YokouchiS/S.var
\e[0;32mOK
\e[0m 0.00
1730 cic:/Rocq/SUBST/TS/TS.ind
\e[0;32mOK
\e[0m 0.00
1731 cic:/Rocq/SUBST/TS/wsort_rect.con
\e[0;32mOK
\e[0m 0.00
1732 cic:/Rocq/SUBST/Newman/NewmanS/R.var
\e[0;32mOK
\e[0m 0.00
1733 cic:/Rocq/SHUFFLE/Words/word.ind
\e[0;32mOK
\e[0m 0.01
1734 cic:/Rocq/SHUFFLE/Gilbreath/Context/b.var
\e[0;32mOK
\e[0m 0.01
1735 cic:/Rocq/PARADOXES/diaconescu/EXType_ind.con
\e[0;32mOK
\e[0m 0.00
1736 cic:/Rocq/PARADOXES/diaconescu/EquivRel.con
\e[0;32mOK
\e[0m 0.00
1737 cic:/Rocq/PARADOXES/diaconescu/rel.ind
\e[0;32mOK
\e[0m 0.00
1738 cic:/Rocq/PARADOXES/Reynolds1/PHI.con
\e[0;32mOK
\e[0m 0.00
1739 cic:/Rocq/PARADOXES/Logics/ACC_ind.con
\e[0;32mOK
\e[0m 0.01
1740 cic:/Rocq/PARADOXES/Logics/WF.con
\e[0;32mOK
\e[0m 0.00
1741 cic:/Rocq/PARADOXES/Logics/Inverse_Image/R.var
\e[0;32mOK
\e[0m 0.00
1742 cic:/Rocq/PARADOXES/Logics/Inverse_Image/f.var
\e[0;32mOK
\e[0m 0.00
1743 cic:/Rocq/PARADOXES/Log_Rel1/I.con
\e[0;32mOK
\e[0m 0.00
1744 cic:/Rocq/PARADOXES/Log_Rel1/T.con
\e[0;32mOK
\e[0m 0.00
1745 cic:/Rocq/PARADOXES/Log_Rel1/equiv_rect.con
\e[0;32mOK
\e[0m 0.00
1746 cic:/Rocq/PARADOXES/Log_Rel1/exp.con
\e[0;32mOK
\e[0m 0.00
1747 cic:/Rocq/PARADOXES/Log_Rel1/inclus.con
\e[0;32mOK
\e[0m 0.00
1748 cic:/Rocq/PARADOXES/Log_Rel1/sym.con
\e[0;32mOK
\e[0m 0.00
1749 cic:/Rocq/PARADOXES/Log_Rel1/trans.con
\e[0;32mOK
\e[0m 0.00
1750 cic:/Rocq/PARADOXES/Log_Rel/equiv_rect.con
\e[0;32mOK
\e[0m 0.00
1751 cic:/Rocq/PARADOXES/Log_Rel/exp.con
\e[0;32mOK
\e[0m 0.00
1752 cic:/Rocq/PARADOXES/Log_Rel/inclus.con
\e[0;32mOK
\e[0m 0.00
1753 cic:/Rocq/PARADOXES/Log_Rel/sym.con
\e[0;32mOK
\e[0m 0.00
1754 cic:/Rocq/PARADOXES/Log_Rel/trans.con
\e[0;32mOK
\e[0m 0.00
1755 cic:/Rocq/PARADOXES/Hurkens_Set/V.con
\e[0;32mOK
\e[0m 0.00
1756 cic:/Rocq/PARADOXES/Hurkens_Set/b2p.con
\e[0;32mOK
\e[0m 0.00
1757 cic:/Rocq/PARADOXES/Hurkens_Set/dn.con
\e[0;32mOK
\e[0m 0.00
1758 cic:/Rocq/PARADOXES/Hurkens_Set/Hurkens_set_neg/b2p.var
\e[0;32mOK
\e[0m 0.00
1759 cic:/Rocq/PARADOXES/Hurkens_Set/Hurkens_set_neg/p2b.var
\e[0;32mOK
\e[0m 0.00
1760 cic:/Rocq/PARADOXES/BuraliForti/A0_rect.con
\e[0;32mOK
\e[0m 0.00
1761 cic:/Rocq/PARADOXES/BuraliForti/X0.con
\e[0;32mOK
\e[0m 0.00
1762 cic:/Rocq/PARADOXES/BuraliForti/inj.con
\e[0;32mOK
\e[0m 0.01
1763 cic:/Rocq/PARADOXES/BuraliForti/Burali_Forti_Paradox/i0.var
\e[0;32mOK
\e[0m 0.00
1764 cic:/Rocq/PARADOXES/BuraliForti/Burali_Forti_Paradox/Subsets/a.var
\e[0;32mOK
\e[0m 0.00
1765 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/SStreams/Specified_Streams/P.var
\e[0;32mOK
\e[0m 0.00
1766 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/Etat_rect.con
\e[0;32mOK
\e[0m 0.00
1767 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/Memo.ind
\e[0;32mOK
\e[0m 0.00
1768 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/States/b.var
\e[0;32mOK
\e[0m 0.00
1769 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/The_Cycle/b.var
\e[0;32mOK
\e[0m 0.00
1770 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/The_Cycle/b1.var
\e[0;32mOK
\e[0m 0.00
1771 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/Etat_rect.con
\e[0;32mOK
\e[0m 0.00
1772 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/Memo.ind
\e[0;32mOK
\e[0m 0.00
1773 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/States/b.var
\e[0;32mOK
\e[0m 0.00
1774 cic:/Rocq/LAMBDA/Terms/lambda.ind
\e[0;32mOK
\e[0m 0.00
1775 cic:/Rocq/LAMBDA/Redexes/bool_max.con
\e[0;32mOK
\e[0m 0.00
1776 cic:/Rocq/LAMBDA/Redexes/redexes.ind
\e[0;32mOK
\e[0m 0.00
1777 cic:/Rocq/LAMBDA/Confluence/confluence.con
\e[0;32mOK
\e[0m 0.00
1778 cic:/Rocq/HIGMAN/Higman/M_rect.con
\e[0;32mOK
\e[0m 0.00
1779 cic:/Rocq/HIGMAN/Higman/connected.ind
\e[0;32mOK
\e[0m 0.00
1780 cic:/Rocq/HIGMAN/Higman/ltM.ind
\e[0;32mOK
\e[0m 0.00
1781 cic:/Rocq/HIGMAN/Higman/word.ind
\e[0;32mOK
\e[0m 0.00
1782 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/Badfx_/a0.var
\e[0;32mOK
\e[0m 0.00
1783 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/Badfx_/Xn_decreases_/n.var
\e[0;32mOK
\e[0m 0.00
1784 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/Badfx_/Xn_decreases_/q.var
\e[0;32mOK
\e[0m 0.00
1785 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/Badfx_/Badfx_/n0.var
\e[0;32mOK
\e[0m 0.00
1786 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/BadMin_/ExiMin_/exi_cmin_S_/n.var
\e[0;32mOK
\e[0m 0.00
1787 cic:/Rocq/GRAPHS/cgraph/and_sp_rect.con
\e[0;32mOK
\e[0m 0.00
1788 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/Dle.var
\e[0;32mOK
\e[0m 0.00
1789 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/Dneg.var
\e[0;32mOK
\e[0m 0.00
1790 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/Dplus.var
\e[0;32mOK
\e[0m 0.00
1791 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/Dz.var
\e[0;32mOK
\e[0m 0.00
1792 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/CGWithOne/Done.var
\e[0;32mOK
\e[0m 0.00
1793 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/CGSSolve/anchor_value.var
\e[0;32mOK
\e[0m 0.00
1794 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/CGSSolve/def_answer.var
\e[0;32mOK
\e[0m 0.00
1795 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/CGAdd/d.var
\e[0;32mOK
\e[0m 0.00
1796 cic:/Rocq/DEMOS/compile_ml/Pat.con
\e[0;32mOK
\e[0m 0.00
1797 cic:/Rocq/DEMOS/compile_ml/Value.ind
\e[0;32mOK
\e[0m 0.00
1798 cic:/Rocq/DEMOS/Sorting/append.con
\e[0;32mOK
\e[0m 0.00
1799 cic:/Rocq/DEMOS/Sorting/arbin.ind
\e[0;32mOK
\e[0m 0.00
1800 cic:/Rocq/DEMOS/Sorting/cdr.con
\e[0;32mOK
\e[0m 0.00
1801 cic:/Rocq/DEMOS/Sorting/egal_nat.con
\e[0;32mOK
\e[0m 0.00
1802 cic:/Rocq/DEMOS/Sorting/inf_egal.con
\e[0;32mOK
\e[0m 0.00
1803 cic:/Rocq/DEMOS/Sorting/l2ll.con
\e[0;32mOK
\e[0m 0.00
1804 cic:/Rocq/DEMOS/Sorting/length.con
\e[0;32mOK
\e[0m 0.00
1805 cic:/Rocq/DEMOS/Sorting/list_rect.con
\e[0;32mOK
\e[0m 0.00
1806 cic:/Rocq/DEMOS/Sorting/si.con
\e[0;32mOK
\e[0m 0.00
1807 cic:/Rocq/DEMOS/Demo_tauto/P.con
\e[0;32mOK
\e[0m 0.00
1808 cic:/Rocq/DEMOS/Demo_tauto/even.con
\e[0;32mOK
\e[0m 0.00
1809 cic:/Rocq/DEMOS/Demo_tauto/tauto1.con
\e[0;32mOK
\e[0m 0.00
1810 cic:/Rocq/DEMOS/Demo_tauto/tauto2.con
\e[0;32mOK
\e[0m 0.00
1811 cic:/Rocq/DEMOS/Demo_tauto/y10.con
\e[0;32mOK
\e[0m 0.00
1812 cic:/Rocq/DEMOS/Demo_tauto/y2.con
\e[0;32mOK
\e[0m 0.00
1813 cic:/Rocq/DEMOS/Demo_tauto/y6.con
\e[0;32mOK
\e[0m 0.00
1814 cic:/Rocq/DEMOS/Demo_tauto/y7.con
\e[0;32mOK
\e[0m 0.00
1815 cic:/Rocq/DEMOS/Demo_tauto/y8.con
\e[0;32mOK
\e[0m 0.00
1816 cic:/Rocq/DEMOS/Demo_tauto/y9.con
\e[0;32mOK
\e[0m 0.00
1817 cic:/Rocq/DEMOS/Demo_tauto/club/rule5.var
\e[0;32mOK
\e[0m 0.00
1818 cic:/Rocq/DEMOS/Demo_tauto/club/rule6.var
\e[0;32mOK
\e[0m 0.00
1819 cic:/Rocq/DEMOS/Demo_AutoRewrite/McCarthy/g.var
\e[0;32mOK
\e[0m 0.00
1820 cic:/Rocq/DEMOS/Demo_AutoRewrite/Ackermann/Ack.var
\e[0;32mOK
\e[0m 0.00
1821 cic:/Rocq/DEMOS/Demo/Plus.con
\e[0;32mOK
\e[0m 0.00
1822 cic:/Rocq/DEMOS/Demo/tree_rect.con
\e[0;32mOK
\e[0m 0.00
1823 cic:/Rocq/DEMOS/Ack/Ack.ind
\e[0;32mOK
\e[0m 0.00
1824 cic:/Rocq/DEMOS/Ack/ack.con
\e[0;32mOK
\e[0m 0.00
1825 cic:/Rocq/COMPILER/Mini_ML/Pat.con
\e[0;32mOK
\e[0m 0.00
1826 cic:/Rocq/COMPILER/Mini_ML/Value.ind
\e[0;32mOK
\e[0m 0.00
1827 cic:/Rocq/COMPILER/Mini_ML/eval_op.con
\e[0;32mOK
\e[0m 0.00
1828 cic:/Rocq/COC/Termes/is_prop.con
\e[0;32mOK
\e[0m 0.00
1829 cic:/Rocq/COC/Termes/sort_rect.con
\e[0;32mOK
\e[0m 0.00
1830 cic:/Rocq/COC/Termes/term.ind
\e[0;32mOK
\e[0m 0.00
1831 cic:/Rocq/COC/Names/name.con
\e[0;32mOK
\e[0m 0.00
1832 cic:/Rocq/COC/MlTypes/ml_succ.con
\e[0;32mOK
\e[0m 0.00
1833 cic:/Rocq/COC/MlTypes/ml_x_int.con
\e[0;32mOK
\e[0m 0.00
1834 cic:/Rocq/COC/MlTypes/ml_zero.con
\e[0;32mOK
\e[0m 0.00
1835 cic:/Rocq/COC/ListType/TList.ind
\e[0;32mOK
\e[0m 0.00
1836 cic:/Rocq/COC/Class/class.ind
\e[0;32mOK
\e[0m 0.00
1837 cic:/Rocq/COC/Class/skel_rect.con
\e[0;32mOK
\e[0m 0.01
1838 cic:/Rocq/CHECKER/Functions/Preservation/f.var
\e[0;32mOK
\e[0m 0.00
1839 cic:/Rocq/CHECKER/Functions/Preservation/g.var
\e[0;32mOK
\e[0m 0.00
1840 cic:/Rocq/CHECKER/Functions/Mappings/f.var
\e[0;32mOK
\e[0m 0.00
1841 cic:/Rocq/CHECKER/Functions/Composition/f.var
\e[0;32mOK
\e[0m 0.00
1842 cic:/Rocq/CHECKER/Functions/Composition/g.var
\e[0;32mOK
\e[0m 0.00
1843 cic:/Rocq/CHECKER/Checker/BW.con
\e[0;32mOK
\e[0m 0.00
1844 cic:/Rocq/CHECKER/Checker/Domino.con
\e[0;32mOK
\e[0m 0.00
1845 cic:/Rocq/ARITH/ZChinese/rings/ring/A.var
\e[0;32mOK
\e[0m 0.00
1846 cic:/Rocq/ARITH/ZChinese/rings/ring/Add.var
\e[0;32mOK
\e[0m 0.00
1847 cic:/Rocq/ARITH/ZChinese/rings/ring/I.var
\e[0;32mOK
\e[0m 0.00
1848 cic:/Rocq/ARITH/ZChinese/rings/ring/Mult.var
\e[0;32mOK
\e[0m 0.00
1849 cic:/Rocq/ARITH/ZChinese/rings/ring/O.var
\e[0;32mOK
\e[0m 0.00
1850 cic:/Rocq/ARITH/ZChinese/rings/ring/Opp.var
\e[0;32mOK
\e[0m 0.00
1851 cic:/Rocq/ARITH/ZChinese/rings/ring/v.var
\e[0;32mOK
\e[0m 0.00
1852 cic:/Rocq/ARITH/ZChinese/misc/antisym.con
\e[0;32mOK
\e[0m 0.00
1853 cic:/Rocq/ARITH/ZChinese/misc/inversible.con
\e[0;32mOK
\e[0m 0.00
1854 cic:/Rocq/ARITH/ZChinese/groups/groups/Add.var
\e[0;32mOK
\e[0m 0.00
1855 cic:/Rocq/ARITH/ZChinese/groups/groups/G.var
\e[0;32mOK
\e[0m 0.00
1856 cic:/Rocq/ARITH/ZChinese/groups/groups/O.var
\e[0;32mOK
\e[0m 0.00
1857 cic:/Rocq/ARITH/ZChinese/groups/groups/Opp.var
\e[0;32mOK
\e[0m 0.00
1858 cic:/Rocq/ARITH/ZChinese/Lci/distributivity.con
\e[0;32mOK
\e[0m 0.00
1859 cic:/Rocq/ARITH/ZChinese/Lci/neutral.con
\e[0;32mOK
\e[0m 0.00
1860 cic:/Rocq/ARITH/ZChinese/Lci/Internal/Add.var
\e[0;32mOK
\e[0m 0.00
1861 cic:/Rocq/ARITH/ZChinese/Lci/Internal/G.var
\e[0;32mOK
\e[0m 0.00
1862 cic:/Rocq/ARITH/ZChinese/Lci/Internal/I.var
\e[0;32mOK
\e[0m 0.00
1863 cic:/Rocq/ARITH/ZChinese/Lci/Internal/Inv.var
\e[0;32mOK
\e[0m 0.00
1864 cic:/Rocq/ARITH/ZChinese/Lci/Internal/O.var
\e[0;32mOK
\e[0m 0.00
1865 cic:/Rocq/ARITH/ZChinese/Lci/Internal/Opp.var
\e[0;32mOK
\e[0m 0.00
1866 cic:/Rocq/ARITH/Chinese/rings/ring/A.var
\e[0;32mOK
\e[0m 0.00
1867 cic:/Rocq/ARITH/Chinese/rings/ring/Add.var
\e[0;32mOK
\e[0m 0.00
1868 cic:/Rocq/ARITH/Chinese/rings/ring/I.var
\e[0;32mOK
\e[0m 0.00
1869 cic:/Rocq/ARITH/Chinese/rings/ring/Mult.var
\e[0;32mOK
\e[0m 0.00
1870 cic:/Rocq/ARITH/Chinese/rings/ring/O.var
\e[0;32mOK
\e[0m 0.00
1871 cic:/Rocq/ARITH/Chinese/rings/ring/Opp.var
\e[0;32mOK
\e[0m 0.00
1872 cic:/Rocq/ARITH/Chinese/rings/ring/v.var
\e[0;32mOK
\e[0m 0.00
1873 cic:/Rocq/ARITH/Chinese/misc/antisym.con
\e[0;32mOK
\e[0m 0.00
1874 cic:/Rocq/ARITH/Chinese/misc/inversible.con
\e[0;32mOK
\e[0m 0.00
1875 cic:/Rocq/ARITH/Chinese/groups/groups/Add.var
\e[0;32mOK
\e[0m 0.00
1876 cic:/Rocq/ARITH/Chinese/groups/groups/G.var
\e[0;32mOK
\e[0m 0.00
1877 cic:/Rocq/ARITH/Chinese/groups/groups/O.var
\e[0;32mOK
\e[0m 0.00
1878 cic:/Rocq/ARITH/Chinese/groups/groups/Opp.var
\e[0;32mOK
\e[0m 0.00
1879 cic:/Rocq/ARITH/Chinese/Zrec/and_set_set_set_rect.con
\e[0;32mOK
\e[0m 0.00
1880 cic:/Rocq/ARITH/Chinese/Zbase/Z.ind
\e[0;32mOK
\e[0m 0.00
1881 cic:/Rocq/ARITH/Chinese/Lci/distributivity.con
\e[0;32mOK
\e[0m 0.00
1882 cic:/Rocq/ARITH/Chinese/Lci/neutral.con
\e[0;32mOK
\e[0m 0.00
1883 cic:/Rocq/ARITH/Chinese/Lci/Internal/Add.var
\e[0;32mOK
\e[0m 0.00
1884 cic:/Rocq/ARITH/Chinese/Lci/Internal/G.var
\e[0;32mOK
\e[0m 0.00
1885 cic:/Rocq/ARITH/Chinese/Lci/Internal/I.var
\e[0;32mOK
\e[0m 0.00
1886 cic:/Rocq/ARITH/Chinese/Lci/Internal/Inv.var
\e[0;32mOK
\e[0m 0.00
1887 cic:/Rocq/ARITH/Chinese/Lci/Internal/O.var
\e[0;32mOK
\e[0m 0.00
1888 cic:/Rocq/ARITH/Chinese/Lci/Internal/Opp.var
\e[0;32mOK
\e[0m 0.00
1889 cic:/Rocq/ALGEBRA/SETOID/Single/Equal_Single.con
\e[0;32mOK
\e[0m 0.00
1890 cic:/Rocq/ALGEBRA/SETOID/Setoid/Eq_Nat.con
\e[0;32mOK
\e[0m 0.00
1891 cic:/Rocq/ALGEBRA/SETOID/Setoid/Nat_rect.con
\e[0;32mOK
\e[0m 0.00
1892 cic:/Rocq/ALGEBRA/SETOID/BasicTypes/EmptyType_rect.con
\e[0;32mOK
\e[0m 0.00
1893 cic:/Rocq/ALGEBRA/SETOID/BasicTypes/TwoElts_rect.con
\e[0;32mOK
\e[0m 0.00
1894 cic:/Rocq/ALGEBRA/SETOID/BasicTypes/UnitType_rect.con
\e[0;32mOK
\e[0m 0.00
1895 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Relation.con
\e[0;32mOK
\e[0m 0.00
1896 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/composition_to_operator''/a.var
\e[0;32mOK
\e[0m 0.00
1897 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/composition_to_operator''/b.var
\e[0;32mOK
\e[0m 0.00
1898 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/composition_to_operator''/c.var
\e[0;32mOK
\e[0m 0.00
1899 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/Thi1_I.con
\e[0;32mOK
\e[0m 0.00
1900 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_mor.ind
\e[0;32mOK
\e[0m 0.00
1901 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_ob_rect.con
\e[0;32mOK
\e[0m 0.00
1902 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/pulb_setoid_def/a.var
\e[0;32mOK
\e[0m 0.00
1903 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/pulb_setoid_def/b.var
\e[0;32mOK
\e[0m 0.00
1904 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_mor.ind
\e[0;32mOK
\e[0m 0.00
1905 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_ob_rect.con
\e[0;32mOK
\e[0m 0.00
1906 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Discr_mor.ind
\e[0;32mOK
\e[0m 0.00
1907 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/discrete/disc_mor_setoid/a.var
\e[0;32mOK
\e[0m 0.08
1908 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/discrete/disc_mor_setoid/b.var
\e[0;32mOK
\e[0m 0.00
1909 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/composition_to_operator'/a.var
\e[0;32mOK
\e[0m 0.00
1910 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/composition_to_operator'/b.var
\e[0;32mOK
\e[0m 0.00
1911 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/composition_to_operator'/c.var
\e[0;32mOK
\e[0m 0.00
1912 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/One_mor.ind
\e[0;32mOK
\e[0m 0.00
1913 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/One_ob_rect.con
\e[0;32mOK
\e[0m 0.00
1914 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/equal_one_mor/a.var
\e[0;32mOK
\e[0m 0.00
1915 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/equal_one_mor/b.var
\e[0;32mOK
\e[0m 0.00
1916 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/composition_to_operator/a.var
\e[0;32mOK
\e[0m 0.00
1917 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/composition_to_operator/b.var
\e[0;32mOK
\e[0m 0.00
1918 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/composition_to_operator/c.var
\e[0;32mOK
\e[0m 0.00
1919 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part1/freyd_th_1/I.var
\e[0;32mOK
\e[0m 0.00
1920 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part1/freyd_th_1/cd2/i.var
\e[0;32mOK
\e[0m 0.00
1921 cic:/Rocq/AILS/ails/rest.con
\e[0;32mOK
\e[0m 0.01
1922 cic:/Paris/ZF/src/useful/exUniq.con
\e[0;32mOK
\e[0m 0.00
1923 cic:/Paris/ZF/src/useful/lem_and_expand.con
\e[0;32mOK
\e[0m 0.00
1924 cic:/Paris/ZF/src/useful/lem_or_expand.con
\e[0;32mOK
\e[0m 0.00
1925 cic:/Paris/ZF/src/couples/Odisj_l.con
\e[0;32mOK
\e[0m 0.00
1926 cic:/Paris/ZF/src/couples/Odisj_r.con
\e[0;32mOK
\e[0m 0.00
1927 cic:/Paris/ZF/src/axs_reunion/reunion.con
\e[0;32mOK
\e[0m 0.00
1928 cic:/Paris/ZF/src/axs_remplacement/remp.con
\e[0;32mOK
\e[0m 0.00
1929 cic:/Paris/ZF/src/axs_parties/parties.con
\e[0;32mOK
\e[0m 0.00
1930 cic:/Paris/ZF/src/axs_paire/paire.con
\e[0;32mOK
\e[0m 0.00
1931 cic:/Paris/ZF/src/axs_comprehension/OComp.con
\e[0;32mOK
\e[0m 0.00
1932 cic:/Paris/ZF/src/axs_comprehension/subset.con
\e[0;32mOK
\e[0m 0.00
1933 cic:/Paris/ZF/src/axs_comprehension/var_vide.con
\e[0;32mOK
\e[0m 0.00
1934 cic:/Paris/ZF/src/ZFbasis/In.con
\e[0;32mOK
\e[0m 0.00
1935 cic:/Orsay/MiniCompiler/compiler/cell.ind
\e[0;32mOK
\e[0m 0.00
1936 cic:/Orsay/MiniCompiler/compiler/expr.ind
\e[0;32mOK
\e[0m 0.00
1937 cic:/Orsay/MiniCompiler/compiler/instr.ind
\e[0;32mOK
\e[0m 0.00
1938 cic:/Orsay/MiniCompiler/compiler/state.con
\e[0;32mOK
\e[0m 0.00
1939 cic:/Orsay/MiniCompiler/compiler/symt.con
\e[0;32mOK
\e[0m 0.00
1940 cic:/Orsay/ExactRealArithmetic/definition/B.con
\e[0;32mOK
\e[0m 0.00
1941 cic:/Orsay/ExactRealArithmetic/definition/le_nat.con
\e[0;32mOK
\e[0m 0.00
1942 cic:/Orsay/ExactRealArithmetic/Rlog/Rlog.con
\e[0;32mOK
\e[0m 0.00
1943 cic:/Nijmegen/REM/Rem/B.con
\e[0;32mOK
\e[0m 0.00
1944 cic:/Nijmegen/QArith/sqrt2/sqrt2_decrease/p.var
\e[0;32mOK
\e[0m 0.00
1945 cic:/Nijmegen/QArith/sqrt2/sqrt2_decrease/q.var
\e[0;32mOK
\e[0m 0.00
1946 cic:/Nijmegen/QArith/general_Q/Qpositive_tail.con
\e[0;32mOK
\e[0m 0.00
1947 cic:/Nijmegen/QArith/Zaux/projection/P.var
\e[0;32mOK
\e[0m 0.00
1948 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Qpositive2.con
\e[0;32mOK
\e[0m 0.00
1949 cic:/Nijmegen/QArith/Qpositive_le/Qpositive_le_bool.con
\e[0;32mOK
\e[0m 0.00
1950 cic:/Nijmegen/QArith/Qpositive/Qpositive_inv.con
\e[0;32mOK
\e[0m 0.00
1951 cic:/Nijmegen/QArith/Qpositive/Qpositive_rect.con
\e[0;32mOK
\e[0m 0.00
1952 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Qpositive_length.con
\e[0;32mOK
\e[0m 0.00
1953 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/bin_eq.con
\e[0;32mOK
\e[0m 0.00
1954 cic:/Nijmegen/QArith/Q_field/Q.ind
\e[0;32mOK
\e[0m 0.00
1955 cic:/Nijmegen/QArith/Merge_Order/General_Order/E.var
\e[0;32mOK
\e[0m 0.00
1956 cic:/Nijmegen/QArith/Merge_Order/General_Order/O.var
\e[0;32mOK
\e[0m 0.00
1957 cic:/Nijmegen/Coqoban/Coqoban_engine/Direction_rect.con
\e[0;32mOK
\e[0m 0.00
1958 cic:/Nijmegen/Coqoban/Coqoban_engine/Row.ind
\e[0;32mOK
\e[0m 0.00
1959 cic:/Nijmegen/Coqoban/Coqoban_engine/fieldready.con
\e[0;32mOK
\e[0m 0.00
1960 cic:/Nijmegen/Coqoban/Coqoban_engine/fieldtype_rect.con
\e[0;32mOK
\e[0m 0.01
1961 cic:/Nijmegen/Coqoban/Coqoban_engine/triple.ind
\e[0;32mOK
\e[0m 0.00
1962 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/fun_.con
\e[0;32mOK
\e[0m 0.00
1963 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/list_nat.ind
\e[0;32mOK
\e[0m 0.00
1964 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/var.con
\e[0;32mOK
\e[0m 0.00
1965 cic:/Nancy/FOUnify/nat_complements/P_S.con
\e[0;32mOK
\e[0m 0.00
1966 cic:/Muenchen/Higman/Higman2/letter_rect.con
\e[0;32mOK
\e[0m 0.00
1967 cic:/Muenchen/Higman/Higman/letter_rect.con
\e[0;32mOK
\e[0m 0.00
1968 cic:/Montevideo/RailroadCrossing/time_clocks/Clock.con
\e[0;32mOK
\e[0m 0.00
1969 cic:/Montevideo/RailroadCrossing/time_clocks/Instant.con
\e[0;32mOK
\e[0m 0.00
1970 cic:/Montevideo/RailroadCrossing/railroad_crossing/Label_rect.con
\e[0;32mOK
\e[0m 0.00
1971 cic:/Montevideo/RailroadCrossing/railroad_crossing/SC_rect.con
\e[0;32mOK
\e[0m 0.00
1972 cic:/Montevideo/RailroadCrossing/railroad_crossing/SG_rect.con
\e[0;32mOK
\e[0m 0.00
1973 cic:/Montevideo/RailroadCrossing/railroad_crossing/ST_rect.con
\e[0;32mOK
\e[0m 0.00
1974 cic:/Montevideo/RailroadCrossing/railroad_crossing/ini_CkC.con
\e[0;32mOK
\e[0m 0.00
1975 cic:/Montevideo/RailroadCrossing/railroad_crossing/ini_CkG.con
\e[0;32mOK
\e[0m 0.00
1976 cic:/Montevideo/RailroadCrossing/railroad_crossing/ini_CkT.con
\e[0;32mOK
\e[0m 0.00
1977 cic:/Montevideo/RailroadCrossing/railroad_crossing/TemporalOperators_TCTL/tr.var
\e[0;32mOK
\e[0m 0.00
1978 cic:/Montevideo/RailroadCrossing/railroad_crossing/TemporalOperators_Ind/tr.var
\e[0;32mOK
\e[0m 0.00
1979 cic:/Montevideo/RailroadCrossing/railroad_crossing/TemporalOperators_CTL/tr.var
\e[0;32mOK
\e[0m 0.00
1980 cic:/Montevideo/FSSecModel/SFSstate/MODE_rect.con
\e[0;32mOK
\e[0m 0.00
1981 cic:/Montevideo/FSSecModel/SFSstate/OBJECT.con
\e[0;32mOK
\e[0m 0.00
1982 cic:/Montevideo/FSSecModel/SFSstate/OBJTYPE_rect.con
\e[0;32mOK
\e[0m 0.00
1983 cic:/Montevideo/FSSecModel/SFSstate/Operation_rect.con
\e[0;32mOK
\e[0m 0.01
1984 cic:/Montevideo/FSSecModel/SFSstate/RIGHTS.ind
\e[0;32mOK
\e[0m 0.00
1985 cic:/Montevideo/FSSecModel/SFSstate/SECLEV.con
\e[0;32mOK
\e[0m 0.00
1986 cic:/Montevideo/FSSecModel/SFSstate/root.con
\e[0;32mOK
\e[0m 0.00
1987 cic:/Montevideo/FSSecModel/SFSstate/secofr.con
\e[0;32mOK
\e[0m 0.00
1988 cic:/Montevideo/FSSecModel/InitialState/SysAllGrp.con
\e[0;32mOK
\e[0m 0.00
1989 cic:/Montevideo/FSSecModel/InitialState/SysPrimaryGrp.con
\e[0;32mOK
\e[0m 0.00
1990 cic:/Montevideo/FSSecModel/InitialState/SysRootGrp.con
\e[0;32mOK
\e[0m 0.00
1991 cic:/Montevideo/FSSecModel/InitialState/SysSecAdmGrp.con
\e[0;32mOK
\e[0m 0.00
1992 cic:/Montevideo/CtlTctl/time_clocks/Clock.con
\e[0;32mOK
\e[0m 0.00
1993 cic:/Montevideo/CtlTctl/time_clocks/Instant.con
\e[0;32mOK
\e[0m 0.00
1994 cic:/Montevideo/CtlTctl/tctl/TemporalOperators_TCTL/inv.var
\e[0;32mOK
\e[0m 0.00
1995 cic:/Montevideo/CtlTctl/tctl/TemporalOperators_TCTL/tr.var
\e[0;32mOK
\e[0m 0.00
1996 cic:/Montevideo/CtlTctl/ctl/TemporalOperators_CTL/inv.var
\e[0;32mOK
\e[0m 0.00
1997 cic:/Montevideo/CtlTctl/ctl/TemporalOperators_CTL/tr.var
\e[0;32mOK
\e[0m 0.00
1998 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/TemporalOperators_Ind/inv.var
\e[0;32mOK
\e[0m 0.00
1999 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/TemporalOperators_Ind/tr.var
\e[0;32mOK
\e[0m 0.00
2000 cic:/Marseille/LTL/termination/termination/meas.var
\e[0;32mOK
\e[0m 0.00
2001 cic:/Marseille/LTL/safety/safety/init_state.var
\e[0;32mOK
\e[0m 0.00
2002 cic:/Marseille/LTL/ltl/state_formula.con
\e[0;32mOK
\e[0m 0.00
2003 cic:/Marseille/LTL/ltl/stream.ind
\e[0;32mOK
\e[0m 0.00
2004 cic:/Marseille/LTL/ltl/ltl/fair.var
\e[0;32mOK
\e[0m 0.00
2005 cic:/Marseille/LTL/ltl/ltl/init_state.var
\e[0;32mOK
\e[0m 0.00
2006 cic:/Marseille/LTL/liveness/liveness/fair.var
\e[0;32mOK
\e[0m 0.00
2007 cic:/Marseille/LTL/liveness/liveness/init_state.var
\e[0;32mOK
\e[0m 0.00
2008 cic:/Marseille/LTL/fairness/fairness/fair.var
\e[0;32mOK
\e[0m 0.00
2009 cic:/Marseille/LTL/congruence/congruence/init_state.var
\e[0;32mOK
\e[0m 0.00
2010 cic:/Marseille/GC/reachable/reachable/reachable/h.var
\e[0;32mOK
\e[0m 0.00
2011 cic:/Marseille/GC/reachable/reachable/reachable/root.var
\e[0;32mOK
\e[0m 0.00
2012 cic:/Marseille/GC/logique/LTL/state_formula.con
\e[0;32mOK
\e[0m 0.00
2013 cic:/Marseille/GC/logique/LTL/stream.ind
\e[0;32mOK
\e[0m 0.00
2014 cic:/Marseille/GC/logique/LTL/LTL/fair.var
\e[0;32mOK
\e[0m 0.00
2015 cic:/Marseille/GC/logique/LTL/LTL/init_state.var
\e[0;32mOK
\e[0m 0.00
2016 cic:/Marseille/GC/gc/parameters/color_rect.con
\e[0;32mOK
\e[0m 0.00
2017 cic:/Marseille/GC/gc/parameters/control_rect.con
\e[0;32mOK
\e[0m 0.00
2018 cic:/Marseille/GC/gc/parameters/heap.con
\e[0;32mOK
\e[0m 0.00
2019 cic:/Marseille/GC/gc/parameters/marking.con
\e[0;32mOK
\e[0m 0.00
2020 cic:/Marseille/GC/gc/parameters/rt.con
\e[0;32mOK
\e[0m 0.00
2021 cic:/Marseille/GC/gc/gc/fair.con
\e[0;32mOK
\e[0m 0.00
2022 cic:/Marseille/GC/gc/gc/label_rect.con
\e[0;32mOK
\e[0m 0.01
2023 cic:/Marseille/GC/card/card/cardinal/P.var
\e[0;32mOK
\e[0m 0.00
2024 cic:/Marseille/CCS/Trans_Sys/TS/T.var
\e[0;32mOK
\e[0m 0.00
2025 cic:/Marseille/CCS/Trans_Sys/TS/transition.var
\e[0;32mOK
\e[0m 0.00
2026 cic:/Lyon/STREAMS/GfpStreams/Streams.ind
\e[0;32mOK
\e[0m 0.00
2027 cic:/Lyon/STREAMS/GfpStreams/Streams_/A.var
\e[0;32mOK
\e[0m 0.00
2028 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/B.var
\e[0;32mOK
\e[0m 0.00
2029 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/P.var
\e[0;32mOK
\e[0m 0.00
2030 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/Q.var
\e[0;32mOK
\e[0m 0.00
2031 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/x.var
\e[0;32mOK
\e[0m 0.00
2032 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/Stream_X/x.var
\e[0;32mOK
\e[0m 0.00
2033 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/Properties/q.var
\e[0;32mOK
\e[0m 0.00
2034 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/Properties/x.var
\e[0;32mOK
\e[0m 0.00
2035 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/Lemmes/n.var
\e[0;32mOK
\e[0m 0.00
2036 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/Lemmes/p.var
\e[0;32mOK
\e[0m 0.00
2037 cic:/Lyon/PROCESSES/INTERPRETER/Processes/Processes/A.var
\e[0;32mOK
\e[0m 0.00
2038 cic:/Lyon/PROCESSES/INTERPRETER/Processes/Processes/Semantics/c.var
\e[0;32mOK
\e[0m 0.00
2039 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/List.ind
\e[0;32mOK
\e[0m 0.00
2040 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/Pointer_rect.con
\e[0;32mOK
\e[0m 0.01
2041 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/Interpreter/A.var
\e[0;32mOK
\e[0m 0.00
2042 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/Act.con
\e[0;32mOK
\e[0m 0.00
2043 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/Channel_rect.con
\e[0;32mOK
\e[0m 0.00
2044 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Processes/A.var
\e[0;32mOK
\e[0m 0.00
2045 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Processes/Semantics_of_ACProcesses/c.var
\e[0;32mOK
\e[0m 0.00
2046 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/Act.con
\e[0;32mOK
\e[0m 0.00
2047 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/Channel_rect.con
\e[0;32mOK
\e[0m 0.00
2048 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/Processes/A.var
\e[0;32mOK
\e[0m 0.00
2049 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/Processes/Weak_Bisimulations/Weak_Transitions/c.var
\e[0;32mOK
\e[0m 0.00
2050 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/Processes/Semantics_of_ACProcesses/c.var
\e[0;32mOK
\e[0m 0.00
2051 cic:/Lyon/IEEE754/tests/m.con
\e[0;32mOK
\e[0m 0.00
2052 cic:/Lyon/IEEE754/tests/t.con
\e[0;32mOK
\e[0m 0.00
2053 cic:/Lyon/IEEE754/Registers/register.ind
\e[0;32mOK
\e[0m 0.00
2054 cic:/Lyon/IEEE754/IEEE754_def/exception_rect.con
\e[0;32mOK
\e[0m 0.00
2055 cic:/Lyon/IEEE754/IEEE754_def/extended_relation.ind
\e[0;32mOK
\e[0m 0.00
2056 cic:/Lyon/IEEE754/IEEE754_def/float_type_rect.con
\e[0;32mOK
\e[0m 0.00
2057 cic:/Lyon/IEEE754/IEEE754_def/quiet.con
\e[0;32mOK
\e[0m 0.00
2058 cic:/Lyon/IEEE754/IEEE754_def/signaling_IE.con
\e[0;32mOK
\e[0m 0.00
2059 cic:/Lyon/IEEE754/IEEE754_def/trap_signal_order.con
\e[0;32mOK
\e[0m 0.00
2060 cic:/Lyon/IEEE754/IEEE754_def/tso_default.con
\e[0;32mOK
\e[0m 0.00
2061 cic:/Lyon/IEEE754/IEEE754_def/tso_max.con
\e[0;32mOK
\e[0m 0.00
2062 cic:/Lyon/IEEE754/IEEE754_def/definitions/t.var
\e[0;32mOK
\e[0m 0.00
2063 cic:/Lyon/IEEE754/Diadic/Rounding_mode_opp.con
\e[0;32mOK
\e[0m 0.00
2064 cic:/Lyon/IEEE754/Diadic/rounding_mode_rect.con
\e[0;32mOK
\e[0m 0.00
2065 cic:/Lyon/GRAPHS-BASICS/Vertices/Vertex.ind
\e[0;32mOK
\e[0m 0.00
2066 cic:/Lyon/GRAPHS-BASICS/Sets/Empty.ind
\e[0;32mOK
\e[0m 0.00
2067 cic:/Lyon/GRAPHS-BASICS/Sets/Full.ind
\e[0;32mOK
\e[0m 0.00
2068 cic:/Lyon/GRAPHS-BASICS/Sets/Single.ind
\e[0;32mOK
\e[0m 0.00
2069 cic:/Lyon/GRAPHS-BASICS/Sets/U_set.con
\e[0;32mOK
\e[0m 0.00
2070 cic:/Lyon/GRAPHS-BASICS/Enumerated/ENUMERATION/f.var
\e[0;32mOK
\e[0m 0.00
2071 cic:/Lyon/FIRING-SQUAD/vertical/verticale/triangle_base/long.var
\e[0;32mOK
\e[0m 0.00
2072 cic:/Lyon/FIRING-SQUAD/vertical/verticale/triangle_base/t.var
\e[0;32mOK
\e[0m 0.00
2073 cic:/Lyon/FIRING-SQUAD/trapeze/trapezes/deux_trapeze/t.var
\e[0;32mOK
\e[0m 0.00
2074 cic:/Lyon/FIRING-SQUAD/trapeze/trapezes/deux_trapeze/x.var
\e[0;32mOK
\e[0m 0.00
2075 cic:/Lyon/FIRING-SQUAD/trapeze/trapezes/C_trapeze/Cas_particulier/t.var
\e[0;32mOK
\e[0m 0.00
2076 cic:/Lyon/FIRING-SQUAD/trapeze/trapezes/C_trapeze/Cas_particulier/x.var
\e[0;32mOK
\e[0m 0.00
2077 cic:/Lyon/FIRING-SQUAD/sommet/sommet/cas_particuliers/quatre/t.var
\e[0;32mOK
\e[0m 0.00
2078 cic:/Lyon/FIRING-SQUAD/sommet/sommet/cas_particuliers/quatre/x.var
\e[0;32mOK
\e[0m 0.00
2079 cic:/Lyon/FIRING-SQUAD/sommet/sommet/cas_particuliers/cinq/t.var
\e[0;32mOK
\e[0m 0.00
2080 cic:/Lyon/FIRING-SQUAD/sommet/sommet/cas_particuliers/cinq/x.var
\e[0;32mOK
\e[0m 0.00
2081 cic:/Lyon/FIRING-SQUAD/reflection/reflect/triangle_sup/cote.var
\e[0;32mOK
\e[0m 0.00
2082 cic:/Lyon/FIRING-SQUAD/reflection/reflect/triangle_sup/t.var
\e[0;32mOK
\e[0m 0.00
2083 cic:/Lyon/FIRING-SQUAD/reflection/reflect/triangle_sup/x.var
\e[0;32mOK
\e[0m 0.00
2084 cic:/Lyon/FIRING-SQUAD/reflection/reflect/construction/cote.var
\e[0;32mOK
\e[0m 0.00
2085 cic:/Lyon/FIRING-SQUAD/reflection/reflect/construction/t.var
\e[0;32mOK
\e[0m 0.00
2086 cic:/Lyon/FIRING-SQUAD/reflection/reflect/construction/x.var
\e[0;32mOK
\e[0m 0.00
2087 cic:/Lyon/FIRING-SQUAD/reflection/reflect/Z_verticale/cote.var
\e[0;32mOK
\e[0m 0.00
2088 cic:/Lyon/FIRING-SQUAD/reflection/reflect/Z_verticale/t.var
\e[0;32mOK
\e[0m 0.00
2089 cic:/Lyon/FIRING-SQUAD/reflection/reflect/Z_verticale/x.var
\e[0;32mOK
\e[0m 0.00
2090 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/cote.var
\e[0;32mOK
\e[0m 0.00
2091 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/t.var
\e[0;32mOK
\e[0m 0.00
2092 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/x.var
\e[0;32mOK
\e[0m 0.00
2093 cic:/Lyon/FIRING-SQUAD/bib/Local_Prop.con
\e[0;32mOK
\e[0m 0.00
2094 cic:/Lyon/FIRING-SQUAD/bib/and_impl.con
\e[0;32mOK
\e[0m 0.00
2095 cic:/Lyon/FIRING-SQUAD/bib/cinq.con
\e[0;32mOK
\e[0m 0.00
2096 cic:/Lyon/FIRING-SQUAD/bib/deux.con
\e[0;32mOK
\e[0m 0.00
2097 cic:/Lyon/FIRING-SQUAD/bib/even.ind
\e[0;32mOK
\e[0m 0.00
2098 cic:/Lyon/FIRING-SQUAD/bib/huit.con
\e[0;32mOK
\e[0m 0.00
2099 cic:/Lyon/FIRING-SQUAD/bib/ifdec.con
\e[0;32mOK
\e[0m 0.00
2100 cic:/Lyon/FIRING-SQUAD/bib/neuf.con
\e[0;32mOK
\e[0m 0.00
2101 cic:/Lyon/FIRING-SQUAD/bib/quatre.con
\e[0;32mOK
\e[0m 0.00
2102 cic:/Lyon/FIRING-SQUAD/bib/sept.con
\e[0;32mOK
\e[0m 0.00
2103 cic:/Lyon/FIRING-SQUAD/bib/six.con
\e[0;32mOK
\e[0m 0.00
2104 cic:/Lyon/FIRING-SQUAD/bib/trois.con
\e[0;32mOK
\e[0m 0.00
2105 cic:/Lyon/FIRING-SQUAD/bib/un.con
\e[0;32mOK
\e[0m 0.00
2106 cic:/Lyon/FIRING-SQUAD/basic/construction2/cote.var
\e[0;32mOK
\e[0m 0.00
2107 cic:/Lyon/FIRING-SQUAD/basic/construction2/t.var
\e[0;32mOK
\e[0m 0.00
2108 cic:/Lyon/FIRING-SQUAD/basic/construction2/x.var
\e[0;32mOK
\e[0m 0.00
2109 cic:/Lyon/FIRING-SQUAD/autom/Couleur_rect.con
\e[0;32mOK
\e[0m 0.00
2110 cic:/Lyon/FIRING-SQUAD/autom/N.con
\e[0;32mOK
\e[0m 0.00
2111 cic:/Lyon/FIRING-SQUAD/autom/Transition_A_A.con
\e[0;32mOK
\e[0m 0.00
2112 cic:/Lyon/FIRING-SQUAD/autom/Transition_A_B.con
\e[0;32mOK
\e[0m 0.00
2113 cic:/Lyon/FIRING-SQUAD/autom/Transition_A_L.con
\e[0;32mOK
\e[0m 0.00
2114 cic:/Lyon/FIRING-SQUAD/autom/Transition_B_A.con
\e[0;32mOK
\e[0m 0.00
2115 cic:/Lyon/FIRING-SQUAD/autom/Transition_B_B.con
\e[0;32mOK
\e[0m 0.00
2116 cic:/Lyon/FIRING-SQUAD/autom/Transition_B_C.con
\e[0;32mOK
\e[0m 0.00
2117 cic:/Lyon/FIRING-SQUAD/autom/Transition_C_B.con
\e[0;32mOK
\e[0m 0.00
2118 cic:/Lyon/FIRING-SQUAD/autom/Transition_C_C.con
\e[0;32mOK
\e[0m 0.00
2119 cic:/Lyon/FIRING-SQUAD/autom/Transition_C_L.con
\e[0;32mOK
\e[0m 0.00
2120 cic:/Lyon/FIRING-SQUAD/autom/Transition_G_B.con
\e[0;32mOK
\e[0m 0.00
2121 cic:/Lyon/FIRING-SQUAD/autom/Transition_G_L.con
\e[0;32mOK
\e[0m 0.00
2122 cic:/Lyon/FIRING-SQUAD/autom/Transition_L_A.con
\e[0;32mOK
\e[0m 0.00
2123 cic:/Lyon/FIRING-SQUAD/autom/Transition_L_B.con
\e[0;32mOK
\e[0m 0.00
2124 cic:/Lyon/FIRING-SQUAD/autom/Transition_L_C.con
\e[0;32mOK
\e[0m 0.00
2125 cic:/Lyon/FIRING-SQUAD/autom/Transition__G_G.con
\e[0;32mOK
\e[0m 0.00
2126 cic:/Lyon/FIRING-SQUAD/autom/Transition__G_L.con
\e[0;32mOK
\e[0m 0.00
2127 cic:/Lyon/FIRING-SQUAD/algo/NTH/dft.var
\e[0;32mOK
\e[0m 0.00
2128 cic:/Lyon/COINDUCTIVES/STREAMS/Specified_Streams/SStream.ind
\e[0;32mOK
\e[0m 0.00
2129 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/St2.ind
\e[0;32mOK
\e[0m 0.00
2130 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Times_rect.con
\e[0;32mOK
\e[0m 0.00
2131 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Stream_Equalities/Example/f.var
\e[0;32mOK
\e[0m 0.00
2132 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Examples/Map/f.var
\e[0;32mOK
\e[0m 0.00
2133 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/St.ind
\e[0;32mOK
\e[0m 0.00
2134 cic:/Lyon/COINDUCTIVES/ARITH/Omega/EqNat.ind
\e[0;32mOK
\e[0m 0.00
2135 cic:/Lyon/COINDUCTIVES/ARITH/Omega/Le.ind
\e[0;32mOK
\e[0m 0.00
2136 cic:/Lyon/COINDUCTIVES/ARITH/Omega/Nat_unfold.con
\e[0;32mOK
\e[0m 0.00
2137 cic:/Lyon/COINDUCTIVES/ARITH/Omega/OO.con
\e[0;32mOK
\e[0m 0.00
2138 cic:/Lyon/COINDUCTIVES/ARITH/Omega/Plus.con
\e[0;32mOK
\e[0m 0.00
2139 cic:/Lyon/COINDUCTIVES/ARITH/Omega/ntoN.con
\e[0;32mOK
\e[0m 0.00
2140 cic:/Lyon/COINDUCTIVES/ARITH/Omega/Arithmetic_with_an_explicit_infinity/Plus.var
\e[0;32mOK
\e[0m 0.00
2141 cic:/Lyon/COINDUCTIVES/ARITH/Omega/Arithmetic_with_an_explicit_infinity/The_Infinity/OO.var
\e[0;32mOK
\e[0m 0.00
2142 cic:/Lyon/COINDUCTIVES/ARITH/Acc_and_Inf/Accesible_and_Infinte/R.var
\e[0;32mOK
\e[0m 0.00
2143 cic:/Lyon/CIRCUITS/Streams/Streams/F.var
\e[0;32mOK
\e[0m 0.00
2144 cic:/Lyon/CIRCUITS/Streams/Streams/Invariant_Stream/Q.var
\e[0;32mOK
\e[0m 0.00
2145 cic:/Lyon/CIRCUITS/Streams/Streams/Invariant_Implementation/Inv.var
\e[0;32mOK
\e[0m 0.00
2146 cic:/Lyon/CIRCUITS/Streams/Streams/Invariant_Implementation/h.var
\e[0;32mOK
\e[0m 0.00
2147 cic:/Lyon/CIRCUITS/Streams/Streams/Invariant_Implementation/t.var
\e[0;32mOK
\e[0m 0.00
2148 cic:/Lyon/CIRCUITS/Streams/Streams/Invariant_Implementation/x.var
\e[0;32mOK
\e[0m 0.00
2149 cic:/Lyon/CIRCUITS/Streams/Streams/Invariant_Implementation/Nth_Implementation/Q.var
\e[0;32mOK
\e[0m 0.00
2150 cic:/Lyon/CIRCUITS/Multiplier/Mux.con
\e[0;32mOK
\e[0m 0.00
2151 cic:/Lyon/CIRCUITS/Multiplier/TI.ind
\e[0;32mOK
\e[0m 0.00
2152 cic:/Lyon/CIRCUITS/Multiplier/TO.ind
\e[0;32mOK
\e[0m 0.00
2153 cic:/Lyon/CIRCUITS/Multiplier/TR.ind
\e[0;32mOK
\e[0m 0.00
2154 cic:/Lyon/CIRCUITS/Multiplier/Multiplier_circuit/ri1.var
\e[0;32mOK
\e[0m 0.00
2155 cic:/Lyon/CIRCUITS/Multiplier/Multiplier_circuit/ri2.var
\e[0;32mOK
\e[0m 0.00
2156 cic:/Lyon/CIRCUITS/Multiplier/Constant_Str/a.var
\e[0;32mOK
\e[0m 0.00
2157 cic:/Lyon/CIRCUITS/Multiplier/Constant_Str/b.var
\e[0;32mOK
\e[0m 0.00
2158 cic:/Lyon/CIRCUITS/GFP/nu.ind
\e[0;32mOK
\e[0m 0.00
2159 cic:/Lyon/CIRCUITS/GFP/Greatest_Fixpoints/FMON.var
\e[0;32mOK
\e[0m 0.00
2160 cic:/Lyon/CIRCUITS/Circ/Circuits/output.var
\e[0;32mOK
\e[0m 0.00
2161 cic:/Lyon/CIRCUITS/Circ/Circuits/update.var
\e[0;32mOK
\e[0m 0.00
2162 cic:/Lyon/CIRCUITS/Circ/Circuits/CircProof/P.var
\e[0;32mOK
\e[0m 0.00
2163 cic:/Lyon/CIRCUITS/Circ/Circuits/CircProof/inv.var
\e[0;32mOK
\e[0m 0.00
2164 cic:/Lyon/CIRCUITS/Circ/Circuits/CircProof/r0.var
\e[0;32mOK
\e[0m 0.00
2165 cic:/Lyon/AUTOMATA/Relations/Relations/R.var
\e[0;32mOK
\e[0m 0.00
2166 cic:/Lyon/AUTOMATA/Ensf_types/Ensf.ind
\e[0;32mOK
\e[0m 0.00
2167 cic:/Lannion/polycont/huffman/direction_rect.con
\e[0;32mOK
\e[0m 0.00
2168 cic:/Lannion/polycont/huffman/tree.ind
\e[0;32mOK
\e[0m 0.00
2169 cic:/Lannion/polycont/huffman/sec_dom/a.var
\e[0;32mOK
\e[0m 0.00
2170 cic:/Lannion/polycont/copy_cheat/color_rect.con
\e[0;32mOK
\e[0m 0.00
2171 cic:/Lannion/polycont/copy_cheat/tree1.ind
\e[0;32mOK
\e[0m 0.00
2172 cic:/Lannion/polycont/copy/color_rect.con
\e[0;32mOK
\e[0m 0.00
2173 cic:/Lannion/polycont/copy/tree1.ind
\e[0;32mOK
\e[0m 0.00
2174 cic:/Lannion/polycont/Mx_defs/Mx_bind.con
\e[0;32mOK
\e[0m 0.00
2175 cic:/Lannion/polycont/Mx_defs/Mx_raise.con
\e[0;32mOK
\e[0m 0.00
2176 cic:/Lannion/polycont/Mx_defs/Mx_try.con
\e[0;32mOK
\e[0m 0.00
2177 cic:/Lannion/polycont/Mx_defs/Mx_unit.con
\e[0;32mOK
\e[0m 0.00
2178 cic:/Lannion/continuations/weight/tree/tree.ind
\e[0;32mOK
\e[0m 0.00
2179 cic:/Lannion/continuations/weight/tree/func_pred/bin.var
\e[0;32mOK
\e[0m 0.00
2180 cic:/Lannion/continuations/weight/specif/Texc_rect.con
\e[0;32mOK
\e[0m 0.00
2181 cic:/Lannion/continuations/weight/specif/boolexc.ind
\e[0;32mOK
\e[0m 0.00
2182 cic:/Lannion/continuations/weight/specif/list.ind
\e[0;32mOK
\e[0m 0.00
2183 cic:/Lannion/continuations/weight/decl_exc/Txlev_rect.con
\e[0;32mOK
\e[0m 0.00
2184 cic:/Lannion/continuations/weight/decl_exc/Txval.ind
\e[0;32mOK
\e[0m 0.00
2185 cic:/Lannion/continuations/weight/Nxaccu_ex/algorithms/e.var
\e[0;32mOK
\e[0m 0.00
2186 cic:/Lannion/continuations/cps/cps_Nx/Nxglob.con
\e[0;32mOK
\e[0m 0.00
2187 cic:/Lannion/continuations/cps/cps_Nx/defcont/e.var
\e[0;32mOK
\e[0m 0.00
2188 cic:/Lannion/continuations/cps/cps_Nmx/defcont/Txval.var
\e[0;32mOK
\e[0m 0.00
2189 cic:/Lannion/continuations/cps/cps_N/N_glob.con
\e[0;32mOK
\e[0m 0.00
2190 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/fun_.con
\e[0;32mOK
\e[0m 0.00
2191 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/list_nat.ind
\e[0;32mOK
\e[0m 0.00
2192 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/var.con
\e[0;32mOK
\e[0m 0.00
2193 cic:/Lannion/continuations/FOUnify_cps/nat_complements/P_S.con
\e[0;32mOK
\e[0m 0.00
2194 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/algorithmes/e.var
\e[0;32mOK
\e[0m 0.00
2195 cic:/IdealX/idx-assoc/Option/option_rect.con
\e[0;32mOK
\e[0m 0.00
2196 cic:/IdealX/idx-assoc/Assoc/Tuple.ind
\e[0;32mOK
\e[0m 0.00
2197 cic:/IdealX/idx-assoc/Assoc/assoc_eqm.con
\e[0;32mOK
\e[0m 0.00
2198 cic:/Eindhoven/POCKLINGTON/list/alllist.con
\e[0;32mOK
\e[0m 0.00
2199 cic:/Eindhoven/POCKLINGTON/list/exlist.con
\e[0;32mOK
\e[0m 0.00
2200 cic:/Eindhoven/POCKLINGTON/list/length.con
\e[0;32mOK
\e[0m 0.00
2201 cic:/Eindhoven/POCKLINGTON/list/list_rect.con
\e[0;32mOK
\e[0m 0.00
2202 cic:/Eindhoven/POCKLINGTON/list/map.con
\e[0;32mOK
\e[0m 0.00
2203 cic:/Eindhoven/POCKLINGTON/list/natlist.con
\e[0;32mOK
\e[0m 0.00
2204 cic:/Eindhoven/POCKLINGTON/dec/allbefore.con
\e[0;32mOK
\e[0m 0.01
2205 cic:/Eindhoven/POCKLINGTON/dec/exbefore.con
\e[0;32mOK
\e[0m 0.00
2206 cic:/Eindhoven/POCKLINGTON/dec/istrue.con
\e[0;32mOK
\e[0m 0.00
2207 cic:/Dyade/Otway-Rees/securite/Aid.con
\e[0;32mOK
\e[0m 0.00
2208 cic:/Dyade/Otway-Rees/securite/Bid.con
\e[0;32mOK
\e[0m 0.00
2209 cic:/Dyade/Otway-Rees/securite/K.ind
\e[0;32mOK
\e[0m 0.00
2210 cic:/Dyade/Otway-Rees/securite/SState.ind
\e[0;32mOK
\e[0m 0.00
2211 cic:/Coq/romega/ReflOmegaCore/PropList_rect.con
\e[0;32mOK
\e[0m 0.00
2212 cic:/Coq/romega/ReflOmegaCore/direction_rect.con
\e[0;32mOK
\e[0m 0.00
2213 cic:/Coq/romega/ReflOmegaCore/eq_nat.con
\e[0;32mOK
\e[0m 0.00
2214 cic:/Coq/romega/ReflOmegaCore/eq_pos.con
\e[0;32mOK
\e[0m 0.00
2215 cic:/Coq/romega/ReflOmegaCore/nthProp.con
\e[0;32mOK
\e[0m 0.00
2216 cic:/Coq/romega/ReflOmegaCore/p_step.ind
\e[0;32mOK
\e[0m 0.00
2217 cic:/Coq/romega/ReflOmegaCore/step_rect.con
\e[0;32mOK
\e[0m 0.01
2218 cic:/Coq/romega/ReflOmegaCore/t_fusion_rect.con
\e[0;32mOK
\e[0m 0.00
2219 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Aeq.var
\e[0;32mOK
\e[0m 0.00
2220 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Aequiv.var
\e[0;32mOK
\e[0m 0.00
2221 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Amult.var
\e[0;32mOK
\e[0m 0.00
2222 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Aone.var
\e[0;32mOK
\e[0m 0.00
2223 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Aopp.var
\e[0;32mOK
\e[0m 0.00
2224 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Aplus.var
\e[0;32mOK
\e[0m 0.00
2225 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Azero.var
\e[0;32mOK
\e[0m 0.00
2226 cic:/Coq/ring/Setoid_ring_normalize/setpolynomial.ind
\e[0;32mOK
\e[0m 0.00
2227 cic:/Coq/ring/Setoid_ring_normalize/setspolynomial.ind
\e[0;32mOK
\e[0m 0.00
2228 cic:/Coq/ring/Setoid_ring_normalize/varlist.ind
\e[0;32mOK
\e[0m 0.00
2229 cic:/Coq/ring/Setoid_ring_normalize/setoid/Aeq.var
\e[0;32mOK
\e[0m 0.00
2230 cic:/Coq/ring/Setoid_ring_normalize/setoid/Aequiv.var
\e[0;32mOK
\e[0m 0.00
2231 cic:/Coq/ring/Setoid_ring_normalize/setoid/Amult.var
\e[0;32mOK
\e[0m 0.00
2232 cic:/Coq/ring/Setoid_ring_normalize/setoid/Aone.var
\e[0;32mOK
\e[0m 0.00
2233 cic:/Coq/ring/Setoid_ring_normalize/setoid/Aopp.var
\e[0;32mOK
\e[0m 0.00
2234 cic:/Coq/ring/Setoid_ring_normalize/setoid/Aplus.var
\e[0;32mOK
\e[0m 0.00
2235 cic:/Coq/ring/Setoid_ring_normalize/setoid/Azero.var
\e[0;32mOK
\e[0m 0.00
2236 cic:/Coq/ring/Ring_theory/Theory_of_semi_rings/Aeq.var
\e[0;32mOK
\e[0m 0.00
2237 cic:/Coq/ring/Ring_theory/Theory_of_semi_rings/Amult.var
\e[0;32mOK
\e[0m 0.00
2238 cic:/Coq/ring/Ring_theory/Theory_of_semi_rings/Aone.var
\e[0;32mOK
\e[0m 0.00
2239 cic:/Coq/ring/Ring_theory/Theory_of_semi_rings/Aplus.var
\e[0;32mOK
\e[0m 0.00
2240 cic:/Coq/ring/Ring_theory/Theory_of_semi_rings/Azero.var
\e[0;32mOK
\e[0m 0.00
2241 cic:/Coq/ring/Ring_theory/Theory_of_rings/Aeq.var
\e[0;32mOK
\e[0m 0.00
2242 cic:/Coq/ring/Ring_theory/Theory_of_rings/Amult.var
\e[0;32mOK
\e[0m 0.00
2243 cic:/Coq/ring/Ring_theory/Theory_of_rings/Aone.var
\e[0;32mOK
\e[0m 0.00
2244 cic:/Coq/ring/Ring_theory/Theory_of_rings/Aopp.var
\e[0;32mOK
\e[0m 0.00
2245 cic:/Coq/ring/Ring_theory/Theory_of_rings/Aplus.var
\e[0;32mOK
\e[0m 0.00
2246 cic:/Coq/ring/Ring_theory/Theory_of_rings/Azero.var
\e[0;32mOK
\e[0m 0.00
2247 cic:/Coq/ring/Ring_normalize/polynomial.ind
\e[0;32mOK
\e[0m 0.00
2248 cic:/Coq/ring/Ring_normalize/spolynomial.ind
\e[0;32mOK
\e[0m 0.00
2249 cic:/Coq/ring/Ring_normalize/varlist.ind
\e[0;32mOK
\e[0m 0.00
2250 cic:/Coq/ring/Ring_normalize/semi_rings/Aeq.var
\e[0;32mOK
\e[0m 0.00
2251 cic:/Coq/ring/Ring_normalize/semi_rings/Amult.var
\e[0;32mOK
\e[0m 0.00
2252 cic:/Coq/ring/Ring_normalize/semi_rings/Aone.var
\e[0;32mOK
\e[0m 0.00
2253 cic:/Coq/ring/Ring_normalize/semi_rings/Aplus.var
\e[0;32mOK
\e[0m 0.00
2254 cic:/Coq/ring/Ring_normalize/semi_rings/Azero.var
\e[0;32mOK
\e[0m 0.00
2255 cic:/Coq/ring/Ring_normalize/rings/Aeq.var
\e[0;32mOK
\e[0m 0.00
2256 cic:/Coq/ring/Ring_normalize/rings/Amult.var
\e[0;32mOK
\e[0m 0.00
2257 cic:/Coq/ring/Ring_normalize/rings/Aone.var
\e[0;32mOK
\e[0m 0.00
2258 cic:/Coq/ring/Ring_normalize/rings/Aopp.var
\e[0;32mOK
\e[0m 0.00
2259 cic:/Coq/ring/Ring_normalize/rings/Aplus.var
\e[0;32mOK
\e[0m 0.00
2260 cic:/Coq/ring/Ring_normalize/rings/Azero.var
\e[0;32mOK
\e[0m 0.00
2261 cic:/Coq/ring/Ring_abstract/apolynomial.ind
\e[0;32mOK
\e[0m 0.00
2262 cic:/Coq/ring/Ring_abstract/aspolynomial.ind
\e[0;32mOK
\e[0m 0.00
2263 cic:/Coq/ring/Ring_abstract/abstract_semi_rings/Aeq.var
\e[0;32mOK
\e[0m 0.00
2264 cic:/Coq/ring/Ring_abstract/abstract_semi_rings/Amult.var
\e[0;32mOK
\e[0m 0.00
2265 cic:/Coq/ring/Ring_abstract/abstract_semi_rings/Aone.var
\e[0;32mOK
\e[0m 0.00
2266 cic:/Coq/ring/Ring_abstract/abstract_semi_rings/Aplus.var
\e[0;32mOK
\e[0m 0.00
2267 cic:/Coq/ring/Ring_abstract/abstract_semi_rings/Azero.var
\e[0;32mOK
\e[0m 0.00
2268 cic:/Coq/ring/Ring_abstract/abstract_rings/Aeq.var
\e[0;32mOK
\e[0m 0.00
2269 cic:/Coq/ring/Ring_abstract/abstract_rings/Amult.var
\e[0;32mOK
\e[0m 0.00
2270 cic:/Coq/ring/Ring_abstract/abstract_rings/Aone.var
\e[0;32mOK
\e[0m 0.00
2271 cic:/Coq/ring/Ring_abstract/abstract_rings/Aopp.var
\e[0;32mOK
\e[0m 0.00
2272 cic:/Coq/ring/Ring_abstract/abstract_rings/Aplus.var
\e[0;32mOK
\e[0m 0.00
2273 cic:/Coq/ring/Ring_abstract/abstract_rings/Azero.var
\e[0;32mOK
\e[0m 0.00
2274 cic:/Coq/ring/Quote/index_eq.con
\e[0;32mOK
\e[0m 0.00
2275 cic:/Coq/ring/Quote/index_lt.con
\e[0;32mOK
\e[0m 0.00
2276 cic:/Coq/ring/Quote/index_rect.con
\e[0;32mOK
\e[0m 0.00
2277 cic:/Coq/ring/Quote/varmap.ind
\e[0;32mOK
\e[0m 0.00
2278 cic:/Coq/ring/ArithRing/nateq.con
\e[0;32mOK
\e[0m 0.00
2279 cic:/Coq/field/Field_Theory/ExprA.ind
\e[0;32mOK
\e[0m 0.00
2280 cic:/Coq/field/Field_Compl/appT.con
\e[0;32mOK
\e[0m 0.00
2281 cic:/Coq/field/Field_Compl/field_rel_option_rect.con
\e[0;32mOK
\e[0m 0.01
2282 cic:/Coq/field/Field_Compl/fstT.con
\e[0;32mOK
\e[0m 0.00
2283 cic:/Coq/field/Field_Compl/listT_rect.con
\e[0;32mOK
\e[0m 0.01
2284 cic:/Coq/field/Field_Compl/prodT_rect.con
\e[0;32mOK
\e[0m 0.00
2285 cic:/Coq/field/Field_Compl/sndT.con
\e[0;32mOK
\e[0m 0.00
2286 cic:/Coq/ZArith/Zmisc/iter_nat.con
\e[0;32mOK
\e[0m 0.00
2287 cic:/Coq/ZArith/Zmisc/iter_pos.con
\e[0;32mOK
\e[0m 0.00
2288 cic:/Coq/ZArith/Zlogarithm/Is_power.con
\e[0;32mOK
\e[0m 0.00
2289 cic:/Coq/ZArith/Zcomplements/floor_pos.con
\e[0;32mOK
\e[0m 0.00
2290 cic:/Coq/ZArith/Zcompare/rename.con
\e[0;32mOK
\e[0m 0.00
2291 cic:/Coq/ZArith/BinInt/Z.ind
\e[0;32mOK
\e[0m 0.00
2292 cic:/Coq/Wellfounded/Well_Ordering/WellOrdering/B.var
\e[0;32mOK
\e[0m 0.00
2293 cic:/Coq/Wellfounded/Well_Ordering/Characterisation_wf_relations/leA.var
\e[0;32mOK
\e[0m 0.00
2294 cic:/Coq/Wellfounded/Lexicographic_Product/Wf_Symmetric_Product/leA.var
\e[0;32mOK
\e[0m 0.00
2295 cic:/Coq/Wellfounded/Lexicographic_Product/Wf_Symmetric_Product/leB.var
\e[0;32mOK
\e[0m 0.00
2296 cic:/Coq/Wellfounded/Lexicographic_Product/WfLexicographic_Product/B.var
\e[0;32mOK
\e[0m 0.00
2297 cic:/Coq/Wellfounded/Lexicographic_Product/WfLexicographic_Product/leA.var
\e[0;32mOK
\e[0m 0.00
2298 cic:/Coq/Wellfounded/Lexicographic_Product/Swap/R.var
\e[0;32mOK
\e[0m 0.00
2299 cic:/Coq/Wellfounded/Lexicographic_Exponentiation/Wf_Lexicographic_Exponentiation/leA.var
\e[0;32mOK
\e[0m 0.00
2300 cic:/Coq/Wellfounded/Inverse_Image/Inverse_Image/F.var
\e[0;32mOK
\e[0m 0.00
2301 cic:/Coq/Wellfounded/Inverse_Image/Inverse_Image/R.var
\e[0;32mOK
\e[0m 0.00
2302 cic:/Coq/Wellfounded/Inverse_Image/Inverse_Image/f.var
\e[0;32mOK
\e[0m 0.00
2303 cic:/Coq/Wellfounded/Inclusion/WfInclusion/R1.var
\e[0;32mOK
\e[0m 0.00
2304 cic:/Coq/Wellfounded/Inclusion/WfInclusion/R2.var
\e[0;32mOK
\e[0m 0.00
2305 cic:/Coq/Wellfounded/Disjoint_Union/Wf_Disjoint_Union/leA.var
\e[0;32mOK
\e[0m 0.00
2306 cic:/Coq/Wellfounded/Disjoint_Union/Wf_Disjoint_Union/leB.var
\e[0;32mOK
\e[0m 0.00
2307 cic:/Coq/Sorting/Heap/Tree.ind
\e[0;32mOK
\e[0m 0.00
2308 cic:/Coq/Sets/Uniset/uniset.ind
\e[0;32mOK
\e[0m 0.00
2309 cic:/Coq/Sets/Uniset/defs/eqA.var
\e[0;32mOK
\e[0m 0.00
2310 cic:/Coq/Sets/Relations_1/Relation.con
\e[0;32mOK
\e[0m 0.00
2311 cic:/Coq/Sets/Permut/Axiomatisation/cong.var
\e[0;32mOK
\e[0m 0.00
2312 cic:/Coq/Sets/Permut/Axiomatisation/op.var
\e[0;32mOK
\e[0m 0.00
2313 cic:/Coq/Sets/Multiset/multiset.ind
\e[0;32mOK
\e[0m 0.00
2314 cic:/Coq/Sets/Multiset/multiset_defs/eqA.var
\e[0;32mOK
\e[0m 0.00
2315 cic:/Coq/Sets/Integers/Integers.ind
\e[0;32mOK
\e[0m 0.00
2316 cic:/Coq/Sets/Image/injective.con
\e[0;32mOK
\e[0m 0.00
2317 cic:/Coq/Sets/Ensembles/Couple.ind
\e[0;32mOK
\e[0m 0.00
2318 cic:/Coq/Sets/Ensembles/Empty_set.ind
\e[0;32mOK
\e[0m 0.00
2319 cic:/Coq/Sets/Ensembles/Ensemble.con
\e[0;32mOK
\e[0m 0.00
2320 cic:/Coq/Sets/Ensembles/Full_set.ind
\e[0;32mOK
\e[0m 0.00
2321 cic:/Coq/Sets/Ensembles/Singleton.ind
\e[0;32mOK
\e[0m 0.00
2322 cic:/Coq/Sets/Ensembles/Triple.ind
\e[0;32mOK
\e[0m 0.00
2323 cic:/Coq/Setoids/Setoid/Setoid/Aeq.var
\e[0;32mOK
\e[0m 0.00
2324 cic:/Coq/Relations/Rstar/commut.con
\e[0;32mOK
\e[0m 0.00
2325 cic:/Coq/Relations/Rstar/Rstar/R.var
\e[0;32mOK
\e[0m 0.00
2326 cic:/Coq/Relations/Relation_Operators/Symmetric_Product/leA.var
\e[0;32mOK
\e[0m 0.00
2327 cic:/Coq/Relations/Relation_Operators/Symmetric_Product/leB.var
\e[0;32mOK
\e[0m 0.00
2328 cic:/Coq/Relations/Relation_Operators/Swap/R.var
\e[0;32mOK
\e[0m 0.00
2329 cic:/Coq/Relations/Relation_Operators/Lexicographic_Product/B.var
\e[0;32mOK
\e[0m 0.00
2330 cic:/Coq/Relations/Relation_Operators/Lexicographic_Product/leA.var
\e[0;32mOK
\e[0m 0.00
2331 cic:/Coq/Relations/Relation_Operators/Lexicographic_Exponentiation/leA.var
\e[0;32mOK
\e[0m 0.00
2332 cic:/Coq/Relations/Relation_Operators/Disjoint_Union/leA.var
\e[0;32mOK
\e[0m 0.00
2333 cic:/Coq/Relations/Relation_Operators/Disjoint_Union/leB.var
\e[0;32mOK
\e[0m 0.00
2334 cic:/Coq/Relations/Relation_Definitions/relation.con
\e[0;32mOK
\e[0m 0.00
2335 cic:/Coq/Relations/Newman/Newman/R.var
\e[0;32mOK
\e[0m 0.00
2336 cic:/Coq/Relations/Newman/Newman/Newman_section/Induct/x.var
\e[0;32mOK
\e[0m 0.00
2337 cic:/Coq/Relations/Newman/Newman/Newman_section/Induct/y.var
\e[0;32mOK
\e[0m 0.00
2338 cic:/Coq/Relations/Newman/Newman/Newman_section/Induct/z.var
\e[0;32mOK
\e[0m 0.00
2339 cic:/Coq/Relations/Newman/Newman/Newman_section/Induct/Newman_/u.var
\e[0;32mOK
\e[0m 0.00
2340 cic:/Coq/Reals/Rtopology/family.ind
\e[0;32mOK
\e[0m 0.00
2341 cic:/Coq/Reals/Rtopology/image_dir.con
\e[0;32mOK
\e[0m 0.00
2342 cic:/Coq/Reals/Rtopology/image_rec.con
\e[0;32mOK
\e[0m 0.00
2343 cic:/Coq/Reals/Rtopology/included.con
\e[0;32mOK
\e[0m 0.00
2344 cic:/Coq/Reals/Rtopology/intersection_domain.con
\e[0;32mOK
\e[0m 0.00
2345 cic:/Coq/Reals/Rtopology/union_domain.con
\e[0;32mOK
\e[0m 0.00
2346 cic:/Coq/Reals/Rsigma/Sigma/f.var
\e[0;32mOK
\e[0m 0.02
2347 cic:/Coq/Reals/Rseries/sequence/Un.var
\e[0;32mOK
\e[0m 0.01
2348 cic:/Coq/Reals/Rseries/Isequence/An.var
\e[0;32mOK
\e[0m 0.01
2349 cic:/Coq/Reals/Rlimit/Dgf.con
\e[0;32mOK
\e[0m 0.00
2350 cic:/Coq/Reals/Rdefinitions/R0.con
\e[0;32mOK
\e[0m 0.00
2351 cic:/Coq/Reals/Rdefinitions/R1.con
\e[0;32mOK
\e[0m 0.00
2352 cic:/Coq/Reals/Rdefinitions/Rinv.con
\e[0;32mOK
\e[0m 0.00
2353 cic:/Coq/Reals/Rdefinitions/Rlt.con
\e[0;32mOK
\e[0m 0.00
2354 cic:/Coq/Reals/Rdefinitions/Rmult.con
\e[0;32mOK
\e[0m 0.00
2355 cic:/Coq/Reals/Rdefinitions/Ropp.con
\e[0;32mOK
\e[0m 0.00
2356 cic:/Coq/Reals/Rdefinitions/Rplus.con
\e[0;32mOK
\e[0m 0.00
2357 cic:/Coq/Reals/Ranalysis1/comp.con
\e[0;32mOK
\e[0m 0.00
2358 cic:/Coq/Reals/Ranalysis1/constant.con
\e[0;32mOK
\e[0m 0.00
2359 cic:/Coq/Reals/Ranalysis1/constant_D_eq.con
\e[0;32mOK
\e[0m 0.00
2360 cic:/Coq/Reals/Ranalysis1/fct_cte.con
\e[0;32mOK
\e[0m 0.00
2361 cic:/Coq/Reals/Ranalysis1/id.con
\e[0;32mOK
\e[0m 0.00
2362 cic:/Coq/Reals/Ranalysis1/no_cond.con
\e[0;32mOK
\e[0m 0.00
2363 cic:/Coq/Reals/Ranalysis/AppVar.con
\e[0;32mOK
\e[0m 0.00
2364 cic:/Coq/Reals/RList/Rlist.ind
\e[0;32mOK
\e[0m 0.00
2365 cic:/Coq/NArith/BinPos/Pcompare.con
\e[0;32mOK
\e[0m 0.00
2366 cic:/Coq/NArith/BinPos/Pdiv2.con
\e[0;32mOK
\e[0m 0.00
2367 cic:/Coq/NArith/BinPos/Pdouble_minus_one.con
\e[0;32mOK
\e[0m 0.00
2368 cic:/Coq/NArith/BinPos/Psucc.con
\e[0;32mOK
\e[0m 0.00
2369 cic:/Coq/NArith/BinPos/positive_mask.ind
\e[0;32mOK
\e[0m 0.00
2370 cic:/Coq/NArith/BinPos/positive_rect.con
\e[0;32mOK
\e[0m 0.00
2371 cic:/Coq/NArith/BinNat/N.ind
\e[0;32mOK
\e[0m 0.00
2372 cic:/Coq/Logic/RelationalChoice/relational_choice.con
\e[0;32mOK
\e[0m 0.00
2373 cic:/Coq/Logic/ProofIrrelevance/or_indd.con
\e[0;32mOK
\e[0m 0.01
2374 cic:/Coq/Logic/ProofIrrelevance/Proof_irrelevance_CC/b1.var
\e[0;32mOK
\e[0m 0.00
2375 cic:/Coq/Logic/ProofIrrelevance/Proof_irrelevance_CC/b2.var
\e[0;32mOK
\e[0m 0.00
2376 cic:/Coq/Logic/ProofIrrelevance/Proof_irrelevance_CC/or_elim.var
\e[0;32mOK
\e[0m 0.00
2377 cic:/Coq/Logic/ProofIrrelevance/Proof_irrelevance_CC/or_introl.var
\e[0;32mOK
\e[0m 0.00
2378 cic:/Coq/Logic/ProofIrrelevance/Proof_irrelevance_CC/or_intror.var
\e[0;32mOK
\e[0m 0.00
2379 cic:/Coq/Logic/JMeq/JMeq_eq.con
\e[0;32mOK
\e[0m 0.00
2380 cic:/Coq/Logic/JMeq/JMeq_rect.con
\e[0;32mOK
\e[0m 0.00
2381 cic:/Coq/Logic/JMeq/sym_JMeq.con
\e[0;32mOK
\e[0m 0.00
2382 cic:/Coq/Logic/JMeq/trans_JMeq.con
\e[0;32mOK
\e[0m 0.00
2383 cic:/Coq/Logic/Hurkens/V.con
\e[0;32mOK
\e[0m 0.00
2384 cic:/Coq/Logic/Hurkens/Paradox/b2p.var
\e[0;32mOK
\e[0m 0.00
2385 cic:/Coq/Logic/Hurkens/Paradox/p2b.var
\e[0;32mOK
\e[0m 0.00
2386 cic:/Coq/Logic/Eqdep_dec/eq2eqT.con
\e[0;32mOK
\e[0m 0.00
2387 cic:/Coq/Logic/Eqdep_dec/eqT2eq.con
\e[0;32mOK
\e[0m 0.00
2388 cic:/Coq/Logic/Eqdep_dec/DecidableEqDep/x.var
\e[0;32mOK
\e[0m 0.00
2389 cic:/Coq/Logic/Eqdep/eq_indd.con
\e[0;32mOK
\e[0m 0.00
2390 cic:/Coq/Logic/Eqdep/Dependent_Equality/P.var
\e[0;32mOK
\e[0m 0.00
2391 cic:/Coq/Logic/ClassicalFacts/BoolP_elim.con
\e[0;32mOK
\e[0m 0.00
2392 cic:/Coq/Logic/ClassicalFacts/FalseP.con
\e[0;32mOK
\e[0m 0.00
2393 cic:/Coq/Logic/ClassicalFacts/TrueP.con
\e[0;32mOK
\e[0m 0.00
2394 cic:/Coq/Logic/ClassicalFacts/boolP_ind.con
\e[0;32mOK
\e[0m 0.00
2395 cic:/Coq/Logic/ClassicalFacts/boolP_indd.con
\e[0;32mOK
\e[0m 0.00
2396 cic:/Coq/Logic/ClassicalFacts/has_fixpoint.ind
\e[0;32mOK
\e[0m 0.00
2397 cic:/Coq/Logic/ClassicalFacts/proof_irrelevance.con
\e[0;32mOK
\e[0m 0.00
2398 cic:/Coq/Logic/ClassicalFacts/prop_degeneracy.con
\e[0;32mOK
\e[0m 0.00
2399 cic:/Coq/Logic/ClassicalFacts/retract.ind
\e[0;32mOK
\e[0m 0.00
2400 cic:/Coq/Logic/ClassicalFacts/Proof_irrelevance_gen/bool_elim.var
\e[0;32mOK
\e[0m 0.00
2401 cic:/Coq/Logic/ClassicalFacts/Proof_irrelevance_gen/false.var
\e[0;32mOK
\e[0m 0.00
2402 cic:/Coq/Logic/ClassicalFacts/Proof_irrelevance_gen/true.var
\e[0;32mOK
\e[0m 0.00
2403 cic:/Coq/Logic/ClassicalDescription/dependent_description.con
\e[0;32mOK
\e[0m 0.00
2404 cic:/Coq/Logic/ChoiceFacts/FunctionalChoice.con
\e[0;32mOK
\e[0m 0.00
2405 cic:/Coq/Logic/ChoiceFacts/GuardedRelationalChoice.con
\e[0;32mOK
\e[0m 0.00
2406 cic:/Coq/Logic/ChoiceFacts/IndependenceOfPremises.con
\e[0;32mOK
\e[0m 0.00
2407 cic:/Coq/Logic/ChoiceFacts/ParamDefiniteDescription.con
\e[0;32mOK
\e[0m 0.00
2408 cic:/Coq/Logic/ChoiceFacts/ProofIrrelevance.con
\e[0;32mOK
\e[0m 0.00
2409 cic:/Coq/Logic/ChoiceFacts/RelationalChoice.con
\e[0;32mOK
\e[0m 0.00
2410 cic:/Coq/Logic/Berardi/pow.con
\e[0;32mOK
\e[0m 0.00
2411 cic:/Coq/Logic/Berardi/retract.ind
\e[0;32mOK
\e[0m 0.00
2412 cic:/Coq/Logic/Berardi/Berardis_paradox/F.var
\e[0;32mOK
\e[0m 0.00
2413 cic:/Coq/Logic/Berardi/Berardis_paradox/T.var
\e[0;32mOK
\e[0m 0.00
2414 cic:/Coq/Lists/TheoryList/Lists/Find_sec/P.var
\e[0;32mOK
\e[0m 0.00
2415 cic:/Coq/Lists/TheoryList/Lists/Find_sec/R.var
\e[0;32mOK
\e[0m 0.00
2416 cic:/Coq/Lists/TheoryList/Lists/Find_sec/T.var
\e[0;32mOK
\e[0m 0.00
2417 cic:/Coq/Lists/Streams/Stream.ind
\e[0;32mOK
\e[0m 0.00
2418 cic:/Coq/Lists/Streams/Map/f.var
\e[0;32mOK
\e[0m 0.00
2419 cic:/Coq/Lists/Streams/Constant_Stream/a.var
\e[0;32mOK
\e[0m 0.00
2420 cic:/Coq/Lists/MonoList/A.con
\e[0;32mOK
\e[0m 0.00
2421 cic:/Coq/Lists/List/list.ind
\e[0;32mOK
\e[0m 0.00
2422 cic:/Coq/Lists/List/Lists/length_order/a.var
\e[0;32mOK
\e[0m 0.00
2423 cic:/Coq/Lists/List/Lists/length_order/b.var
\e[0;32mOK
\e[0m 0.00
2424 cic:/Coq/Lists/List/Functions_on_lists/Map/f.var
\e[0;32mOK
\e[0m 0.00
2425 cic:/Coq/Lists/List/Functions_on_lists/Fold_Right_Recursor/a0.var
\e[0;32mOK
\e[0m 0.00
2426 cic:/Coq/Lists/List/Functions_on_lists/Fold_Right_Recursor/f.var
\e[0;32mOK
\e[0m 0.00
2427 cic:/Coq/Lists/List/Functions_on_lists/Fold_Left_Recursor/f.var
\e[0;32mOK
\e[0m 0.00
2428 cic:/Coq/IntMap/Mapiter/MapIter/MapFoldDef/neutral.var
\e[0;32mOK
\e[0m 0.00
2429 cic:/Coq/IntMap/Mapiter/MapIter/MapFoldDef/op.var
\e[0;32mOK
\e[0m 0.00
2430 cic:/Coq/IntMap/Mapfold/MapFoldResults/neutral.var
\e[0;32mOK
\e[0m 0.00
2431 cic:/Coq/IntMap/Mapfold/MapFoldResults/op.var
\e[0;32mOK
\e[0m 0.00
2432 cic:/Coq/IntMap/Mapfold/MapFoldDistrL/neutral'.var
\e[0;32mOK
\e[0m 0.00
2433 cic:/Coq/IntMap/Mapfold/MapFoldDistrL/neutral.var
\e[0;32mOK
\e[0m 0.00
2434 cic:/Coq/IntMap/Mapfold/MapFoldDistrL/op'.var
\e[0;32mOK
\e[0m 0.00
2435 cic:/Coq/IntMap/Mapfold/MapFoldDistrL/op.var
\e[0;32mOK
\e[0m 0.00
2436 cic:/Coq/IntMap/Mapfold/MapFoldDistrL/times.var
\e[0;32mOK
\e[0m 0.00
2437 cic:/Coq/IntMap/Mapfold/MapFoldDistr/neutral'.var
\e[0;32mOK
\e[0m 0.00
2438 cic:/Coq/IntMap/Mapfold/MapFoldDistr/neutral.var
\e[0;32mOK
\e[0m 0.00
2439 cic:/Coq/IntMap/Mapfold/MapFoldDistr/op'.var
\e[0;32mOK
\e[0m 0.00
2440 cic:/Coq/IntMap/Mapfold/MapFoldDistr/op.var
\e[0;32mOK
\e[0m 0.00
2441 cic:/Coq/IntMap/Mapfold/MapFoldDistr/times.var
\e[0;32mOK
\e[0m 0.00
2442 cic:/Coq/IntMap/Map/option.ind
\e[0;32mOK
\e[0m 0.00
2443 cic:/Coq/IntMap/Adist/ad_plength_1.con
\e[0;32mOK
\e[0m 0.00
2444 cic:/Coq/IntMap/Adist/natinf.ind
\e[0;32mOK
\e[0m 0.00
2445 cic:/Coq/IntMap/Addr/ad.ind
\e[0;32mOK
\e[0m 0.00
2446 cic:/Coq/IntMap/Addr/ad_bit_1.con
\e[0;32mOK
\e[0m 0.00
2447 cic:/Coq/IntMap/Addr/eqf.con
\e[0;32mOK
\e[0m 0.00
2448 cic:/Coq/IntMap/Addec/ad_eq_1.con
\e[0;32mOK
\e[0m 0.00
2449 cic:/Coq/IntMap/Adalloc/nat_le.con
\e[0;32mOK
\e[0m 0.00
2450 cic:/Coq/Init/Wf/Well_founded_2/P.var
\e[0;32mOK
\e[0m 0.00
2451 cic:/Coq/Init/Wf/Well_founded_2/R.var
\e[0;32mOK
\e[0m 0.00
2452 cic:/Coq/Init/Wf/Well_founded/R.var
\e[0;32mOK
\e[0m 0.00
2453 cic:/Coq/Init/Wf/Well_founded/FixPoint/P.var
\e[0;32mOK
\e[0m 0.00
2454 cic:/Coq/Init/Wf/Well_founded/AccRecType/P.var
\e[0;32mOK
\e[0m 0.00
2455 cic:/Coq/Init/Wf/Well_founded/AccIter/P.var
\e[0;32mOK
\e[0m 0.00
2456 cic:/Coq/Init/Specif/Exc.con
\e[0;32mOK
\e[0m 0.00
2457 cic:/Coq/Init/Specif/error.con
\e[0;32mOK
\e[0m 0.00
2458 cic:/Coq/Init/Specif/sig2_rect.con
\e[0;32mOK
\e[0m 0.00
2459 cic:/Coq/Init/Specif/sigS2_rect.con
\e[0;32mOK
\e[0m 0.00
2460 cic:/Coq/Init/Specif/sigS_rect.con
\e[0;32mOK
\e[0m 0.00
2461 cic:/Coq/Init/Specif/sigT_rect.con
\e[0;32mOK
\e[0m 0.01
2462 cic:/Coq/Init/Specif/sig_rect.con
\e[0;32mOK
\e[0m 0.00
2463 cic:/Coq/Init/Specif/sumbool_rect.con
\e[0;32mOK
\e[0m 0.00
2464 cic:/Coq/Init/Specif/sumor_rect.con
\e[0;32mOK
\e[0m 0.00
2465 cic:/Coq/Init/Specif/value.con
\e[0;32mOK
\e[0m 0.00
2466 cic:/Coq/Init/Specif/projections_sigT/P.var
\e[0;32mOK
\e[0m 0.00
2467 cic:/Coq/Init/Specif/Subset_projections/P.var
\e[0;32mOK
\e[0m 0.00
2468 cic:/Coq/Init/Specif/Projections/P.var
\e[0;32mOK
\e[0m 0.00
2469 cic:/Coq/Init/Specif/Choice_lemmas/R'.var
\e[0;32mOK
\e[0m 0.00
2470 cic:/Coq/Init/Specif/Choice_lemmas/R.var
\e[0;32mOK
\e[0m 0.00
2471 cic:/Coq/Init/Specif/Choice_lemmas/R1.var
\e[0;32mOK
\e[0m 0.00
2472 cic:/Coq/Init/Specif/Choice_lemmas/R2.var
\e[0;32mOK
\e[0m 0.00
2473 cic:/Coq/Init/Peano/IsSucc.con
\e[0;32mOK
\e[0m 0.02
2474 cic:/Coq/Init/Peano/le.ind
\e[0;32mOK
\e[0m 0.00
2475 cic:/Coq/Init/Peano/minus.con
\e[0;32mOK
\e[0m 0.00
2476 cic:/Coq/Init/Peano/plus.con
\e[0;32mOK
\e[0m 0.00
2477 cic:/Coq/Init/Peano/pred.con
\e[0;32mOK
\e[0m 0.00
2478 cic:/Coq/Init/Logic_Type/fstT.con
\e[0;32mOK
\e[0m 0.00
2479 cic:/Coq/Init/Logic_Type/notT.con
\e[0;32mOK
\e[0m 0.00
2480 cic:/Coq/Init/Logic_Type/prodT_curry.con
\e[0;32mOK
\e[0m 0.00
2481 cic:/Coq/Init/Logic_Type/prodT_rect.con
\e[0;32mOK
\e[0m 0.00
2482 cic:/Coq/Init/Logic_Type/prodT_uncurry.con
\e[0;32mOK
\e[0m 0.00
2483 cic:/Coq/Init/Logic_Type/sndT.con
\e[0;32mOK
\e[0m 0.00
2484 cic:/Coq/Init/Logic_Type/identity_is_a_congruence/f.var
\e[0;32mOK
\e[0m 0.00
2485 cic:/Coq/Init/Logic_Type/identity_is_a_congruence/x.var
\e[0;32mOK
\e[0m 0.00
2486 cic:/Coq/Init/Logic_Type/identity_is_a_congruence/y.var
\e[0;32mOK
\e[0m 0.00
2487 cic:/Coq/Init/Logic_Type/identity_is_a_congruence/z.var
\e[0;32mOK
\e[0m 0.00
2488 cic:/Coq/Init/Logic/False_rect.con
\e[0;32mOK
\e[0m 0.00
2489 cic:/Coq/Init/Logic/True_rect.con
\e[0;32mOK
\e[0m 0.00
2490 cic:/Coq/Init/Logic/and_rect.con
\e[0;32mOK
\e[0m 0.00
2491 cic:/Coq/Init/Logic/eq_rect.con
\e[0;32mOK
\e[0m 0.00
2492 cic:/Coq/Init/Logic/ex2_ind.con
\e[0;32mOK
\e[0m 0.00
2493 cic:/Coq/Init/Logic/ex_ind.con
\e[0;32mOK
\e[0m 0.00
2494 cic:/Coq/Init/Logic/f_equal2.con
\e[0;32mOK
\e[0m 0.00
2495 cic:/Coq/Init/Logic/f_equal3.con
\e[0;32mOK
\e[0m 0.01
2496 cic:/Coq/Init/Logic/f_equal4.con
\e[0;32mOK
\e[0m 0.01
2497 cic:/Coq/Init/Logic/f_equal5.con
\e[0;32mOK
\e[0m 0.01
2498 cic:/Coq/Init/Logic/iff.con
\e[0;32mOK
\e[0m 0.00
2499 cic:/Coq/Init/Logic/not.con
\e[0;32mOK
\e[0m 0.00
2500 cic:/Coq/Init/Logic/or_ind.con
\e[0;32mOK
\e[0m 0.00
2501 cic:/Coq/Init/Logic/proj1.con
\e[0;32mOK
\e[0m 0.00
2502 cic:/Coq/Init/Logic/proj2.con
\e[0;32mOK
\e[0m 0.00
2503 cic:/Coq/Init/Logic/universal_quantification/P.var
\e[0;32mOK
\e[0m 0.00
2504 cic:/Coq/Init/Logic/Logic_lemmas/equality/f.var
\e[0;32mOK
\e[0m 0.00
2505 cic:/Coq/Init/Logic/Logic_lemmas/equality/x.var
\e[0;32mOK
\e[0m 0.00
2506 cic:/Coq/Init/Logic/Logic_lemmas/equality/y.var
\e[0;32mOK
\e[0m 0.00
2507 cic:/Coq/Init/Logic/Logic_lemmas/equality/z.var
\e[0;32mOK
\e[0m 0.00
2508 cic:/Coq/Init/Datatypes/CompOpp.con
\e[0;32mOK
\e[0m 0.00
2509 cic:/Coq/Init/Datatypes/Empty_set_rect.con
\e[0;32mOK
\e[0m 0.00
2510 cic:/Coq/Init/Datatypes/bool_rect.con
\e[0;32mOK
\e[0m 0.00
2511 cic:/Coq/Init/Datatypes/comparison_rect.con
\e[0;32mOK
\e[0m 0.00
2512 cic:/Coq/Init/Datatypes/fst.con
\e[0;32mOK
\e[0m 0.00
2513 cic:/Coq/Init/Datatypes/identity_rect.con
\e[0;32mOK
\e[0m 0.00
2514 cic:/Coq/Init/Datatypes/nat_rect.con
\e[0;32mOK
\e[0m 0.00
2515 cic:/Coq/Init/Datatypes/option_rect.con
\e[0;32mOK
\e[0m 0.00
2516 cic:/Coq/Init/Datatypes/prod_rect.con
\e[0;32mOK
\e[0m 0.00
2517 cic:/Coq/Init/Datatypes/snd.con
\e[0;32mOK
\e[0m 0.00
2518 cic:/Coq/Init/Datatypes/sum_rect.con
\e[0;32mOK
\e[0m 0.00
2519 cic:/Coq/Init/Datatypes/unit_rect.con
\e[0;32mOK
\e[0m 0.00
2520 cic:/Coq/Bool/Zerob/zerob.con
\e[0;32mOK
\e[0m 0.00
2521 cic:/Coq/Bool/Sumbool/bool_eq_ind.con
\e[0;32mOK
\e[0m 0.00
2522 cic:/Coq/Bool/Sumbool/bool_eq_rec.con
\e[0;32mOK
\e[0m 0.00
2523 cic:/Coq/Bool/Sumbool/sumbool_of_bool.con
\e[0;32mOK
\e[0m 0.00
2524 cic:/Coq/Bool/Sumbool/connectives/H1.var
\e[0;32mOK
\e[0m 0.00
2525 cic:/Coq/Bool/Sumbool/connectives/H2.var
\e[0;32mOK
\e[0m 0.00
2526 cic:/Coq/Bool/IfProp/IfProp.ind
\e[0;32mOK
\e[0m 0.00
2527 cic:/Coq/Bool/DecBool/ifdec.con
\e[0;32mOK
\e[0m 0.00
2528 cic:/Coq/Bool/Bvector/vector.ind
\e[0;32mOK
\e[0m 0.00
2529 cic:/Coq/Bool/Bvector/VECTORS/f.var
\e[0;32mOK
\e[0m 0.00
2530 cic:/Coq/Bool/Bvector/VECTORS/g.var
\e[0;32mOK
\e[0m 0.00
2531 cic:/Coq/Bool/BoolEq/Bool_eq_dec/beq.var
\e[0;32mOK
\e[0m 0.00
2532 cic:/Coq/Bool/Bool/Is_true.con
\e[0;32mOK
\e[0m 0.00
2533 cic:/Coq/Bool/Bool/eqb.con
\e[0;32mOK
\e[0m 0.00
2534 cic:/Coq/Bool/Bool/ifb.con
\e[0;32mOK
\e[0m 0.00
2535 cic:/Coq/Bool/Bool/leb.con
\e[0;32mOK
\e[0m 0.00
2536 cic:/Coq/Bool/Bool/negb.con
\e[0;32mOK
\e[0m 0.00
2537 cic:/Coq/Bool/Bool/xorb.con
\e[0;32mOK
\e[0m 0.00
2538 cic:/Coq/Arith/Wf_nat/Well_founded_Nat/R.var
\e[0;32mOK
\e[0m 0.00
2539 cic:/Coq/Arith/Wf_nat/Well_founded_Nat/f.var
\e[0;32mOK
\e[0m 0.00
2540 cic:/Coq/Arith/Wf_nat/LT_WF_REL/F.var
\e[0;32mOK
\e[0m 0.00
2541 cic:/Coq/Arith/Wf_nat/LT_WF_REL/R.var
\e[0;32mOK
\e[0m 0.00
2542 cic:/Coq/Arith/Plus/plus_acc.con
\e[0;32mOK
\e[0m 0.00
2543 cic:/Coq/Arith/Min/min.con
\e[0;32mOK
\e[0m 0.00
2544 cic:/Coq/Arith/Max/max.con
\e[0;32mOK
\e[0m 0.00
2545 cic:/Coq/Arith/Even/even.ind
\e[0;32mOK
\e[0m 0.00
2546 cic:/Coq/Arith/EqNat/beq_nat.con
\e[0;32mOK
\e[0m 0.00
2547 cic:/Coq/Arith/EqNat/eq_nat.con
\e[0;32mOK
\e[0m 0.00
2548 cic:/Coq/Arith/Div2/div2.con
\e[0;32mOK
\e[0m 0.00
2549 cic:/Coq/Arith/Between/Between/P.var
\e[0;32mOK
\e[0m 0.00
2550 cic:/Coq/Arith/Between/Between/Q.var
\e[0;32mOK
\e[0m 0.00
2551 cic:/CoRN/tactics/csetoid_rewrite/my_sigT_rect.con
\e[0;32mOK
\e[0m 0.01
2552 cic:/CoRN/tactics/csetoid_rewrite/proj1_my_sigT.con
\e[0;32mOK
\e[0m 0.00
2553 cic:/CoRN/tactics/AlgReflection/binopindex.con
\e[0;32mOK
\e[0m 0.00
2554 cic:/CoRN/tactics/AlgReflection/eq_nat.con
\e[0;32mOK
\e[0m 0.00
2555 cic:/CoRN/tactics/AlgReflection/lt_nat.con
\e[0;32mOK
\e[0m 0.00
2556 cic:/CoRN/tactics/AlgReflection/pfunindex.con
\e[0;32mOK
\e[0m 0.00
2557 cic:/CoRN/tactics/AlgReflection/unopindex.con
\e[0;32mOK
\e[0m 0.00
2558 cic:/CoRN/tactics/AlgReflection/varindex.con
\e[0;32mOK
\e[0m 0.00
2559 cic:/CoRN/reals/NRootIR/NRoot/n.var
\e[0;32mOK
\e[0m 0.00
2560 cic:/CoRN/reals/CReals1/Subsequences/f.var
\e[0;32mOK
\e[0m 0.00
2561 cic:/CoRN/reals/CReals1/Cauchy_Subsequences/f.var
\e[0;32mOK
\e[0m 0.00
2562 cic:/CoRN/model/setoids/twoelemsetoid/M1_mult.con
\e[0;32mOK
\e[0m 0.00
2563 cic:/CoRN/model/setoids/twoelemsetoid/M1_rect.con
\e[0;32mOK
\e[0m 0.00
2564 cic:/CoRN/model/setoids/twoelemsetoid/M2_mult.con
\e[0;32mOK
\e[0m 0.00
2565 cic:/CoRN/model/setoids/twoelemsetoid/is_e1.con
\e[0;32mOK
\e[0m 0.00
2566 cic:/CoRN/model/Zmod/Zm/zm/m.var
\e[0;32mOK
\e[0m 0.01
2567 cic:/CoRN/model/Zmod/ZMod/zmodeq/m.var
\e[0;32mOK
\e[0m 0.01
2568 cic:/CoRN/model/Zmod/ZGcd/pp.con
\e[0;32mOK
\e[0m 0.00
2569 cic:/CoRN/model/Zmod/ZGcd/prime/p.var
\e[0;32mOK
\e[0m 0.01
2570 cic:/CoRN/model/Zmod/IrrCrit/p.con
\e[0;32mOK
\e[0m 0.00
2571 cic:/CoRN/ftc/Taylor/Taylor_Theorem/n.var
\e[0;32mOK
\e[0m 0.01
2572 cic:/CoRN/ftc/RefSeparating/Separating_Partition/n.var
\e[0;32mOK
\e[0m 0.01
2573 cic:/CoRN/ftc/RefSeparated/Separating__Separated/m.var
\e[0;32mOK
\e[0m 0.00
2574 cic:/CoRN/ftc/RefSeparated/Separating__Separated/n.var
\e[0;32mOK
\e[0m 0.00
2575 cic:/CoRN/ftc/RefSeparated/Separating__Separated/Defining_ai'/i.var
\e[0;32mOK
\e[0m 0.00
2576 cic:/CoRN/ftc/RefSepRef/Refining_Separated/m.var
\e[0;32mOK
\e[0m 0.00
2577 cic:/CoRN/ftc/RefSepRef/Refining_Separated/n.var
\e[0;32mOK
\e[0m 0.00
2578 cic:/CoRN/ftc/RefLemma/Refinement_Lemma/Third_Refinement_Lemma/m.var
\e[0;32mOK
\e[0m 0.00
2579 cic:/CoRN/ftc/RefLemma/Refinement_Lemma/Third_Refinement_Lemma/n.var
\e[0;32mOK
\e[0m 0.00
2580 cic:/CoRN/ftc/RefLemma/Refinement_Lemma/Second_Refinement_Lemma/j.var
\e[0;32mOK
\e[0m 0.00
2581 cic:/CoRN/ftc/RefLemma/Refinement_Lemma/Second_Refinement_Lemma/k.var
\e[0;32mOK
\e[0m 0.00
2582 cic:/CoRN/ftc/RefLemma/Refinement_Lemma/Second_Refinement_Lemma/n.var
\e[0;32mOK
\e[0m 0.00
2583 cic:/CoRN/ftc/RefLemma/Refinement_Lemma/Main_Refinement_Lemma/m.var
\e[0;32mOK
\e[0m 0.00
2584 cic:/CoRN/ftc/RefLemma/Refinement_Lemma/Main_Refinement_Lemma/n.var
\e[0;32mOK
\e[0m 0.00
2585 cic:/CoRN/ftc/RefLemma/Refinement_Lemma/Fourth_Refinement_Lemma/m.var
\e[0;32mOK
\e[0m 0.00
2586 cic:/CoRN/ftc/RefLemma/Refinement_Lemma/Fourth_Refinement_Lemma/n.var
\e[0;32mOK
\e[0m 0.00
2587 cic:/CoRN/ftc/RefLemma/Refinement_Lemma/First_Refinement_Lemma/m.var
\e[0;32mOK
\e[0m 0.00
2588 cic:/CoRN/ftc/RefLemma/Refinement_Lemma/First_Refinement_Lemma/n.var
\e[0;32mOK
\e[0m 0.00
2589 cic:/CoRN/ftc/Partitions/More_Definitions/m.var
\e[0;32mOK
\e[0m 0.00
2590 cic:/CoRN/ftc/Partitions/More_Definitions/n.var
\e[0;32mOK
\e[0m 0.00
2591 cic:/CoRN/ftc/Partitions/Lemmas/n.var
\e[0;32mOK
\e[0m 0.01
2592 cic:/CoRN/ftc/Partitions/Even_Partitions/m.var
\e[0;32mOK
\e[0m 0.00
2593 cic:/CoRN/ftc/Partitions/Even_Partitions/n.var
\e[0;32mOK
\e[0m 0.00
2594 cic:/CoRN/ftc/Partitions/Definitions/Refinements/m.var
\e[0;32mOK
\e[0m 0.00
2595 cic:/CoRN/ftc/Partitions/Definitions/Refinements/n.var
\e[0;32mOK
\e[0m 0.00
2596 cic:/CoRN/ftc/Partitions/Definitions/Getting_Points/m.var
\e[0;32mOK
\e[0m 0.01
2597 cic:/CoRN/ftc/PartFunEquality/Nth_Power/n.var
\e[0;32mOK
\e[0m 0.01
2598 cic:/CoRN/ftc/MoreIntervals/Functions/n.var
\e[0;32mOK
\e[0m 0.01
2599 cic:/CoRN/ftc/MoreFunctions/Nth_Derivative/Definitions/n.var
\e[0;32mOK
\e[0m 0.01
2600 cic:/CoRN/ftc/IntervalFunct/Operations/Nth_Power/n.var
\e[0;32mOK
\e[0m 0.01
2601 cic:/CoRN/ftc/Integral/Integral/Integral_Thm/n.var
\e[0;32mOK
\e[0m 0.01
2602 cic:/CoRN/ftc/Integral/Basic_Properties/Integral_Sum/Partition_Join/m.var
\e[0;32mOK
\e[0m 0.00
2603 cic:/CoRN/ftc/Integral/Basic_Properties/Integral_Sum/Partition_Join/n.var
\e[0;32mOK
\e[0m 0.00
2604 cic:/CoRN/ftc/COrdLemmas/Lemmas/f.var
\e[0;32mOK
\e[0m 0.00
2605 cic:/CoRN/fta/MainLemma/Main_Lemma/n.var
\e[0;32mOK
\e[0m 0.00
2606 cic:/CoRN/fta/KneserLemma/Kneser_Lemma/n.var
\e[0;32mOK
\e[0m 0.00
2607 cic:/CoRN/fta/KeyLemma/Key_Lemma/n.var
\e[0;32mOK
\e[0m 0.00
2608 cic:/CoRN/fta/FTAreg/Seq_is_CC_CAuchy/n.var
\e[0;32mOK
\e[0m 0.00
2609 cic:/CoRN/fta/FTAreg/Seq_Exists/n.var
\e[0;32mOK
\e[0m 0.00
2610 cic:/CoRN/fta/FTAreg/N_Exists/n.var
\e[0;32mOK
\e[0m 0.00
2611 cic:/CoRN/fta/FTA/FTA_reg'/n.var
\e[0;32mOK
\e[0m 0.01
2612 cic:/CoRN/fta/FTA/FTA_1/n.var
\e[0;32mOK
\e[0m 0.01
2613 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/ZP/k.var
\e[0;32mOK
\e[0m 0.00
2614 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/ZP/l.var
\e[0;32mOK
\e[0m 0.00
2615 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/MP/k.var
\e[0;32mOK
\e[0m 0.00
2616 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/MP/l.var
\e[0;32mOK
\e[0m 0.00
2617 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/k.var
\e[0;32mOK
\e[0m 0.00
2618 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/l.var
\e[0;32mOK
\e[0m 0.00
2619 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/n0.var
\e[0;32mOK
\e[0m 0.00
2620 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/n1.var
\e[0;32mOK
\e[0m 0.00
2621 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/n2.var
\e[0;32mOK
\e[0m 0.00
2622 cic:/CoRN/devel/loeb/IDA/Ch6_bi/inj_surj/k.var
\e[0;32mOK
\e[0m 0.00
2623 cic:/CoRN/devel/loeb/IDA/Ch6_bi/inj_surj/l.var
\e[0;32mOK
\e[0m 0.00
2624 cic:/CoRN/devel/loeb/IDA/Ch6/M1_mult.con
\e[0;32mOK
\e[0m 0.00
2625 cic:/CoRN/devel/loeb/IDA/Ch6/M1_rect.con
\e[0;32mOK
\e[0m 0.00
2626 cic:/CoRN/devel/loeb/IDA/Ch6/M2_mult.con
\e[0;32mOK
\e[0m 0.00
2627 cic:/CoRN/devel/loeb/IDA/Ch6/is_e1.con
\e[0;32mOK
\e[0m 0.00
2628 cic:/CoRN/complex/NRootCC/NRootCC_4/NRootCC_4_ap_real/n.var
\e[0;32mOK
\e[0m 0.00
2629 cic:/CoRN/complex/NRootCC/NRootCC_4/NRootCC_4_ap_imag/n.var
\e[0;32mOK
\e[0m 0.00
2630 cic:/CoRN/complex/NRootCC/NRootCC_3'/n.var
\e[0;32mOK
\e[0m 0.00
2631 cic:/CoRN/complex/NRootCC/NRootCC_3/n.var
\e[0;32mOK
\e[0m 0.01
2632 cic:/CoRN/complex/NRootCC/NRootCC_2/n.var
\e[0;32mOK
\e[0m 0.01
2633 cic:/CoRN/algebra/ListType/list.ind
\e[0;32mOK
\e[0m 0.00
2634 cic:/CoRN/algebra/ListType/Map/f.var
\e[0;32mOK
\e[0m 0.00
2635 cic:/CoRN/algebra/ListType/List/length_order/a.var
\e[0;32mOK
\e[0m 0.00
2636 cic:/CoRN/algebra/ListType/List/length_order/b.var
\e[0;32mOK
\e[0m 0.00
2637 cic:/CoRN/algebra/CRings/CRing_Ops/n.var
\e[0;32mOK
\e[0m 0.01
2638 cic:/CoRN/algebra/CRings/CRing_Ops/Part_Function_Nth_Power/n.var
\e[0;32mOK
\e[0m 0.01
2639 cic:/CoRN/algebra/CPoly_ApZero/Poly_Representation/n.var
\e[0;32mOK
\e[0m 0.01
2640 cic:/CoRN/algebra/COrdCauchy/OrdField_Cauchy/N.var
\e[0;32mOK
\e[0m 0.01
2641 cic:/CoRN/algebra/CMonoidCyc/inj_surj/k.var
\e[0;32mOK
\e[0m 0.00
2642 cic:/CoRN/algebra/CMonoidCyc/inj_surj/l.var
\e[0;32mOK
\e[0m 0.00
2643 cic:/CoRN/algebra/CMonoidCyc/ZP/k.var
\e[0;32mOK
\e[0m 0.00
2644 cic:/CoRN/algebra/CMonoidCyc/ZP/l.var
\e[0;32mOK
\e[0m 0.00
2645 cic:/CoRN/algebra/CMonoidCyc/MP/k.var
\e[0;32mOK
\e[0m 0.00
2646 cic:/CoRN/algebra/CMonoidCyc/MP/l.var
\e[0;32mOK
\e[0m 0.00
2647 cic:/CoRN/algebra/CMonoidCyc/Char/k.var
\e[0;32mOK
\e[0m 0.00
2648 cic:/CoRN/algebra/CMonoidCyc/Char/l.var
\e[0;32mOK
\e[0m 0.00
2649 cic:/CoRN/algebra/CMonoidCyc/Char/n0.var
\e[0;32mOK
\e[0m 0.00
2650 cic:/CoRN/algebra/CMonoidCyc/Char/n1.var
\e[0;32mOK
\e[0m 0.00
2651 cic:/CoRN/algebra/CMonoidCyc/Char/n2.var
\e[0;32mOK
\e[0m 0.00
2652 cic:/CoRN/algebra/CLogic/CAnd.ind
\e[0;32mOK
\e[0m 0.00
2653 cic:/CoRN/algebra/CLogic/CFalse_rect.con
\e[0;32mOK
\e[0m 0.00
2654 cic:/CoRN/algebra/CLogic/CNot.con
\e[0;32mOK
\e[0m 0.00
2655 cic:/CoRN/algebra/CLogic/COr.ind
\e[0;32mOK
\e[0m 0.00
2656 cic:/CoRN/algebra/CLogic/CTrue_rect.con
\e[0;32mOK
\e[0m 0.00
2657 cic:/CoRN/algebra/CLogic/CdeMorgan_ex_all.con
\e[0;32mOK
\e[0m 0.00
2658 cic:/CoRN/algebra/CLogic/Cle.ind
\e[0;32mOK
\e[0m 0.00
2659 cic:/CoRN/algebra/CLogic/Codd.ind
\e[0;32mOK
\e[0m 0.00
2660 cic:/CoRN/algebra/CLogic/Crelation.con
\e[0;32mOK
\e[0m 0.00
2661 cic:/CoRN/algebra/CLogic/Not.con
\e[0;32mOK
\e[0m 0.00
2662 cic:/CoRN/algebra/CLogic/Trelation.con
\e[0;32mOK
\e[0m 0.00
2663 cic:/CoRN/algebra/CLogic/proj1_sigT.con
\e[0;32mOK
\e[0m 0.00
2664 cic:/CoRN/algebra/CLogic/sig2T.ind
\e[0;32mOK
\e[0m 0.00
2665 cic:/CoRN/algebra/CLogic/toCProp_rect.con
\e[0;32mOK
\e[0m 0.00
2666 cic:/CoRN/algebra/CLogic/Natural_Numbers/h.var
\e[0;32mOK
\e[0m 0.01
2667 cic:/CoRN/algebra/CLogic/Choice/P.var
\e[0;32mOK
\e[0m 0.01
2668 cic:/CoRN/algebra/Basics/Well_foundedT/R.var
\e[0;32mOK
\e[0m 0.00
2669 cic:/CoRN/algebra/Basics/InductionT/f.var
\e[0;32mOK
\e[0m 0.00
2670 cic:/CoRN/algebra/Basics/IndT/R.var
\e[0;32mOK
\e[0m 0.00
2671 cic:/CoRN/algebra/Basics/IndT/AccIter/P.var
\e[0;32mOK
\e[0m 0.00
2672 cic:/Cachan/SMC/quant/var_env'.con
\e[0;32mOK
\e[0m 0.00
2673 cic:/Cachan/SMC/quant/Nsec/N.var
\e[0;32mOK
\e[0m 0.01
2674 cic:/Cachan/SMC/myMap/my_MapFold/neutral.var
\e[0;32mOK
\e[0m 0.00
2675 cic:/Cachan/SMC/myMap/my_MapFold/op.var
\e[0;32mOK
\e[0m 0.00
2676 cic:/Cachan/SMC/muset/mu2set/N.var
\e[0;32mOK
\e[0m 0.01
2677 cic:/Cachan/SMC/munew/New/N.var
\e[0;32mOK
\e[0m 0.00
2678 cic:/Cachan/SMC/mu/iter.con
\e[0;32mOK
\e[0m 0.00
2679 cic:/Cachan/SMC/mu/iter2n.con
\e[0;32mOK
\e[0m 0.00
2680 cic:/Cachan/SMC/mu/seq.con
\e[0;32mOK
\e[0m 0.00
2681 cic:/Cachan/SMC/mu/Nsec/N.var
\e[0;32mOK
\e[0m 0.01
2682 cic:/Cachan/SMC/mu/Nsec/Intervals/L.var
\e[0;32mOK
\e[0m 0.00
2683 cic:/Cachan/SMC/mu/Nsec/Intervals/U.var
\e[0;32mOK
\e[0m 0.00
2684 cic:/Cachan/SMC/mu/Nsec/Intervals/Sequence/A_eq.var
\e[0;32mOK
\e[0m 0.00
2685 cic:/Cachan/SMC/mu/Nsec/Evar_env''LULSU/L.var
\e[0;32mOK
\e[0m 0.00
2686 cic:/Cachan/SMC/mu/Nsec/Evar_env''LULSU/U.var
\e[0;32mOK
\e[0m 0.01
2687 cic:/Cachan/SMC/mu/Nsec/Evar_env''LULSU/CardImage/n.var
\e[0;32mOK
\e[0m 0.00
2688 cic:/BellLabs/lazyPCF/OpSem/utils/Rand_ty.con
\e[0;32mOK
\e[0m 0.01
2689 cic:/BellLabs/lazyPCF/OpSem/utils/Rator_ty.con
\e[0;32mOK
\e[0m 0.00
2690 cic:/BellLabs/lazyPCF/OpSem/utils/is_arr.con
\e[0;32mOK
\e[0m 0.00
2691 cic:/BellLabs/lazyPCF/OpSem/utils/is_bool.con
\e[0;32mOK
\e[0m 0.00
2692 cic:/BellLabs/lazyPCF/OpSem/utils/is_nat.con
\e[0;32mOK
\e[0m 0.00
2693 cic:/BellLabs/lazyPCF/OpSem/syntax/ty_rect.con
\e[0;32mOK
\e[0m 0.00
2694 cic:/BellLabs/lazyPCF/OpSem/syntax/vari.ind
\e[0;32mOK
\e[0m 0.00
2695 cic:/Utrecht/Ramsey/Ramsey/enumerate.con
\e[0;32mOK
\e[0m 0.00
2696 cic:/Utrecht/ABP/abp_proc/Specificat.con
\e[0;32mOK
\e[0m 0.00
2697 cic:/Utrecht/ABP/abp_defs/ChanK.con
\e[0;32mOK
\e[0m 0.00
2698 cic:/Utrecht/ABP/abp_defs/ChanL.con
\e[0;32mOK
\e[0m 0.00
2699 cic:/Utrecht/ABP/abp_defs/EQDi.con
\e[0;32mOK
\e[0m 0.00
2700 cic:/Utrecht/ABP/abp_defs/EQFD.con
\e[0;32mOK
\e[0m 0.00
2701 cic:/Utrecht/ABP/abp_defs/EQFf.con
\e[0;32mOK
\e[0m 0.00
2702 cic:/Utrecht/ABP/abp_defs/EQFi.con
\e[0;32mOK
\e[0m 0.00
2703 cic:/Utrecht/ABP/abp_defs/EQfD.con
\e[0;32mOK
\e[0m 0.00
2704 cic:/Utrecht/ABP/abp_defs/EQfi.con
\e[0;32mOK
\e[0m 0.00
2705 cic:/Utrecht/ABP/abp_defs/H.con
\e[0;32mOK
\e[0m 0.00
2706 cic:/Utrecht/ABP/abp_defs/I''.con
\e[0;32mOK
\e[0m 0.00
2707 cic:/Utrecht/ABP/abp_defs/I'.con
\e[0;32mOK
\e[0m 0.00
2708 cic:/Utrecht/ABP/abp_defs/ProcR.con
\e[0;32mOK
\e[0m 0.00
2709 cic:/Utrecht/ABP/abp_defs/ProcRn.con
\e[0;32mOK
\e[0m 0.00
2710 cic:/Utrecht/ABP/abp_defs/ProcS.con
\e[0;32mOK
\e[0m 0.00
2711 cic:/Utrecht/ABP/abp_defs/ProcSn.con
\e[0;32mOK
\e[0m 0.00
2712 cic:/Utrecht/ABP/abp_defs/ProcSn_d.con
\e[0;32mOK
\e[0m 0.00
2713 cic:/Utrecht/ABP/abp_defs/ProcTn_d.con
\e[0;32mOK
\e[0m 0.00
2714 cic:/Utrecht/ABP/abp_defs/Toggle1.con
\e[0;32mOK
\e[0m 0.00
2715 cic:/Utrecht/ABP/abp_defs/Toggle2.con
\e[0;32mOK
\e[0m 0.00
2716 cic:/Utrecht/ABP/abp_defs/andb1.con
\e[0;32mOK
\e[0m 0.00
2717 cic:/Utrecht/ABP/abp_defs/andb2.con
\e[0;32mOK
\e[0m 0.00
2718 cic:/Utrecht/ABP/abp_defs/bit1.con
\e[0;32mOK
\e[0m 0.00
2719 cic:/Utrecht/ABP/abp_defs/bit2.con
\e[0;32mOK
\e[0m 0.00
2720 cic:/Utrecht/ABP/abp_defs/bit3.con
\e[0;32mOK
\e[0m 0.00
2721 cic:/Utrecht/ABP/abp_defs/eqD5.con
\e[0;32mOK
\e[0m 0.00
2722 cic:/Utrecht/ABP/abp_defs/eqD6.con
\e[0;32mOK
\e[0m 0.00
2723 cic:/Utrecht/ABP/abp_defs/eqD7.con
\e[0;32mOK
\e[0m 0.00
2724 cic:/Utrecht/ABP/abp_defs/eqD8.con
\e[0;32mOK
\e[0m 0.00
2725 cic:/Utrecht/ABP/abp_defs/eqF1.con
\e[0;32mOK
\e[0m 0.00
2726 cic:/Utrecht/ABP/abp_defs/eqF2.con
\e[0;32mOK
\e[0m 0.00
2727 cic:/Utrecht/ABP/abp_defs/eqF3.con
\e[0;32mOK
\e[0m 0.00
2728 cic:/Utrecht/ABP/abp_defs/eqF4.con
\e[0;32mOK
\e[0m 0.00
2729 cic:/Utrecht/ABP/abp_defs/eqF5.con
\e[0;32mOK
\e[0m 0.00
2730 cic:/Utrecht/ABP/abp_defs/eqF6.con
\e[0;32mOK
\e[0m 0.00
2731 cic:/Utrecht/ABP/abp_defs/eqF7.con
\e[0;32mOK
\e[0m 0.00
2732 cic:/Utrecht/ABP/abp_defs/eqF8.con
\e[0;32mOK
\e[0m 0.00
2733 cic:/Utrecht/ABP/abp_defs/eqf1.con
\e[0;32mOK
\e[0m 0.00
2734 cic:/Utrecht/ABP/abp_defs/eqf2.con
\e[0;32mOK
\e[0m 0.00
2735 cic:/Utrecht/ABP/abp_defs/eqf3.con
\e[0;32mOK
\e[0m 0.00
2736 cic:/Utrecht/ABP/abp_defs/eqf4.con
\e[0;32mOK
\e[0m 0.00
2737 cic:/Utrecht/ABP/abp_defs/eqf5.con
\e[0;32mOK
\e[0m 0.00
2738 cic:/Utrecht/ABP/abp_defs/eqf6.con
\e[0;32mOK
\e[0m 0.01
2739 cic:/Utrecht/ABP/abp_defs/eqf7.con
\e[0;32mOK
\e[0m 0.00
2740 cic:/Utrecht/ABP/abp_defs/eqf8.con
\e[0;32mOK
\e[0m 0.00
2741 cic:/Utrecht/ABP/abp_defs/notb1.con
\e[0;32mOK
\e[0m 0.00
2742 cic:/Utrecht/ABP/abp_defs/notb2.con
\e[0;32mOK
\e[0m 0.00
2743 cic:/Utrecht/ABP/abp_defs/orb1.con
\e[0;32mOK
\e[0m 0.00
2744 cic:/Utrecht/ABP/abp_defs/orb2.con
\e[0;32mOK
\e[0m 0.00
2745 cic:/Utrecht/ABP/abp_base/A1.con
\e[0;32mOK
\e[0m 0.00
2746 cic:/Utrecht/ABP/abp_base/A2.con
\e[0;32mOK
\e[0m 0.00
2747 cic:/Utrecht/ABP/abp_base/A3.con
\e[0;32mOK
\e[0m 0.00
2748 cic:/Utrecht/ABP/abp_base/A4.con
\e[0;32mOK
\e[0m 0.00
2749 cic:/Utrecht/ABP/abp_base/A5.con
\e[0;32mOK
\e[0m 0.00
2750 cic:/Utrecht/ABP/abp_base/CF1.con
\e[0;32mOK
\e[0m 0.00
2751 cic:/Utrecht/ABP/abp_base/CM1.con
\e[0;32mOK
\e[0m 0.00
2752 cic:/Utrecht/ABP/abp_base/CM2.con
\e[0;32mOK
\e[0m 0.00
2753 cic:/Utrecht/ABP/abp_base/CM3.con
\e[0;32mOK
\e[0m 0.00
2754 cic:/Utrecht/ABP/abp_base/CM4.con
\e[0;32mOK
\e[0m 0.00
2755 cic:/Utrecht/ABP/abp_base/CM5.con
\e[0;32mOK
\e[0m 0.00
2756 cic:/Utrecht/ABP/abp_base/CM6.con
\e[0;32mOK
\e[0m 0.00
2757 cic:/Utrecht/ABP/abp_base/CM7.con
\e[0;32mOK
\e[0m 0.00
2758 cic:/Utrecht/ABP/abp_base/CM8.con
\e[0;32mOK
\e[0m 0.00
2759 cic:/Utrecht/ABP/abp_base/CM9.con
\e[0;32mOK
\e[0m 0.00
2760 cic:/Utrecht/ABP/abp_base/COND1.con
\e[0;32mOK
\e[0m 0.00
2761 cic:/Utrecht/ABP/abp_base/COND2.con
\e[0;32mOK
\e[0m 0.00
2762 cic:/Utrecht/ABP/abp_base/Delta.con
\e[0;32mOK
\e[0m 0.00
2763 cic:/Utrecht/ABP/abp_base/G10.con
\e[0;32mOK
\e[0m 0.00
2764 cic:/Utrecht/ABP/abp_base/G11.con
\e[0;32mOK
\e[0m 0.00
2765 cic:/Utrecht/ABP/abp_base/G2.con
\e[0;32mOK
\e[0m 0.00
2766 cic:/Utrecht/ABP/abp_base/G5.con
\e[0;32mOK
\e[0m 0.00
2767 cic:/Utrecht/ABP/abp_base/G6.con
\e[0;32mOK
\e[0m 0.00
2768 cic:/Utrecht/ABP/abp_base/G7.con
\e[0;32mOK
\e[0m 0.00
2769 cic:/Utrecht/ABP/abp_base/G8.con
\e[0;32mOK
\e[0m 0.00
2770 cic:/Utrecht/ABP/abp_base/G9.con
\e[0;32mOK
\e[0m 0.00
2771 cic:/Utrecht/ABP/abp_base/In_ehlist.con
\e[0;32mOK
\e[0m 0.00
2772 cic:/Utrecht/ABP/abp_base/RSP.con
\e[0;32mOK
\e[0m 0.00
2773 cic:/Utrecht/ABP/abp_base/SC1.con
\e[0;32mOK
\e[0m 0.00
2774 cic:/Utrecht/ABP/abp_base/SC3.con
\e[0;32mOK
\e[0m 0.00
2775 cic:/Utrecht/ABP/abp_base/SC4.con
\e[0;32mOK
\e[0m 0.00
2776 cic:/Utrecht/ABP/abp_base/SC5.con
\e[0;32mOK
\e[0m 0.00
2777 cic:/Utrecht/ABP/abp_base/SUM1.con
\e[0;32mOK
\e[0m 0.03
2778 cic:/Utrecht/ABP/abp_base/SUM3.con
\e[0;32mOK
\e[0m 0.00
2779 cic:/Utrecht/ABP/abp_base/SUM4.con
\e[0;32mOK
\e[0m 0.03
2780 cic:/Utrecht/ABP/abp_base/SUM5.con
\e[0;32mOK
\e[0m 0.00
2781 cic:/Utrecht/ABP/abp_base/SUM6.con
\e[0;32mOK
\e[0m 0.00
2782 cic:/Utrecht/ABP/abp_base/SUM7.con
\e[0;32mOK
\e[0m 0.00
2783 cic:/Utrecht/ABP/abp_base/T1.con
\e[0;32mOK
\e[0m 0.00
2784 cic:/Utrecht/ABP/abp_base/act_ind.con
\e[0;32mOK
\e[0m 0.00
2785 cic:/Utrecht/ABP/abp_base/act_rec.con
\e[0;32mOK
\e[0m 0.00
2786 cic:/Utrecht/ABP/abp_base/ehlist_rect.con
\e[0;32mOK
\e[0m 0.00
2787 cic:/Utrecht/ABP/abp_base/enc.con
\e[0;32mOK
\e[0m 0.00
2788 cic:/Utrecht/ABP/abp_base/hide.con
\e[0;32mOK
\e[0m 0.00
2789 cic:/Utrecht/ABP/abp_base/list_ind.con
\e[0;32mOK
\e[0m 0.00
2790 cic:/Utrecht/ABP/abp_base/list_rec.con
\e[0;32mOK
\e[0m 0.00
2791 cic:/Utrecht/ABP/abp_base/one_ind.con
\e[0;32mOK
\e[0m 0.00
2792 cic:/Utrecht/ABP/abp_base/one_rec.con
\e[0;32mOK
\e[0m 0.00
2793 cic:/Utrecht/ABP/abp_base/SUM/L.var
\e[0;32mOK
\e[0m 0.00
2794 cic:/Utrecht/ABP/abp_base/HIDE/L.var
\e[0;32mOK
\e[0m 0.00
2795 cic:/Utrecht/ABP/abp_base/GUARDED/L.var
\e[0;32mOK
\e[0m 0.00
2796 cic:/Utrecht/ABP/abp_base/EXPH4_/H.var
\e[0;32mOK
\e[0m 0.00
2797 cic:/Utrecht/ABP/abp_base/ENCAPSULATION/L.var
\e[0;32mOK
\e[0m 0.00
2798 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/hd.con
\e[0;32mOK
\e[0m 0.00
2799 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/l_streamOfLists2ListOfStreams.con
\e[0;32mOK
\e[0m 0.00
2800 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/mapCons.con
\e[0;32mOK
\e[0m 0.00
2801 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/tl.con
\e[0;32mOK
\e[0m 0.00
2802 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/unfold_Stream.con
\e[0;32mOK
\e[0m 0.00
2803 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Streams/Stream_Properties/P.var
\e[0;32mOK
\e[0m 0.01
2804 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Others/l_ListOfStr2StrOfLists.var
\e[0;32mOK
\e[0m 0.00
2805 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Map/mapStr.var
\e[0;32mOK
\e[0m 0.00
2806 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Map/mapStr2.var
\e[0;32mOK
\e[0m 0.00
2807 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Function_Pointwise/extend.var
\e[0;32mOK
\e[0m 0.00
2808 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Function_Pointwise/extend2.var
\e[0;32mOK
\e[0m 0.00
2809 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Function_Pointwise/extend3.var
\e[0;32mOK
\e[0m 0.00
2810 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Function_Pointwise/extendNTo1.var
\e[0;32mOK
\e[0m 0.00
2811 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend_Some_Function_Pointwise/k.var
\e[0;32mOK
\e[0m 0.00
2812 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/SndEqual.con
\e[0;32mOK
\e[0m 0.00
2813 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl.con
\e[0;32mOK
\e[0m 0.00
2814 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Simple_Declaration_Environment/eqDataDec.var
\e[0;32mOK
\e[0m 0.00
2815 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Simple_Declaration_Environment/eqKeyDec.var
\e[0;32mOK
\e[0m 0.00
2816 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Remapping_Values/eqKey1Dec.var
\e[0;32mOK
\e[0m 0.00
2817 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Iteration_On_Simple_Blocks_Of_Declarations/eqKey1Dec.var
\e[0;32mOK
\e[0m 0.00
2818 cic:/Suresnes/MiniC/Utilitaires/SetOf/IsSorted.ind
\e[0;32mOK
\e[0m 0.00
2819 cic:/Suresnes/MiniC/Utilitaires/SetOf/Union_On_Family/decB.var
\e[0;32mOK
\e[0m 0.00
2820 cic:/Suresnes/MiniC/Utilitaires/SetOf/Finite_Sets/decA.var
\e[0;32mOK
\e[0m 0.00
2821 cic:/Suresnes/MiniC/Utilitaires/MLImport/option_rect.con
\e[0;32mOK
\e[0m 0.00
2822 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Exists.ind
\e[0;32mOK
\e[0m 0.00
2823 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll.ind
\e[0;32mOK
\e[0m 0.00
2824 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll2.ind
\e[0;32mOK
\e[0m 0.00
2825 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll3.ind
\e[0;32mOK
\e[0m 0.00
2826 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll4.ind
\e[0;32mOK
\e[0m 0.00
2827 cic:/Suresnes/MiniC/Utilitaires/ListDefs/filter.con
\e[0;32mOK
\e[0m 0.00
2828 cic:/Suresnes/MiniC/Utilitaires/ListDefs/listEqBool.con
\e[0;32mOK
\e[0m 0.00
2829 cic:/Suresnes/MiniC/Utilitaires/ListDefs/list_modifState.con
\e[0;32mOK
\e[0m 0.00
2830 cic:/Suresnes/MiniC/Utilitaires/ListDefs/map2.con
\e[0;32mOK
\e[0m 0.00
2831 cic:/Suresnes/MiniC/Utilitaires/ListDefs/map3.con
\e[0;32mOK
\e[0m 0.01
2832 cic:/Suresnes/MiniC/Utilitaires/ListDefs/mapIndexFrom.con
\e[0;32mOK
\e[0m 0.00
2833 cic:/Suresnes/MiniC/Utilitaires/ListDefs/one.con
\e[0;32mOK
\e[0m 0.00
2834 cic:/Suresnes/MiniC/Utilitaires/ListDefs/search.con
\e[0;32mOK
\e[0m 0.00
2835 cic:/Suresnes/MiniC/Utilitaires/ListDefs/tabulate.con
\e[0;32mOK
\e[0m 0.00
2836 cic:/Suresnes/MiniC/Utilitaires/ListDefs/zip.con
\e[0;32mOK
\e[0m 0.00
2837 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Map_i/f.var
\e[0;32mOK
\e[0m 0.00
2838 cic:/Suresnes/MiniC/Utilitaires/ListDefs/List_Equality/eqA.var
\e[0;32mOK
\e[0m 0.00
2839 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll_Properties/Pd.var
\e[0;32mOK
\e[0m 0.00
2840 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll_Properties/Pl.var
\e[0;32mOK
\e[0m 0.00
2841 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Fold_Right_i_Recursor/f.var
\e[0;32mOK
\e[0m 0.00
2842 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Fold_Left_i_Recursor/f.var
\e[0;32mOK
\e[0m 0.00
2843 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Filter/decP.var
\e[0;32mOK
\e[0m 0.00
2844 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Exists_Properties/decP.var
\e[0;32mOK
\e[0m 0.00
2845 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Decide_Include/eqA.var
\e[0;32mOK
\e[0m 0.00
2846 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Decide_ForAll_And_Exists_Properties/decP.var
\e[0;32mOK
\e[0m 0.00
2847 cic:/Suresnes/MiniC/Utilitaires/Exceptions/excReraise.con
\e[0;32mOK
\e[0m 0.00
2848 cic:/Suresnes/MiniC/Utilitaires/Exceptions/exc_ind.con
\e[0;32mOK
\e[0m 0.00
2849 cic:/Suresnes/MiniC/Utilitaires/Exceptions/exc_rec.con
\e[0;32mOK
\e[0m 0.00
2850 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_def.con
\e[0;32mOK
\e[0m 0.00
2851 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_imageFromList12.con
\e[0;32mOK
\e[0m 0.00
2852 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_imageFromList22.con
\e[0;32mOK
\e[0m 0.00
2853 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_map.con
\e[0;32mOK
\e[0m 0.00
2854 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_toList.con
\e[0;32mOK
\e[0m 0.00
2855 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_unDef.con
\e[0;32mOK
\e[0m 0.00
2856 cic:/Suresnes/MiniC/Utilitaires/Dictionary/modif.con
\e[0;32mOK
\e[0m 0.00
2857 cic:/Suresnes/MiniC/Utilitaires/Dictionary/Dictionary_Specification/keyEqDecide.var
\e[0;32mOK
\e[0m 0.00
2858 cic:/Suresnes/MiniC/Utilitaires/DecisionProcedures/Pair_Decidable/eqA.var
\e[0;32mOK
\e[0m 0.00
2859 cic:/Suresnes/MiniC/Utilitaires/DecisionProcedures/Pair_Decidable/eqB.var
\e[0;32mOK
\e[0m 0.00
2860 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl.con
\e[0;32mOK
\e[0m 0.00
2861 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/Iteration_On_Blocks_Of_Declarations/eqKeyDec.var
\e[0;32mOK
\e[0m 0.00
2862 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/Iteration_On_Blocks_Of_Declarations/g.var
\e[0;32mOK
\e[0m 0.00
2863 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/Block_Of_Variables_Declaration/eqKeyDec.var
\e[0;32mOK
\e[0m 0.00
2864 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/Block_Of_Variables_Declaration/Bdecl_Filter/p.var
\e[0;32mOK
\e[0m 0.01
2865 cic:/Suresnes/MiniC/MiniC/Stack/Stack/eqKeyDec.var
\e[0;32mOK
\e[0m 0.00
2866 cic:/Suresnes/MiniC/MiniC/CSemantics/iterate.con
\e[0;32mOK
\e[0m 0.00
2867 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_predefType_ind.con
\e[0;32mOK
\e[0m 0.00
2868 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_predefType_rec.con
\e[0;32mOK
\e[0m 0.00
2869 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_unOp_rect.con
\e[0;32mOK
\e[0m 0.00
2870 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_basicValue.ind
\e[0;32mOK
\e[0m 0.00
2871 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_boolDiseq.con
\e[0;32mOK
\e[0m 0.00
2872 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_boolEq.con
\e[0;32mOK
\e[0m 0.00
2873 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_boolNot.con
\e[0;32mOK
\e[0m 0.00
2874 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_boolXor.con
\e[0;32mOK
\e[0m 0.00
2875 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_charDiseq.con
\e[0;32mOK
\e[0m 0.00
2876 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_charEq.con
\e[0;32mOK
\e[0m 0.00
2877 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_charGe.con
\e[0;32mOK
\e[0m 0.00
2878 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_charGt.con
\e[0;32mOK
\e[0m 0.00
2879 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_charLe.con
\e[0;32mOK
\e[0m 0.00
2880 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_charLt.con
\e[0;32mOK
\e[0m 0.00
2881 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_false.con
\e[0;32mOK
\e[0m 0.00
2882 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_identEq.con
\e[0;32mOK
\e[0m 0.00
2883 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intDiseq.con
\e[0;32mOK
\e[0m 0.00
2884 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intEq.con
\e[0;32mOK
\e[0m 0.00
2885 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intGe.con
\e[0;32mOK
\e[0m 0.00
2886 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intGt.con
\e[0;32mOK
\e[0m 0.00
2887 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intLe.con
\e[0;32mOK
\e[0m 0.00
2888 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_intLt.con
\e[0;32mOK
\e[0m 0.00
2889 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_natMinus.con
\e[0;32mOK
\e[0m 0.00
2890 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_natPlus.con
\e[0;32mOK
\e[0m 0.00
2891 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_realDiseq.con
\e[0;32mOK
\e[0m 0.00
2892 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_realEq.con
\e[0;32mOK
\e[0m 0.00
2893 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_realGe.con
\e[0;32mOK
\e[0m 0.00
2894 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_realGt.con
\e[0;32mOK
\e[0m 0.00
2895 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_realLe.con
\e[0;32mOK
\e[0m 0.00
2896 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_realLt.con
\e[0;32mOK
\e[0m 0.00
2897 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_true.con
\e[0;32mOK
\e[0m 0.00
2898 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_typeIdentEq.con
\e[0;32mOK
\e[0m 0.00
2899 cic:/Suresnes/MiniC/MiniC/BasicTypes/shiftToAddress.con
\e[0;32mOK
\e[0m 0.00
2900 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Case_recursion/l.var
\e[0;32mOK
\e[0m 0.00
2901 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Case_recursion/pl.var
\e[0;32mOK
\e[0m 0.00
2902 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Case_recursion/pr.var
\e[0;32mOK
\e[0m 0.00
2903 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Case_recursion/r.var
\e[0;32mOK
\e[0m 0.00
2904 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Case_recursion/w.var
\e[0;32mOK
\e[0m 0.00
2905 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Sons_to_Node/h.var
\e[0;32mOK
\e[0m 0.00
2906 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Sons_to_Node/l.var
\e[0;32mOK
\e[0m 0.00
2907 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Node_to_Sons/h.var
\e[0;32mOK
\e[0m 0.00
2908 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Node_to_Sons/l.var
\e[0;32mOK
\e[0m 0.00
2909 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Cons.con
\e[0;32mOK
\e[0m 0.00
2910 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Nil.con
\e[0;32mOK
\e[0m 0.00
2911 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Path.con
\e[0;32mOK
\e[0m 0.00
2912 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/Impl_Sons/h.var
\e[0;32mOK
\e[0m 0.00
2913 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/Impl_Sons/l.var
\e[0;32mOK
\e[0m 0.00
2914 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/Impl_Node/h.var
\e[0;32mOK
\e[0m 0.00
2915 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/Impl_Node/l.var
\e[0;32mOK
\e[0m 0.00
2916 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/h1.var
\e[0;32mOK
\e[0m 0.00
2917 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/h2.var
\e[0;32mOK
\e[0m 0.00
2918 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/l1.var
\e[0;32mOK
\e[0m 0.00
2919 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/l2.var
\e[0;32mOK
\e[0m 0.00
2920 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/Greater_i1/bh.var
\e[0;32mOK
\e[0m 0.00
2921 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/Greater_i1/bl.var
\e[0;32mOK
\e[0m 0.00
2922 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/Equal_i1_i2/Heq_dims.var
\e[0;32mOK
\e[0m 0.00
2923 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/Equal_i1_i2/bh.var
\e[0;32mOK
\e[0m 0.00
2924 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/Equal_i1_i2/bl.var
\e[0;32mOK
\e[0m 0.00
2925 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Monotony/Inf.con
\e[0;32mOK
\e[0m 0.00
2926 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Case3_ind.con
\e[0;32mOK
\e[0m 0.00
2927 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Case3_rec.con
\e[0;32mOK
\e[0m 0.00
2928 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Classic.con
\e[0;32mOK
\e[0m 0.00
2929 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Contra.con
\e[0;32mOK
\e[0m 0.00
2930 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/P_notnotP.con
\e[0;32mOK
\e[0m 0.00
2931 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/deMorgan_and_not.con
\e[0;32mOK
\e[0m 0.00
2932 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/deMorgan_not_or.con
\e[0;32mOK
\e[0m 0.00
2933 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/eq_decidable.con
\e[0;32mOK
\e[0m 0.00
2934 cic:/Suresnes/BDD/rauzy/algorithme1/Inductions/Cpl.con
\e[0;32mOK
\e[0m 0.00
2935 cic:/Suresnes/BDD/rauzy/algorithme1/Inductions/Pr1.con
\e[0;32mOK
\e[0m 0.00
2936 cic:/Suresnes/BDD/rauzy/algorithme1/Inductions/Pr2.con
\e[0;32mOK
\e[0m 0.00
2937 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Ass_eq.con
\e[0;32mOK
\e[0m 0.00
2938 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/BF.con
\e[0;32mOK
\e[0m 0.00
2939 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/FALSE.con
\e[0;32mOK
\e[0m 0.00
2940 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Fcst.con
\e[0;32mOK
\e[0m 0.00
2941 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/TRUE.con
\e[0;32mOK
\e[0m 0.00
2942 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/BDT_rect.con
\e[0;32mOK
\e[0m 0.01
2943 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Dim.con
\e[0;32mOK
\e[0m 0.00
2944 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/dim.ind
\e[0;32mOK
\e[0m 0.00
2945 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/inv_OBDT_neq.con
\e[0;32mOK
\e[0m 0.00
2946 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/node_decomposition.ind
\e[0;32mOK
\e[0m 0.02
2947 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Decrease_induction1/h1.var
\e[0;32mOK
\e[0m 0.00
2948 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Decrease_induction1/h2.var
\e[0;32mOK
\e[0m 0.00
2949 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Decrease_induction1/l1.var
\e[0;32mOK
\e[0m 0.00
2950 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Decrease_induction1/l2.var
\e[0;32mOK
\e[0m 0.00
2951 cic:/Suresnes/BDD/canonicite/Prelude0/Contra.con
\e[0;32mOK
\e[0m 0.00
2952 cic:/Suresnes/BDD/canonicite/Prelude0/Morgan_and_not.con
\e[0;32mOK
\e[0m 0.00
2953 cic:/Suresnes/BDD/canonicite/Prelude0/Morgan_or.con
\e[0;32mOK
\e[0m 0.00
2954 cic:/Suresnes/BDD/canonicite/Order/anti_symetry.con
\e[0;32mOK
\e[0m 0.00
2955 cic:/Suresnes/BDD/canonicite/Order/reflexivity.con
\e[0;32mOK
\e[0m 0.00
2956 cic:/Suresnes/BDD/canonicite/Order/totality.con
\e[0;32mOK
\e[0m 0.00
2957 cic:/Suresnes/BDD/canonicite/Order/transitivity.con
\e[0;32mOK
\e[0m 0.00
2958 cic:/Suresnes/BDD/canonicite/Finite_sets/In.con
\e[0;32mOK
\e[0m 0.00
2959 cic:/Suresnes/BDD/canonicite/Finite_sets/V_decidable.con
\e[0;32mOK
\e[0m 0.00
2960 cic:/Suresnes/BDD/canonicite/Finite_sets/all_.con
\e[0;32mOK
\e[0m 0.00
2961 cic:/Suresnes/BDD/canonicite/Finite_sets/anti_symetry.con
\e[0;32mOK
\e[0m 0.00
2962 cic:/Suresnes/BDD/canonicite/Finite_sets/empty.con
\e[0;32mOK
\e[0m 0.00
2963 cic:/Suresnes/BDD/canonicite/Finite_sets/not_Exist_All_not.con
\e[0;32mOK
\e[0m 0.00
2964 cic:/Suresnes/BDD/canonicite/Finite_sets/reflexivity.con
\e[0;32mOK
\e[0m 0.00
2965 cic:/Suresnes/BDD/canonicite/Finite_sets/totality.con
\e[0;32mOK
\e[0m 0.00
2966 cic:/Suresnes/BDD/canonicite/Finite_sets/transitivity.con
\e[0;32mOK
\e[0m 0.00
2967 cic:/Suresnes/BDD/canonicite/Finite_sets/sets/Add/Q.var
\e[0;32mOK
\e[0m 0.00
2968 cic:/Sophia-Antipolis/param_pi/subtyping/typest_reading.con
\e[0;32mOK
\e[0m 0.00
2969 cic:/Sophia-Antipolis/param_pi/subtyping/typest_tail.con
\e[0;32mOK
\e[0m 0.00
2970 cic:/Sophia-Antipolis/param_pi/subtyping/typest_writing.con
\e[0;32mOK
\e[0m 0.00
2971 cic:/Sophia-Antipolis/param_pi/processus/PP_decidable.con
\e[0;32mOK
\e[0m 0.00
2972 cic:/Sophia-Antipolis/param_pi/processus/VV_decidable.con
\e[0;32mOK
\e[0m 0.00
2973 cic:/Sophia-Antipolis/param_pi/processus/act_rect.con
\e[0;32mOK
\e[0m 0.00
2974 cic:/Sophia-Antipolis/param_pi/processus/capa_ind.con
\e[0;32mOK
\e[0m 0.00
2975 cic:/Sophia-Antipolis/param_pi/processus/capa_rec.con
\e[0;32mOK
\e[0m 0.00
2976 cic:/Sophia-Antipolis/param_pi/processus/capst_ind.con
\e[0;32mOK
\e[0m 0.00
2977 cic:/Sophia-Antipolis/param_pi/processus/different.con
\e[0;32mOK
\e[0m 0.00
2978 cic:/Sophia-Antipolis/param_pi/processus/envst.con
\e[0;32mOK
\e[0m 0.00
2979 cic:/Sophia-Antipolis/param_pi/processus/eqvenv.con
\e[0;32mOK
\e[0m 0.00
2980 cic:/Sophia-Antipolis/param_pi/processus/freshact.ind
\e[0;32mOK
\e[0m 0.00
2981 cic:/Sophia-Antipolis/param_pi/processus/freshname.ind
\e[0;32mOK
\e[0m 0.00
2982 cic:/Sophia-Antipolis/param_pi/processus/freshvarname.ind
\e[0;32mOK
\e[0m 0.00
2983 cic:/Sophia-Antipolis/param_pi/processus/name_rect.con
\e[0;32mOK
\e[0m 0.00
2984 cic:/Sophia-Antipolis/param_pi/processus/proc.ind
\e[0;32mOK
\e[0m 0.00
2985 cic:/Sophia-Antipolis/param_pi/processus/typest_refl.con
\e[0;32mOK
\e[0m 0.00
2986 cic:/Sophia-Antipolis/param_pi/processus/typest_trans.con
\e[0;32mOK
\e[0m 0.00
2987 cic:/Sophia-Antipolis/geometry/vecteur/vec.con
\e[0;32mOK
\e[0m 0.00
2988 cic:/Sophia-Antipolis/geometry/trigo/egalite_angle_trigo.con
\e[0;32mOK
\e[0m 0.00
2989 cic:/Sophia-Antipolis/geometry/rotation_plane/rotation_def_centre.con
\e[0;32mOK
\e[0m 0.00
2990 cic:/Sophia-Antipolis/geometry/parallelisme_concours/def_paralleles.con
\e[0;32mOK
\e[0m 0.00
2991 cic:/Sophia-Antipolis/geometry/parallelisme_concours/def_paralleles2.con
\e[0;32mOK
\e[0m 0.00
2992 cic:/Sophia-Antipolis/geometry/parallelisme_concours/droite_permute.con
\e[0;32mOK
\e[0m 0.00
2993 cic:/Sophia-Antipolis/geometry/operations_complexes/Cmult_module.con
\e[0;32mOK
\e[0m 0.00
2994 cic:/Sophia-Antipolis/geometry/operations_complexes/Copp_def.con
\e[0;32mOK
\e[0m 0.00
2995 cic:/Sophia-Antipolis/geometry/operations_complexes/Cplus_def.con
\e[0;32mOK
\e[0m 0.00
2996 cic:/Sophia-Antipolis/geometry/operations_complexes/Csqr.con
\e[0;32mOK
\e[0m 0.00
2997 cic:/Sophia-Antipolis/geometry/milieu/milieu.con
\e[0;32mOK
\e[0m 0.00
2998 cic:/Sophia-Antipolis/geometry/formes_complexes/Rinj.con
\e[0;32mOK
\e[0m 0.00
2999 cic:/Sophia-Antipolis/geometry/formes_complexes/complexe_polaire_argument.con
\e[0;32mOK
\e[0m 0.00
3000 cic:/Sophia-Antipolis/geometry/formes_complexes/complexe_polaire_module.con
\e[0;32mOK
\e[0m 0.00
3001 cic:/Sophia-Antipolis/geometry/formes_complexes/forme_algebrique_def.con
\e[0;32mOK
\e[0m 0.00
3002 cic:/Sophia-Antipolis/geometry/formes_complexes/i.con
\e[0;32mOK
\e[0m 0.00
3003 cic:/Sophia-Antipolis/geometry/formes_complexes/oneC.con
\e[0;32mOK
\e[0m 0.00
3004 cic:/Sophia-Antipolis/geometry/formes_complexes/partie_imaginaire_def.con
\e[0;32mOK
\e[0m 0.00
3005 cic:/Sophia-Antipolis/geometry/formes_complexes/partie_reelle_def.con
\e[0;32mOK
\e[0m 0.00
3006 cic:/Sophia-Antipolis/geometry/formes_complexes/zeroC.con
\e[0;32mOK
\e[0m 0.00
3007 cic:/Sophia-Antipolis/geometry/dilatations/homothetie.con
\e[0;32mOK
\e[0m 0.00
3008 cic:/Sophia-Antipolis/geometry/dilatations/translation.con
\e[0;32mOK
\e[0m 0.00
3009 cic:/Sophia-Antipolis/geometry/coplanarite/coplanaires1.con
\e[0;32mOK
\e[0m 0.00
3010 cic:/Sophia-Antipolis/geometry/complexes_transformations/f_def.con
\e[0;32mOK
\e[0m 0.00
3011 cic:/Sophia-Antipolis/geometry/complexes_transformations/g_def.con
\e[0;32mOK
\e[0m 0.00
3012 cic:/Sophia-Antipolis/geometry/complexes_transformations/transforme_def.con
\e[0;32mOK
\e[0m 0.00
3013 cic:/Sophia-Antipolis/geometry/complexes_conjugaison/Conj_def.con
\e[0;32mOK
\e[0m 0.00
3014 cic:/Sophia-Antipolis/geometry/complexes/affixe_image.con
\e[0;32mOK
\e[0m 0.00
3015 cic:/Sophia-Antipolis/geometry/complexes/existence_affixe_point.con
\e[0;32mOK
\e[0m 0.00
3016 cic:/Sophia-Antipolis/geometry/complexes/existence_image_complexe.con
\e[0;32mOK
\e[0m 0.00
3017 cic:/Sophia-Antipolis/geometry/complexes/image_affixe.con
\e[0;32mOK
\e[0m 0.00
3018 cic:/Sophia-Antipolis/geometry/barycentre/add_PP_barycentre.con
\e[0;32mOK
\e[0m 0.00
3019 cic:/Sophia-Antipolis/geometry/angles_vecteurs/AV0_zero.con
\e[0;32mOK
\e[0m 0.00
3020 cic:/Sophia-Antipolis/geometry/angles_vecteurs/add_mes_compatible.con
\e[0;32mOK
\e[0m 0.00
3021 cic:/Sophia-Antipolis/geometry/angles_vecteurs/mes_opp.con
\e[0;32mOK
\e[0m 0.00
3022 cic:/Sophia-Antipolis/geometry/angles_vecteurs/pi.con
\e[0;32mOK
\e[0m 0.00
3023 cic:/Sophia-Antipolis/geometry/angles_droites/double_AV.con
\e[0;32mOK
\e[0m 0.00
3024 cic:/Sophia-Antipolis/geometry/alignement/alignes1.con
\e[0;32mOK
\e[0m 0.00
3025 cic:/Sophia-Antipolis/geometry/Rutile/R2.con
\e[0;32mOK
\e[0m 0.00
3026 cic:/Sophia-Antipolis/geometry/Rutile/R4.con
\e[0;32mOK
\e[0m 0.00
3027 cic:/Sophia-Antipolis/geometry/Rutile/lR14.con
\e[0;32mOK
\e[0m 0.00
3028 cic:/Sophia-Antipolis/geometry/Field_affine/cons_inj.con
\e[0;32mOK
\e[0m 0.00
3029 cic:/Sophia-Antipolis/geometry/Field_affine/fPP_inj.con
\e[0;32mOK
\e[0m 0.00
3030 cic:/Sophia-Antipolis/geometry/Field_affine/fR0.con
\e[0;32mOK
\e[0m 0.00
3031 cic:/Sophia-Antipolis/geometry/Field_affine/fR1.con
\e[0;32mOK
\e[0m 0.00
3032 cic:/Sophia-Antipolis/geometry/Field_affine/fRadd.con
\e[0;32mOK
\e[0m 0.00
3033 cic:/Sophia-Antipolis/geometry/Field_affine/fRinv.con
\e[0;32mOK
\e[0m 0.00
3034 cic:/Sophia-Antipolis/geometry/Field_affine/fRmult.con
\e[0;32mOK
\e[0m 0.00
3035 cic:/Sophia-Antipolis/geometry/Field_affine/fRopp.con
\e[0;32mOK
\e[0m 0.00
3036 cic:/Sophia-Antipolis/geometry/Field_affine/fadd.con
\e[0;32mOK
\e[0m 0.00
3037 cic:/Sophia-Antipolis/geometry/Field_affine/fcons.con
\e[0;32mOK
\e[0m 0.00
3038 cic:/Sophia-Antipolis/geometry/Field_affine/fmult.con
\e[0;32mOK
\e[0m 0.00
3039 cic:/Sophia-Antipolis/geometry/Field_affine/fzeroPP.con
\e[0;32mOK
\e[0m 0.00
3040 cic:/Sophia-Antipolis/geometry/Field_affine/invAM_l.con
\e[0;32mOK
\e[0m 0.00
3041 cic:/Sophia-Antipolis/geometry/Field_affine/nonzeroAM.con
\e[0;32mOK
\e[0m 0.00
3042 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/perce.con
\e[0;32mOK
\e[0m 0.00
3043 cic:/Sophia-Antipolis/Rsa/Rsa/RSAI/neq_pq.var
\e[0;32mOK
\e[0m 0.00
3044 cic:/Sophia-Antipolis/Rsa/Rsa/RSA/neq_pq.var
\e[0;32mOK
\e[0m 0.00
3045 cic:/Sophia-Antipolis/Rsa/Rsa/RSA/pqnot_zero.var
\e[0;32mOK
\e[0m 0.00
3046 cic:/Sophia-Antipolis/Rsa/MiscRsa/minus_eq.con
\e[0;32mOK
\e[0m 0.00
3047 cic:/Sophia-Antipolis/Rsa/MiscRsa/plus_eq.con
\e[0;32mOK
\e[0m 0.00
3048 cic:/Sophia-Antipolis/Rsa/Binomials/binomial.con
\e[0;32mOK
\e[0m 0.00
3049 cic:/Sophia-Antipolis/Rsa/Binomials/sum_nm.con
\e[0;32mOK
\e[0m 0.00
3050 cic:/Sophia-Antipolis/RecursiveDefinition/data9/log_F.con
\e[0;32mOK
\e[0m 0.00
3051 cic:/Sophia-Antipolis/RecursiveDefinition/data8/fst_R.con
\e[0;32mOK
\e[0m 0.00
3052 cic:/Sophia-Antipolis/RecursiveDefinition/data8/mod_.con
\e[0;32mOK
\e[0m 0.00
3053 cic:/Sophia-Antipolis/RecursiveDefinition/data7/log_F.con
\e[0;32mOK
\e[0m 0.00
3054 cic:/Sophia-Antipolis/RecursiveDefinition/data6/log_F.con
\e[0;32mOK
\e[0m 0.00
3055 cic:/Sophia-Antipolis/RecursiveDefinition/data4/log_F.con
\e[0;32mOK
\e[0m 0.00
3056 cic:/Sophia-Antipolis/RecursiveDefinition/data3/log_F.con
\e[0;32mOK
\e[0m 0.00
3057 cic:/Sophia-Antipolis/RecursiveDefinition/data2/log_F.con
\e[0;32mOK
\e[0m 0.00
3058 cic:/Sophia-Antipolis/MATHS/Z/Zle/leZ.con
\e[0;32mOK
\e[0m 0.00
3059 cic:/Sophia-Antipolis/MATHS/Z/Zbase/IZ.con
\e[0;32mOK
\e[0m 0.00
3060 cic:/Sophia-Antipolis/MATHS/Z/Zbase/Z_rect.con
\e[0;32mOK
\e[0m 0.00
3061 cic:/Sophia-Antipolis/MATHS/Z/Zbase/absZ.con
\e[0;32mOK
\e[0m 0.00
3062 cic:/Sophia-Antipolis/MATHS/Z/Zbase/is_posn.con
\e[0;32mOK
\e[0m 0.00
3063 cic:/Sophia-Antipolis/MATHS/Z/Zbase/negOZ.con
\e[0;32mOK
\e[0m 0.00
3064 cic:/Sophia-Antipolis/MATHS/Z/Zbase/posOZ.con
\e[0;32mOK
\e[0m 0.00
3065 cic:/Sophia-Antipolis/MATHS/Z/Zbase/sgnZ.con
\e[0;32mOK
\e[0m 0.00
3066 cic:/Sophia-Antipolis/MATHS/Z/Zadd/IdZ.con
\e[0;32mOK
\e[0m 0.00
3067 cic:/Sophia-Antipolis/MATHS/Z/Zadd/oppZ.con
\e[0;32mOK
\e[0m 0.00
3068 cic:/Sophia-Antipolis/MATHS/Z/Z_succ_pred/predZ.con
\e[0;32mOK
\e[0m 0.00
3069 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/Cinq/H.var
\e[0;32mOK
\e[0m 0.00
3070 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Second/H.var
\e[0;32mOK
\e[0m 0.00
3071 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Premier/H.var
\e[0;32mOK
\e[0m 0.00
3072 cic:/Sophia-Antipolis/MATHS/GROUPS/Relations/Relations/R.var
\e[0;32mOK
\e[0m 0.00
3073 cic:/Sophia-Antipolis/MATHS/GROUPS/Laws/associative.con
\e[0;32mOK
\e[0m 0.00
3074 cic:/Sophia-Antipolis/MATHS/GROUPS/Laws/commutative.con
\e[0;32mOK
\e[0m 0.00
3075 cic:/Sophia-Antipolis/MATHS/GROUPS/Laws/left_inverse.con
\e[0;32mOK
\e[0m 0.00
3076 cic:/Sophia-Antipolis/MATHS/GROUPS/Laws/left_neutral.con
\e[0;32mOK
\e[0m 0.00
3077 cic:/Sophia-Antipolis/MATHS/GROUPS/Laws/right_inverse.con
\e[0;32mOK
\e[0m 0.00
3078 cic:/Sophia-Antipolis/MATHS/GROUPS/Laws/right_neutral.con
\e[0;32mOK
\e[0m 0.00
3079 cic:/Sophia-Antipolis/MATHS/GROUPS/Laws/Basic_laws/D.var
\e[0;32mOK
\e[0m 0.00
3080 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/O1.con
\e[0;32mOK
\e[0m 0.00
3081 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/O2.con
\e[0;32mOK
\e[0m 0.00
3082 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/Oblique.con
\e[0;32mOK
\e[0m 0.00
3083 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/constructive_uniqueness_for_orthogonals.con
\e[0;32mOK
\e[0m 0.00
3084 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Equivalence.ind
\e[0;32mOK
\e[0m 0.00
3085 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Incident.con
\e[0;32mOK
\e[0m 0.00
3086 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Irreflexive.con
\e[0;32mOK
\e[0m 0.00
3087 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Negation.con
\e[0;32mOK
\e[0m 0.00
3088 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Segment.ind
\e[0;32mOK
\e[0m 0.00
3089 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Twolines.ind
\e[0;32mOK
\e[0m 0.00
3090 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/cmp_apt_diln.con
\e[0;32mOK
\e[0m 0.00
3091 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/cmp_apt_dipt.con
\e[0;32mOK
\e[0m 0.00
3092 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/cmp_con_diln.con
\e[0;32mOK
\e[0m 0.00
3093 cic:/Sophia-Antipolis/MATHS/GEOMETRY/affinity/constructive_uniqueness_for_parallels.con
\e[0;32mOK
\e[0m 0.00
3094 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo1/more_lemmas/B.var
\e[0;32mOK
\e[0m 0.00
3095 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Lemmas_on_partial_orders/B.var
\e[0;32mOK
\e[0m 0.00
3096 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Denumerable.con
\e[0;32mOK
\e[0m 0.00
3097 cic:/Sophia-Antipolis/Huffman/sTactic/Contradict3.con
\e[0;32mOK
\e[0m 0.00
3098 cic:/Sophia-Antipolis/Huffman/WeightTree/sum_leaves.con
\e[0;32mOK
\e[0m 0.00
3099 cic:/Sophia-Antipolis/Huffman/Weight/Weight/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3100 cic:/Sophia-Antipolis/Huffman/UList/UniqueList/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3101 cic:/Sophia-Antipolis/Huffman/Restrict/Restrict/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3102 cic:/Sophia-Antipolis/Huffman/Restrict/Restrict/m.var
\e[0;32mOK
\e[0m 0.00
3103 cic:/Sophia-Antipolis/Huffman/Permutation/permutation.ind
\e[0;32mOK
\e[0m 0.00
3104 cic:/Sophia-Antipolis/Huffman/PBTree2BTree/to_btree.con
\e[0;32mOK
\e[0m 0.00
3105 cic:/Sophia-Antipolis/Huffman/PBTree2BTree/PBTREE2BTREE/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3106 cic:/Sophia-Antipolis/Huffman/PBTree/inpb.ind
\e[0;32mOK
\e[0m 0.00
3107 cic:/Sophia-Antipolis/Huffman/PBTree/pbadd.con
\e[0;32mOK
\e[0m 0.01
3108 cic:/Sophia-Antipolis/Huffman/PBTree/pbfree.ind
\e[0;32mOK
\e[0m 0.00
3109 cic:/Sophia-Antipolis/Huffman/PBTree/pbtree_rect.con
\e[0;32mOK
\e[0m 0.01
3110 cic:/Sophia-Antipolis/Huffman/PBTree/PBTree/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3111 cic:/Sophia-Antipolis/Huffman/Ordered/ordered.ind
\e[0;32mOK
\e[0m 0.01
3112 cic:/Sophia-Antipolis/Huffman/Ordered/ordered/order_trans.var
\e[0;32mOK
\e[0m 0.00
3113 cic:/Sophia-Antipolis/Huffman/ISort/insert.con
\e[0;32mOK
\e[0m 0.00
3114 cic:/Sophia-Antipolis/Huffman/ISort/ISortExample/order_fun_false.var
\e[0;32mOK
\e[0m 0.00
3115 cic:/Sophia-Antipolis/Huffman/ISort/ISortExample/order_fun_true.var
\e[0;32mOK
\e[0m 0.00
3116 cic:/Sophia-Antipolis/Huffman/Huffman/Huffman/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3117 cic:/Sophia-Antipolis/Huffman/Huffman/Huffman/m.var
\e[0;32mOK
\e[0m 0.00
3118 cic:/Sophia-Antipolis/Huffman/HeightPred/HeightPred/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3119 cic:/Sophia-Antipolis/Huffman/Frequency/id_list.con
\e[0;32mOK
\e[0m 0.00
3120 cic:/Sophia-Antipolis/Huffman/Frequency/Frequency/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3121 cic:/Sophia-Antipolis/Huffman/Cover/Cover/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3122 cic:/Sophia-Antipolis/Huffman/Code/code.con
\e[0;32mOK
\e[0m 0.00
3123 cic:/Sophia-Antipolis/Huffman/Code/is_prefix.ind
\e[0;32mOK
\e[0m 0.00
3124 cic:/Sophia-Antipolis/Huffman/Code/Code/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3125 cic:/Sophia-Antipolis/Huffman/BTree/btree_rect.con
\e[0;32mOK
\e[0m 0.00
3126 cic:/Sophia-Antipolis/Huffman/BTree/inb.ind
\e[0;32mOK
\e[0m 0.00
3127 cic:/Sophia-Antipolis/Huffman/BTree/number_of_nodes.con
\e[0;32mOK
\e[0m 0.00
3128 cic:/Sophia-Antipolis/Huffman/BTree/Tree/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3129 cic:/Sophia-Antipolis/Huffman/Aux/first_n.con
\e[0;32mOK
\e[0m 0.00
3130 cic:/Sophia-Antipolis/Huffman/Aux/map2.con
\e[0;32mOK
\e[0m 0.00
3131 cic:/Sophia-Antipolis/Huffman/Aux/skip_n.con
\e[0;32mOK
\e[0m 0.00
3132 cic:/Sophia-Antipolis/Huffman/Aux/fold/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3133 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/highs.con
\e[0;32mOK
\e[0m 0.00
3134 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/lowbit.con
\e[0;32mOK
\e[0m 0.00
3135 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/size_not_O.con
\e[0;32mOK
\e[0m 0.00
3136 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_replace/replace.con
\e[0;32mOK
\e[0m 0.00
3137 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/trunc.con
\e[0;32mOK
\e[0m 0.00
3138 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/eq_list_dec.con
\e[0;32mOK
\e[0m 0.00
3139 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/len.ind
\e[0;32mOK
\e[0m 0.00
3140 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/list_const.con
\e[0;32mOK
\e[0m 0.00
3141 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/map.con
\e[0;32mOK
\e[0m 0.00
3142 cic:/Sophia-Antipolis/HARDWARE/GENE/Bool_compl/false_to_true.con
\e[0;32mOK
\e[0m 0.00
3143 cic:/Sophia-Antipolis/HARDWARE/GENE/Bool_compl/true_to_false.con
\e[0;32mOK
\e[0m 0.00
3144 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/BV.con
\e[0;32mOK
\e[0m 0.00
3145 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/power2.con
\e[0;32mOK
\e[0m 0.00
3146 cic:/Sophia-Antipolis/HARDWARE/ADDER/IncrDecr/BV_decrement_carry.con
\e[0;32mOK
\e[0m 0.00
3147 cic:/Sophia-Antipolis/HARDWARE/ADDER/IncrDecr/BV_increment_carry.con
\e[0;32mOK
\e[0m 0.00
3148 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_By.con
\e[0;32mOK
\e[0m 0.00
3149 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_CHOICE.con
\e[0;32mOK
\e[0m 0.00
3150 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/DOESNT_EXIST.con
\e[0;32mOK
\e[0m 0.00
3151 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Doubleton.con
\e[0;32mOK
\e[0m 0.00
3152 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/First.con
\e[0;32mOK
\e[0m 0.00
3153 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/IntersectionProp.con
\e[0;32mOK
\e[0m 0.00
3154 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Its_empty.con
\e[0;32mOK
\e[0m 0.00
3155 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Next.con
\e[0;32mOK
\e[0m 0.00
3156 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Restriction.ind
\e[0;32mOK
\e[0m 0.00
3157 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/SUB.con
\e[0;32mOK
\e[0m 0.00
3158 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_pr1.con
\e[0;32mOK
\e[0m 0.00
3159 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Zero.con
\e[0;32mOK
\e[0m 0.00
3160 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/excluded_middle.con
\e[0;32mOK
\e[0m 0.00
3161 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/nested_IN.ind
\e[0;32mOK
\e[0m 0.00
3162 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/not_in_itself.con
\e[0;32mOK
\e[0m 0.00
3163 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/when_given_two_distinct_elements/k.var
\e[0;32mOK
\e[0m 0.00
3164 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/when_given_two_distinct_elements/l.var
\e[0;32mOK
\e[0m 0.00
3165 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4_proof/a.var
\e[0;32mOK
\e[0m 0.00
3166 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4_proof/b.var
\e[0;32mOK
\e[0m 0.00
3167 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4_proof/i.var
\e[0;32mOK
\e[0m 0.00
3168 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4_proof/ut4contra/contra.var
\e[0;32mOK
\e[0m 0.00
3169 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4_proof/ut4contra/ut4b/k.var
\e[0;32mOK
\e[0m 0.00
3170 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4_proof/ut4contra/ut4a/j.var
\e[0;32mOK
\e[0m 0.00
3171 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/U.var
\e[0;32mOK
\e[0m 0.00
3172 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/h.var
\e[0;32mOK
\e[0m 0.00
3173 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/k.var
\e[0;32mOK
\e[0m 0.00
3174 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/B_sub_V_proof/h2.var
\e[0;32mOK
\e[0m 0.00
3175 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/A_sub_V_proof/h2.var
\e[0;32mOK
\e[0m 0.00
3176 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th2_proof/U.var
\e[0;32mOK
\e[0m 0.00
3177 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th2_proof/h.var
\e[0;32mOK
\e[0m 0.00
3178 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th1_proof/U.var
\e[0;32mOK
\e[0m 0.00
3179 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th1_proof/h.var
\e[0;32mOK
\e[0m 0.00
3180 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_symm_proof/U.var
\e[0;32mOK
\e[0m 0.00
3181 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_symm_proof/V.var
\e[0;32mOK
\e[0m 0.00
3182 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_refl_proof/U.var
\e[0;32mOK
\e[0m 0.00
3183 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th4_proof/i.var
\e[0;32mOK
\e[0m 0.00
3184 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th4_proof/j.var
\e[0;32mOK
\e[0m 0.00
3185 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th4_proof/k.var
\e[0;32mOK
\e[0m 0.00
3186 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th4_proof/l.var
\e[0;32mOK
\e[0m 0.00
3187 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th3_proof/i.var
\e[0;32mOK
\e[0m 0.00
3188 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th3_proof/j.var
\e[0;32mOK
\e[0m 0.00
3189 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th3_proof/k.var
\e[0;32mOK
\e[0m 0.00
3190 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th2_proof/i.var
\e[0;32mOK
\e[0m 0.00
3191 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th2_proof/j.var
\e[0;32mOK
\e[0m 0.00
3192 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th1_proof/i.var
\e[0;32mOK
\e[0m 0.00
3193 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/subset_reflexive/h.var
\e[0;32mOK
\e[0m 0.00
3194 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/singletons_have_leq_1_elements_proof/S.var
\e[0;32mOK
\e[0m 0.00
3195 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_uniqueness_proof/sA.var
\e[0;32mOK
\e[0m 0.00
3196 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_uniqueness_proof/sB.var
\e[0;32mOK
\e[0m 0.00
3197 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_has_geq_2_elements_proof/sA.var
\e[0;32mOK
\e[0m 0.00
3198 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2/i.var
\e[0;32mOK
\e[0m 0.00
3199 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relations_in_cartesian_proof/i.var
\e[0;32mOK
\e[0m 0.00
3200 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relation_1/i.var
\e[0;32mOK
\e[0m 0.00
3201 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus2/U.var
\e[0;32mOK
\e[0m 0.00
3202 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus2/x.var
\e[0;32mOK
\e[0m 0.00
3203 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus2/y.var
\e[0;32mOK
\e[0m 0.00
3204 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1/x.var
\e[0;32mOK
\e[0m 0.00
3205 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1/y.var
\e[0;32mOK
\e[0m 0.00
3206 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power4/sX.var
\e[0;32mOK
\e[0m 0.00
3207 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power4/x.var
\e[0;32mOK
\e[0m 0.00
3208 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power3/x.var
\e[0;32mOK
\e[0m 0.00
3209 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power3/y.var
\e[0;32mOK
\e[0m 0.00
3210 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power2/i.var
\e[0;32mOK
\e[0m 0.00
3211 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/naturals_main_induction3b/r.var
\e[0;32mOK
\e[0m 0.00
3212 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/naturals_main_induction3a/q.var
\e[0;32mOK
\e[0m 0.00
3213 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/its_empty_implies_equals_emptyset_proof/ieieep2/i.var
\e[0;32mOK
\e[0m 0.00
3214 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/its_empty_implies_equals_emptyset_proof/ieieep1/i.var
\e[0;32mOK
\e[0m 0.00
3215 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/intersection4/i.var
\e[0;32mOK
\e[0m 0.00
3216 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/has_leq_0_implies_leq_1/k.var
\e[0;32mOK
\e[0m 0.00
3217 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_relation_proof/H.var
\e[0;32mOK
\e[0m 0.00
3218 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_relation_proof/gr2/x2.var
\e[0;32mOK
\e[0m 0.01
3219 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_relation_proof/gr1/x1.var
\e[0;32mOK
\e[0m 0.02
3220 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/H.var
\e[0;32mOK
\e[0m 0.00
3221 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain2/H.var
\e[0;32mOK
\e[0m 0.00
3222 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/given_an_element/k.var
\e[0;32mOK
\e[0m 0.00
3223 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyset_subset_everything/emptyset_subset_everything_2/h.var
\e[0;32mOK
\e[0m 0.00
3224 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyset_empty/h.var
\e[0;32mOK
\e[0m 0.00
3225 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/i.var
\e[0;32mOK
\e[0m 0.00
3226 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/nB.var
\e[0;32mOK
\e[0m 0.00
3227 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/nD.var
\e[0;32mOK
\e[0m 0.00
3228 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/pA.var
\e[0;32mOK
\e[0m 0.00
3229 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/pC.var
\e[0;32mOK
\e[0m 0.00
3230 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/sX.var
\e[0;32mOK
\e[0m 0.00
3231 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/sY.var
\e[0;32mOK
\e[0m 0.00
3232 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th3_proof/iXA.var
\e[0;32mOK
\e[0m 0.00
3233 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th3_proof/iYA.var
\e[0;32mOK
\e[0m 0.00
3234 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/U.var
\e[0;32mOK
\e[0m 0.00
3235 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/covering_1_B/iB.var
\e[0;32mOK
\e[0m 0.01
3236 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/covering_1_A/iA.var
\e[0;32mOK
\e[0m 0.01
3237 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/i.var
\e[0;32mOK
\e[0m 0.00
3238 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/j.var
\e[0;32mOK
\e[0m 0.00
3239 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/big_extensionality_proof/m.var
\e[0;32mOK
\e[0m 0.00
3240 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Union_th1_proof/h.var
\e[0;32mOK
\e[0m 0.00
3241 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Union_th1_proof/k.var
\e[0;32mOK
\e[0m 0.00
3242 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th2_proof/B.var
\e[0;32mOK
\e[0m 0.00
3243 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th1_proof/B.var
\e[0;32mOK
\e[0m 0.00
3244 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th1_proof/h.var
\e[0;32mOK
\e[0m 0.00
3245 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/SUB_trans_proof/m.var
\e[0;32mOK
\e[0m 0.00
3246 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Its_nonempty_proof/h.var
\e[0;32mOK
\e[0m 0.00
3247 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Intersection_section1/A.var
\e[0;32mOK
\e[0m 0.00
3248 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EXISTS_th1_proof/p.var
\e[0;32mOK
\e[0m 0.00
3249 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_th1_proof/h.var
\e[0;32mOK
\e[0m 0.00
3250 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops2/s.var
\e[0;32mOK
\e[0m 0.00
3251 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops1/s.var
\e[0;32mOK
\e[0m 0.00
3252 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops1/boundedsubprops1/k.var
\e[0;32mOK
\e[0m 0.00
3253 cic:/Sophia-Antipolis/Float/sTactic/Contradict3.con
\e[0;32mOK
\e[0m 0.00
3254 cic:/Sophia-Antipolis/Float/ex/radix.con
\e[0;32mOK
\e[0m 0.00
3255 cic:/Sophia-Antipolis/Float/Zdivides/oZ1.con
\e[0;32mOK
\e[0m 0.00
3256 cic:/Sophia-Antipolis/Float/Option/Option_ind.con
\e[0;32mOK
\e[0m 0.00
3257 cic:/Sophia-Antipolis/Float/Option/Option_rec.con
\e[0;32mOK
\e[0m 0.00
3258 cic:/Sophia-Antipolis/Float/MSBProp/MSBProp/b.var
\e[0;32mOK
\e[0m 0.00
3259 cic:/Sophia-Antipolis/Float/MSBProp/MSBProp/radix.var
\e[0;32mOK
\e[0m 0.00
3260 cic:/Sophia-Antipolis/Float/MSB/mf/radix.var
\e[0;32mOK
\e[0m 0.00
3261 cic:/Sophia-Antipolis/Float/FroundProp/FRoundP/b.var
\e[0;32mOK
\e[0m 0.00
3262 cic:/Sophia-Antipolis/Float/FroundProp/FRoundP/radix.var
\e[0;32mOK
\e[0m 0.00
3263 cic:/Sophia-Antipolis/Float/FroundPlus/FRoundP/b.var
\e[0;32mOK
\e[0m 0.00
3264 cic:/Sophia-Antipolis/Float/FroundPlus/FRoundP/radix.var
\e[0;32mOK
\e[0m 0.00
3265 cic:/Sophia-Antipolis/Float/FroundMult/FRoundP/b.var
\e[0;32mOK
\e[0m 0.00
3266 cic:/Sophia-Antipolis/Float/FroundMult/FRoundP/radix.var
\e[0;32mOK
\e[0m 0.00
3267 cic:/Sophia-Antipolis/Float/Fround/FRound/b.var
\e[0;32mOK
\e[0m 0.00
3268 cic:/Sophia-Antipolis/Float/Fround/FRound/radix.var
\e[0;32mOK
\e[0m 0.00
3269 cic:/Sophia-Antipolis/Float/Fprop/Fprop/b.var
\e[0;32mOK
\e[0m 0.00
3270 cic:/Sophia-Antipolis/Float/Fprop/Fprop/radix.var
\e[0;32mOK
\e[0m 0.00
3271 cic:/Sophia-Antipolis/Float/Fop/operations/radix.var
\e[0;32mOK
\e[0m 0.00
3272 cic:/Sophia-Antipolis/Float/Fodd/FOdd/b.var
\e[0;32mOK
\e[0m 0.00
3273 cic:/Sophia-Antipolis/Float/Fodd/FOdd/radix.var
\e[0;32mOK
\e[0m 0.00
3274 cic:/Sophia-Antipolis/Float/Fnorm/Fnormalized_Def/b.var
\e[0;32mOK
\e[0m 0.00
3275 cic:/Sophia-Antipolis/Float/Fnorm/Fnormalized_Def/precisionNotZero.var
\e[0;32mOK
\e[0m 0.00
3276 cic:/Sophia-Antipolis/Float/Fnorm/Fnormalized_Def/radix.var
\e[0;32mOK
\e[0m 0.00
3277 cic:/Sophia-Antipolis/Float/FminOp/Z2pos.con
\e[0;32mOK
\e[0m 0.00
3278 cic:/Sophia-Antipolis/Float/FminOp/FminOp/b.var
\e[0;32mOK
\e[0m 0.00
3279 cic:/Sophia-Antipolis/Float/FminOp/FminOp/radix.var
\e[0;32mOK
\e[0m 0.00
3280 cic:/Sophia-Antipolis/Float/Fmin/FMinMax/b.var
\e[0;32mOK
\e[0m 0.00
3281 cic:/Sophia-Antipolis/Float/Fmin/FMinMax/precisionNotZero.var
\e[0;32mOK
\e[0m 0.00
3282 cic:/Sophia-Antipolis/Float/Fmin/FMinMax/radix.var
\e[0;32mOK
\e[0m 0.00
3283 cic:/Sophia-Antipolis/Float/Float/float.ind
\e[0;32mOK
\e[0m 0.00
3284 cic:/Sophia-Antipolis/Float/Float/definitions/radix.var
\e[0;32mOK
\e[0m 0.00
3285 cic:/Sophia-Antipolis/Float/Finduct/finduct/b.var
\e[0;32mOK
\e[0m 0.00
3286 cic:/Sophia-Antipolis/Float/Finduct/finduct/precisionNotZero.var
\e[0;32mOK
\e[0m 0.00
3287 cic:/Sophia-Antipolis/Float/Finduct/finduct/radix.var
\e[0;32mOK
\e[0m 0.00
3288 cic:/Sophia-Antipolis/Float/Fcomp/comparisons/radix.var
\e[0;32mOK
\e[0m 0.00
3289 cic:/Sophia-Antipolis/Float/Fbound/Fbound_rect.con
\e[0;32mOK
\e[0m 0.00
3290 cic:/Sophia-Antipolis/Float/Fbound/dExp.con
\e[0;32mOK
\e[0m 0.00
3291 cic:/Sophia-Antipolis/Float/Fbound/vNum.con
\e[0;32mOK
\e[0m 0.00
3292 cic:/Sophia-Antipolis/Float/Fbound/Fbounded_Def/radix.var
\e[0;32mOK
\e[0m 0.00
3293 cic:/Sophia-Antipolis/Float/Faux/Z_eq_bool.con
\e[0;32mOK
\e[0m 0.00
3294 cic:/Sophia-Antipolis/Float/Faux/min_n_0.con
\e[0;32mOK
\e[0m 0.00
3295 cic:/Sophia-Antipolis/Float/FSucc/suc1/b.var
\e[0;32mOK
\e[0m 0.00
3296 cic:/Sophia-Antipolis/Float/FSucc/suc1/radix.var
\e[0;32mOK
\e[0m 0.00
3297 cic:/Sophia-Antipolis/Float/FSucc/suc/b.var
\e[0;32mOK
\e[0m 0.00
3298 cic:/Sophia-Antipolis/Float/FSucc/suc/precisionNotZero.var
\e[0;32mOK
\e[0m 0.00
3299 cic:/Sophia-Antipolis/Float/FSucc/suc/radix.var
\e[0;32mOK
\e[0m 0.00
3300 cic:/Sophia-Antipolis/Float/FPred/pred/b.var
\e[0;32mOK
\e[0m 0.00
3301 cic:/Sophia-Antipolis/Float/FPred/pred/precisionNotZero.var
\e[0;32mOK
\e[0m 0.00
3302 cic:/Sophia-Antipolis/Float/FPred/pred/radix.var
\e[0;32mOK
\e[0m 0.00
3303 cic:/Sophia-Antipolis/Float/Digit/Pdigit/n.var
\e[0;32mOK
\e[0m 0.00
3304 cic:/Sophia-Antipolis/Float/ClosestProp/Fclosestp/b.var
\e[0;32mOK
\e[0m 0.00
3305 cic:/Sophia-Antipolis/Float/ClosestProp/Fclosestp/radix.var
\e[0;32mOK
\e[0m 0.00
3306 cic:/Sophia-Antipolis/Float/ClosestPlus/ClosestP/b.var
\e[0;32mOK
\e[0m 0.00
3307 cic:/Sophia-Antipolis/Float/ClosestPlus/ClosestP/radix.var
\e[0;32mOK
\e[0m 0.00
3308 cic:/Sophia-Antipolis/Float/ClosestMult/FRoundP/b.var
\e[0;32mOK
\e[0m 0.00
3309 cic:/Sophia-Antipolis/Float/ClosestMult/FRoundP/radix.var
\e[0;32mOK
\e[0m 0.00
3310 cic:/Sophia-Antipolis/Float/Closest2Prop/F2/b.var
\e[0;32mOK
\e[0m 0.00
3311 cic:/Sophia-Antipolis/Float/Closest2Prop/F2/radix.var
\e[0;32mOK
\e[0m 0.00
3312 cic:/Sophia-Antipolis/Float/Closest2Plus/F2/b.var
\e[0;32mOK
\e[0m 0.00
3313 cic:/Sophia-Antipolis/Float/Closest2Plus/F2/radix.var
\e[0;32mOK
\e[0m 0.00
3314 cic:/Sophia-Antipolis/Float/Closest/Fclosest/b.var
\e[0;32mOK
\e[0m 0.00
3315 cic:/Sophia-Antipolis/Float/Closest/Fclosest/radix.var
\e[0;32mOK
\e[0m 0.00
3316 cic:/Sophia-Antipolis/Cours-de-Coq/ps/The_power_set_partial_order/A.var
\e[0;32mOK
\e[0m 0.00
3317 cic:/Sophia-Antipolis/Cours-de-Coq/podefs/Carrier.con
\e[0;32mOK
\e[0m 0.00
3318 cic:/Sophia-Antipolis/Cours-de-Coq/podefs/Rel.con
\e[0;32mOK
\e[0m 0.00
3319 cic:/Sophia-Antipolis/Cours-de-Coq/ex1_auto/Simple.con
\e[0;32mOK
\e[0m 0.00
3320 cic:/Sophia-Antipolis/Cours-de-Coq/ex1_auto/Witnesses.con
\e[0;32mOK
\e[0m 0.01
3321 cic:/Sophia-Antipolis/Cours-de-Coq/ex1_auto/not_not.con
\e[0;32mOK
\e[0m 0.00
3322 cic:/Sophia-Antipolis/Cours-de-Coq/ex1_auto/not_quite_classic.con
\e[0;32mOK
\e[0m 0.00
3323 cic:/Sophia-Antipolis/Cours-de-Coq/ex1_auto/or_commutative.con
\e[0;32mOK
\e[0m 0.00
3324 cic:/Sophia-Antipolis/Cours-de-Coq/ex1/Simple.con
\e[0;32mOK
\e[0m 0.00
3325 cic:/Sophia-Antipolis/Cours-de-Coq/ex1/Witnesses.con
\e[0;32mOK
\e[0m 0.01
3326 cic:/Sophia-Antipolis/Cours-de-Coq/ex1/or_commutative.con
\e[0;32mOK
\e[0m 0.00
3327 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_3/Relations_3/R.var
\e[0;32mOK
\e[0m 0.00
3328 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2/Relations_2/R.var
\e[0;32mOK
\e[0m 0.00
3329 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1_facts/Complement.con
\e[0;32mOK
\e[0m 0.00
3330 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/contains.con
\e[0;32mOK
\e[0m 0.00
3331 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Relations_1/R.var
\e[0;32mOK
\e[0m 0.00
3332 cic:/Sophia-Antipolis/Cours-de-Coq/Partial_order_facts/Lemmas_on_partial_orders/B.var
\e[0;32mOK
\e[0m 0.00
3333 cic:/Sophia-Antipolis/Cours-de-Coq/Fil/First_inductive_lemmas/B.var
\e[0;32mOK
\e[0m 0.00
3334 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Couple_ind.con
\e[0;32mOK
\e[0m 0.00
3335 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Empty_set_rect.con
\e[0;32mOK
\e[0m 0.00
3336 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/In.con
\e[0;32mOK
\e[0m 0.00
3337 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Singleton_rect.con
\e[0;32mOK
\e[0m 0.00
3338 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/mCoef/divA.var
\e[0;32mOK
\e[0m 0.00
3339 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/mCoef/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3340 cic:/Sophia-Antipolis/Buchberger/WfR0/thRO/divA.var
\e[0;32mOK
\e[0m 0.00
3341 cic:/Sophia-Antipolis/Buchberger/WfR0/thRO/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3342 cic:/Sophia-Antipolis/Buchberger/WfR0/thRO/ltM.var
\e[0;32mOK
\e[0m 0.00
3343 cic:/Sophia-Antipolis/Buchberger/Term/Term.con
\e[0;32mOK
\e[0m 0.00
3344 cic:/Sophia-Antipolis/Buchberger/Term/Term/divA.var
\e[0;32mOK
\e[0m 0.00
3345 cic:/Sophia-Antipolis/Buchberger/Term/Term/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3346 cic:/Sophia-Antipolis/Buchberger/Term/Term/ltM.var
\e[0;32mOK
\e[0m 0.00
3347 cic:/Sophia-Antipolis/Buchberger/Pspoly/Pspoly/divA.var
\e[0;32mOK
\e[0m 0.00
3348 cic:/Sophia-Antipolis/Buchberger/Pspoly/Pspoly/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3349 cic:/Sophia-Antipolis/Buchberger/Pspoly/Pspoly/ltM.var
\e[0;32mOK
\e[0m 0.00
3350 cic:/Sophia-Antipolis/Buchberger/Pspminus/Pspminus/divA.var
\e[0;32mOK
\e[0m 0.00
3351 cic:/Sophia-Antipolis/Buchberger/Pspminus/Pspminus/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3352 cic:/Sophia-Antipolis/Buchberger/Pspminus/Pspminus/ltM.var
\e[0;32mOK
\e[0m 0.00
3353 cic:/Sophia-Antipolis/Buchberger/Preducestar/Preducestar/divA.var
\e[0;32mOK
\e[0m 0.00
3354 cic:/Sophia-Antipolis/Buchberger/Preducestar/Preducestar/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3355 cic:/Sophia-Antipolis/Buchberger/Preducestar/Preducestar/ltM.var
\e[0;32mOK
\e[0m 0.00
3356 cic:/Sophia-Antipolis/Buchberger/Preduceplus/Preduceplus/divA.var
\e[0;32mOK
\e[0m 0.00
3357 cic:/Sophia-Antipolis/Buchberger/Preduceplus/Preduceplus/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3358 cic:/Sophia-Antipolis/Buchberger/Preduceplus/Preduceplus/ltM.var
\e[0;32mOK
\e[0m 0.00
3359 cic:/Sophia-Antipolis/Buchberger/Preduce/Preduce/divA.var
\e[0;32mOK
\e[0m 0.00
3360 cic:/Sophia-Antipolis/Buchberger/Preduce/Preduce/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3361 cic:/Sophia-Antipolis/Buchberger/Preduce/Preduce/ltM.var
\e[0;32mOK
\e[0m 0.00
3362 cic:/Sophia-Antipolis/Buchberger/Pplus/Pplus/divA.var
\e[0;32mOK
\e[0m 0.00
3363 cic:/Sophia-Antipolis/Buchberger/Pplus/Pplus/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3364 cic:/Sophia-Antipolis/Buchberger/Pplus/Pplus/ltM.var
\e[0;32mOK
\e[0m 0.00
3365 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/divA.var
\e[0;32mOK
\e[0m 0.00
3366 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3367 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/ltM.var
\e[0;32mOK
\e[0m 0.00
3368 cic:/Sophia-Antipolis/Buchberger/Pmult/Pmult/divA.var
\e[0;32mOK
\e[0m 0.00
3369 cic:/Sophia-Antipolis/Buchberger/Pmult/Pmult/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3370 cic:/Sophia-Antipolis/Buchberger/Pmult/Pmult/ltM.var
\e[0;32mOK
\e[0m 0.00
3371 cic:/Sophia-Antipolis/Buchberger/Pminus/Pminus/divA.var
\e[0;32mOK
\e[0m 0.00
3372 cic:/Sophia-Antipolis/Buchberger/Pminus/Pminus/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3373 cic:/Sophia-Antipolis/Buchberger/Pminus/Pminus/ltM.var
\e[0;32mOK
\e[0m 0.00
3374 cic:/Sophia-Antipolis/Buchberger/Peq/Peq/divA.var
\e[0;32mOK
\e[0m 0.00
3375 cic:/Sophia-Antipolis/Buchberger/Peq/Peq/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3376 cic:/Sophia-Antipolis/Buchberger/Peq/Peq/ltM.var
\e[0;32mOK
\e[0m 0.00
3377 cic:/Sophia-Antipolis/Buchberger/Pcrit/crit/divA.var
\e[0;32mOK
\e[0m 0.00
3378 cic:/Sophia-Antipolis/Buchberger/Pcrit/crit/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3379 cic:/Sophia-Antipolis/Buchberger/Pcrit/crit/ltM.var
\e[0;32mOK
\e[0m 0.00
3380 cic:/Sophia-Antipolis/Buchberger/Pcomb/Pcomb/divA.var
\e[0;32mOK
\e[0m 0.00
3381 cic:/Sophia-Antipolis/Buchberger/Pcomb/Pcomb/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3382 cic:/Sophia-Antipolis/Buchberger/Pcomb/Pcomb/ltM.var
\e[0;32mOK
\e[0m 0.00
3383 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/consA.var
\e[0;32mOK
\e[0m 0.00
3384 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/divA.var
\e[0;32mOK
\e[0m 0.00
3385 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3386 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/listA.var
\e[0;32mOK
\e[0m 0.00
3387 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/ltM.var
\e[0;32mOK
\e[0m 0.00
3388 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/nilA.var
\e[0;32mOK
\e[0m 0.00
3389 cic:/Sophia-Antipolis/Buchberger/Monomials/is_nil.con
\e[0;32mOK
\e[0m 0.00
3390 cic:/Sophia-Antipolis/Buchberger/Monomials/mdiv.ind
\e[0;32mOK
\e[0m 0.00
3391 cic:/Sophia-Antipolis/Buchberger/Monomials/mon_rect.con
\e[0;32mOK
\e[0m 0.00
3392 cic:/Sophia-Antipolis/Buchberger/Monomials/pmon1.con
\e[0;32mOK
\e[0m 0.00
3393 cic:/Sophia-Antipolis/Buchberger/Monomials/pmon2.con
\e[0;32mOK
\e[0m 0.00
3394 cic:/Sophia-Antipolis/Buchberger/Monomials/Monomials/gb.var
\e[0;32mOK
\e[0m 0.00
3395 cic:/Sophia-Antipolis/Buchberger/Monomials/Monomials/gm.var
\e[0;32mOK
\e[0m 0.00
3396 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/cb.var
\e[0;32mOK
\e[0m 0.00
3397 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/divp_id.var
\e[0;32mOK
\e[0m 0.00
3398 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/grobner.var
\e[0;32mOK
\e[0m 0.00
3399 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/nf.var
\e[0;32mOK
\e[0m 0.00
3400 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/reduce.var
\e[0;32mOK
\e[0m 0.00
3401 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/stable.var
\e[0;32mOK
\e[0m 0.00
3402 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/zerop_dec.var
\e[0;32mOK
\e[0m 0.00
3403 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/divA.var
\e[0;32mOK
\e[0m 0.00
3404 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3405 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/gb.var
\e[0;32mOK
\e[0m 0.00
3406 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/gm.var
\e[0;32mOK
\e[0m 0.00
3407 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/ltM.var
\e[0;32mOK
\e[0m 0.00
3408 cic:/Sophia-Antipolis/Buchberger/Dickson/DecRel.con
\e[0;32mOK
\e[0m 0.02
3409 cic:/Sophia-Antipolis/Buchberger/Dickson/NegRel.con
\e[0;32mOK
\e[0m 0.00
3410 cic:/Sophia-Antipolis/Buchberger/Dickson/ProdRel.con
\e[0;32mOK
\e[0m 0.00
3411 cic:/Sophia-Antipolis/Buchberger/Dickson/jj.con
\e[0;32mOK
\e[0m 0.00
3412 cic:/Sophia-Antipolis/Buchberger/Dickson/leq.con
\e[0;32mOK
\e[0m 0.00
3413 cic:/Sophia-Antipolis/Buchberger/Dickson/monLift.con
\e[0;32mOK
\e[0m 0.00
3414 cic:/Sophia-Antipolis/Buchberger/Dickson/prod_lt.con
\e[0;32mOK
\e[0m 0.00
3415 cic:/Sophia-Antipolis/Buchberger/BuchRed/BuchRed/divA.var
\e[0;32mOK
\e[0m 0.00
3416 cic:/Sophia-Antipolis/Buchberger/BuchRed/BuchRed/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3417 cic:/Sophia-Antipolis/Buchberger/BuchRed/BuchRed/ltM.var
\e[0;32mOK
\e[0m 0.00
3418 cic:/Sophia-Antipolis/Buchberger/BuchAux/BuchAux/divA.var
\e[0;32mOK
\e[0m 0.00
3419 cic:/Sophia-Antipolis/Buchberger/BuchAux/BuchAux/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3420 cic:/Sophia-Antipolis/Buchberger/BuchAux/BuchAux/ltM.var
\e[0;32mOK
\e[0m 0.00
3421 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/divA.var
\e[0;32mOK
\e[0m 0.00
3422 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
3423 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/ltM.var
\e[0;32mOK
\e[0m 0.00
3424 cic:/Sophia-Antipolis/Buchberger/Bar/Bar.ind
\e[0;32mOK
\e[0m 0.00
3425 cic:/Sophia-Antipolis/Buchberger/Bar/ExistsL.ind
\e[0;32mOK
\e[0m 0.00
3426 cic:/Sophia-Antipolis/Bertrand/why/WhyArrays/array.con
\e[0;32mOK
\e[0m 0.01
3427 cic:/Sophia-Antipolis/Bertrand/why/WhyArrays/raw_access.con
\e[0;32mOK
\e[0m 0.00
3428 cic:/Sophia-Antipolis/Bertrand/why/WhyArrays/raw_store.con
\e[0;32mOK
\e[0m 0.00
3429 cic:/Sophia-Antipolis/Bertrand/sTactic/Contradict3.con
\e[0;32mOK
\e[0m 0.00
3430 cic:/Sophia-Antipolis/Bertrand/Summation/sum_nm.con
\e[0;32mOK
\e[0m 0.00
3431 cic:/Sophia-Antipolis/Bertrand/Misc/max_such.con
\e[0;32mOK
\e[0m 0.00
3432 cic:/Sophia-Antipolis/Bertrand/Knuth_why/n.con
\e[0;32mOK
\e[0m 0.00
3433 cic:/Sophia-Antipolis/Bertrand/Knuth_def/one.con
\e[0;32mOK
\e[0m 0.00
3434 cic:/Sophia-Antipolis/Bertrand/Knuth_def/prodZZ.con
\e[0;32mOK
\e[0m 0.00
3435 cic:/Sophia-Antipolis/Bertrand/Div/pdiv_aux.con
\e[0;32mOK
\e[0m 0.01
3436 cic:/Sophia-Antipolis/Bertrand/Binomial/binomial.con
\e[0;32mOK
\e[0m 0.00
3437 cic:/Sophia-Antipolis/Angles/point_napoleon/bissectrice.con
\e[0;32mOK
\e[0m 0.00
3438 cic:/Sophia-Antipolis/Angles/point_cocyclicite/non_zero_pi.con
\e[0;32mOK
\e[0m 0.00
3439 cic:/Sophia-Antipolis/Angles/point_angle/Chasles.con
\e[0;32mOK
\e[0m 0.00
3440 cic:/Sophia-Antipolis/Angles/point_angle/angle_cons.con
\e[0;32mOK
\e[0m 0.00
3441 cic:/Sophia-Antipolis/Angles/point_angle/angle_nul.con
\e[0;32mOK
\e[0m 0.00
3442 cic:/Sophia-Antipolis/Angles/point_angle/angle_plat.con
\e[0;32mOK
\e[0m 0.00
3443 cic:/Sophia-Antipolis/Angles/point_angle/calcul3.con
\e[0;32mOK
\e[0m 0.00
3444 cic:/Sophia-Antipolis/Angles/point_angle/calcul4.con
\e[0;32mOK
\e[0m 0.00
3445 cic:/Sophia-Antipolis/Angles/point_angle/compatible.con
\e[0;32mOK
\e[0m 0.00
3446 cic:/Sophia-Antipolis/Angles/point_angle/double.con
\e[0;32mOK
\e[0m 0.00
3447 cic:/Sophia-Antipolis/Angles/point_angle/isocele.con
\e[0;32mOK
\e[0m 0.00
3448 cic:/Sophia-Antipolis/Angles/point_angle/opp_compatible.con
\e[0;32mOK
\e[0m 0.00
3449 cic:/Sophia-Antipolis/Angles/point_angle/opp_vect.con
\e[0;32mOK
\e[0m 0.00
3450 cic:/Sophia-Antipolis/Angles/point_angle/plus_sym.con
\e[0;32mOK
\e[0m 0.00
3451 cic:/Sophia-Antipolis/Angles/point_angle/reflexive.con
\e[0;32mOK
\e[0m 0.00
3452 cic:/Sophia-Antipolis/Angles/point_angle/symetrique.con
\e[0;32mOK
\e[0m 0.00
3453 cic:/Sophia-Antipolis/Angles/point_angle/transitive.con
\e[0;32mOK
\e[0m 0.00
3454 cic:/Sophia-Antipolis/Angles/point_angle/vR_R_compatible.con
\e[0;32mOK
\e[0m 0.00
3455 cic:/Sophia-Antipolis/Angles/point_angle/v_refl.con
\e[0;32mOK
\e[0m 0.00
3456 cic:/Sophia-Antipolis/Angles/point_angle/v_sym.con
\e[0;32mOK
\e[0m 0.00
3457 cic:/Sophia-Antipolis/Angles/point_angle/v_trans.con
\e[0;32mOK
\e[0m 0.00
3458 cic:/Sophia-Antipolis/Angles/point_angle/v_vec.con
\e[0;32mOK
\e[0m 0.00
3459 cic:/Sophia-Antipolis/Algebra/Sets/reflexive.con
\e[0;32mOK
\e[0m 0.00
3460 cic:/Sophia-Antipolis/Algebra/Sets/symmetric.con
\e[0;32mOK
\e[0m 0.00
3461 cic:/Sophia-Antipolis/Algebra/Sets/transitive.con
\e[0;32mOK
\e[0m 0.00
3462 cic:/Rocq/ZF/zfc/Comp.con
\e[0;32mOK
\e[0m 0.01
3463 cic:/Rocq/ZF/zfc/EQ'.con
\e[0;32mOK
\e[0m 0.00
3464 cic:/Rocq/ZF/zfc/EQ.con
\e[0;32mOK
\e[0m 0.00
3465 cic:/Rocq/ZF/zfc/EQC.con
\e[0;32mOK
\e[0m 0.01
3466 cic:/Rocq/ZF/zfc/Ens'_ind.con
\e[0;32mOK
\e[0m 0.00
3467 cic:/Rocq/ZF/zfc/Ens'_rec.con
\e[0;32mOK
\e[0m 0.00
3468 cic:/Rocq/ZF/zfc/Ens_ind.con
\e[0;32mOK
\e[0m 0.00
3469 cic:/Rocq/ZF/zfc/Ens_rec.con
\e[0;32mOK
\e[0m 0.00
3470 cic:/Rocq/ZF/zfc/F_ind.con
\e[0;32mOK
\e[0m 0.00
3471 cic:/Rocq/ZF/zfc/F_rec.con
\e[0;32mOK
\e[0m 0.00
3472 cic:/Rocq/ZF/zfc/Paire.con
\e[0;32mOK
\e[0m 0.00
3473 cic:/Rocq/ZF/zfc/Un_ind.con
\e[0;32mOK
\e[0m 0.00
3474 cic:/Rocq/ZF/zfc/Un_rec.con
\e[0;32mOK
\e[0m 0.00
3475 cic:/Rocq/ZF/zfc/depprod''_ind.con
\e[0;32mOK
\e[0m 0.00
3476 cic:/Rocq/ZF/zfc/depprod''_rec.con
\e[0;32mOK
\e[0m 0.00
3477 cic:/Rocq/ZF/zfc/depprod'_ind.con
\e[0;32mOK
\e[0m 0.00
3478 cic:/Rocq/ZF/zfc/depprod'_rec.con
\e[0;32mOK
\e[0m 0.00
3479 cic:/Rocq/ZF/zfc/depprod_ind.con
\e[0;32mOK
\e[0m 0.01
3480 cic:/Rocq/ZF/zfc/depprod_rec.con
\e[0;32mOK
\e[0m 0.01
3481 cic:/Rocq/ZF/zfc/inj.con
\e[0;32mOK
\e[0m 0.00
3482 cic:/Rocq/ZF/zfc/pi1.con
\e[0;32mOK
\e[0m 0.00
3483 cic:/Rocq/ZF/zfc/prod_t'_ind.con
\e[0;32mOK
\e[0m 0.00
3484 cic:/Rocq/ZF/zfc/prod_t'_rec.con
\e[0;32mOK
\e[0m 0.00
3485 cic:/Rocq/ZF/zfc/prod_t_ind.con
\e[0;32mOK
\e[0m 0.00
3486 cic:/Rocq/ZF/zfc/prod_t_rec.con
\e[0;32mOK
\e[0m 0.01
3487 cic:/Rocq/ZF/zfc/sig_ind.con
\e[0;32mOK
\e[0m 0.00
3488 cic:/Rocq/ZF/zfc/sig_rec.con
\e[0;32mOK
\e[0m 0.00
3489 cic:/Rocq/ZF/zfc/sum_t_ind.con
\e[0;32mOK
\e[0m 0.00
3490 cic:/Rocq/ZF/zfc/sum_t_rec.con
\e[0;32mOK
\e[0m 0.00
3491 cic:/Rocq/ZF/Sets/EQ.con
\e[0;32mOK
\e[0m 0.01
3492 cic:/Rocq/ZF/Sets/Ens_ind.con
\e[0;32mOK
\e[0m 0.00
3493 cic:/Rocq/ZF/Sets/Ens_rec.con
\e[0;32mOK
\e[0m 0.00
3494 cic:/Rocq/ZF/Sets/depprod_ind.con
\e[0;32mOK
\e[0m 0.01
3495 cic:/Rocq/ZF/Sets/depprod_rec.con
\e[0;32mOK
\e[0m 0.00
3496 cic:/Rocq/ZF/Sets/prod_t_ind.con
\e[0;32mOK
\e[0m 0.00
3497 cic:/Rocq/ZF/Sets/prod_t_rec.con
\e[0;32mOK
\e[0m 0.01
3498 cic:/Rocq/ZF/Plump/PI1.con
\e[0;32mOK
\e[0m 0.01
3499 cic:/Rocq/ZF/Ordinal_theory/PI2.con
\e[0;32mOK
\e[0m 0.00
3500 cic:/Rocq/ZF/Ordinal_theory/PI21.con
\e[0;32mOK
\e[0m 0.00
3501 cic:/Rocq/ZF/Ordinal_theory/depprod1_ind.con
\e[0;32mOK
\e[0m 0.00
3502 cic:/Rocq/ZF/Ordinal_theory/depprod1_rec.con
\e[0;32mOK
\e[0m 0.00
3503 cic:/Rocq/ZF/Hierarchy/EQ'.con
\e[0;32mOK
\e[0m 0.00
3504 cic:/Rocq/ZF/Hierarchy/Ens'_ind.con
\e[0;32mOK
\e[0m 0.01
3505 cic:/Rocq/ZF/Hierarchy/Ens'_rec.con
\e[0;32mOK
\e[0m 0.00
3506 cic:/Rocq/ZF/Hierarchy/depprod''_ind.con
\e[0;32mOK
\e[0m 0.01
3507 cic:/Rocq/ZF/Hierarchy/depprod''_rec.con
\e[0;32mOK
\e[0m 0.00
3508 cic:/Rocq/ZF/Hierarchy/inj.con
\e[0;32mOK
\e[0m 0.00
3509 cic:/Rocq/ZF/Hierarchy/prod_t'_ind.con
\e[0;32mOK
\e[0m 0.00
3510 cic:/Rocq/ZF/Hierarchy/prod_t'_rec.con
\e[0;32mOK
\e[0m 0.00
3511 cic:/Rocq/ZF/Constructive/EQC.con
\e[0;32mOK
\e[0m 0.01
3512 cic:/Rocq/ZF/Constructive/depprod'_ind.con
\e[0;32mOK
\e[0m 0.00
3513 cic:/Rocq/ZF/Constructive/depprod'_rec.con
\e[0;32mOK
\e[0m 0.00
3514 cic:/Rocq/ZF/Constructive/sum_t_ind.con
\e[0;32mOK
\e[0m 0.00
3515 cic:/Rocq/ZF/Constructive/sum_t_rec.con
\e[0;32mOK
\e[0m 0.00
3516 cic:/Rocq/ZF/Axioms/Comp.con
\e[0;32mOK
\e[0m 0.01
3517 cic:/Rocq/ZF/Axioms/F_ind.con
\e[0;32mOK
\e[0m 0.00
3518 cic:/Rocq/ZF/Axioms/F_rec.con
\e[0;32mOK
\e[0m 0.00
3519 cic:/Rocq/ZF/Axioms/Paire.con
\e[0;32mOK
\e[0m 0.00
3520 cic:/Rocq/ZF/Axioms/Un_ind.con
\e[0;32mOK
\e[0m 0.00
3521 cic:/Rocq/ZF/Axioms/Un_rec.con
\e[0;32mOK
\e[0m 0.00
3522 cic:/Rocq/ZF/Axioms/pi1.con
\e[0;32mOK
\e[0m 0.00
3523 cic:/Rocq/ZF/Axioms/sig_ind.con
\e[0;32mOK
\e[0m 0.00
3524 cic:/Rocq/ZF/Axioms/sig_rec.con
\e[0;32mOK
\e[0m 0.00
3525 cic:/Rocq/TreeAutomata/union/uad_conv_0.con
\e[0;32mOK
\e[0m 0.00
3526 cic:/Rocq/TreeAutomata/union/uad_conv_1.con
\e[0;32mOK
\e[0m 0.00
3527 cic:/Rocq/TreeAutomata/signature/pre_ad_ind.con
\e[0;32mOK
\e[0m 0.00
3528 cic:/Rocq/TreeAutomata/signature/pre_ad_rec.con
\e[0;32mOK
\e[0m 0.00
3529 cic:/Rocq/TreeAutomata/pl_path/pl_path.ind
\e[0;32mOK
\e[0m 0.00
3530 cic:/Rocq/TreeAutomata/inter/ad_couple.ind
\e[0;32mOK
\e[0m 0.00
3531 cic:/Rocq/TreeAutomata/inter/iad_conv_aux_2.con
\e[0;32mOK
\e[0m 0.01
3532 cic:/Rocq/TreeAutomata/defs/prec_list.ind
\e[0;32mOK
\e[0m 0.00
3533 cic:/Rocq/TreeAutomata/defs/term.ind
\e[0;32mOK
\e[0m 0.00
3534 cic:/Rocq/TreeAutomata/bases/S_plus_l.con
\e[0;32mOK
\e[0m 0.00
3535 cic:/Rocq/THREE_GAP/tools/prop_alpha.con
\e[0;32mOK
\e[0m 0.00
3536 cic:/Rocq/THREE_GAP/three_gap/gap/prop_alpha.var
\e[0;32mOK
\e[0m 0.00
3537 cic:/Rocq/THREE_GAP/prop_fl/theoreme/prop_alpha.var
\e[0;32mOK
\e[0m 0.00
3538 cic:/Rocq/THREE_GAP/preuve2/Three/prop_alpha.var
\e[0;32mOK
\e[0m 0.00
3539 cic:/Rocq/THREE_GAP/preuve1/particular/prop_alpha.var
\e[0;32mOK
\e[0m 0.00
3540 cic:/Rocq/THREE_GAP/Nat_compl/decidable.con
\e[0;32mOK
\e[0m 0.00
3541 cic:/Rocq/SUBST/sur_les_relations/confluence_en.con
\e[0;32mOK
\e[0m 0.00
3542 cic:/Rocq/SUBST/sur_les_relations/explicit_comp_rel_ind.con
\e[0;32mOK
\e[0m 0.01
3543 cic:/Rocq/SUBST/sur_les_relations/explicit_rel_plus_ind.con
\e[0;32mOK
\e[0m 0.01
3544 cic:/Rocq/SUBST/sur_les_relations/explicit_star_ind.con
\e[0;32mOK
\e[0m 0.01
3545 cic:/Rocq/SUBST/sur_les_relations/local_confluence_en.con
\e[0;32mOK
\e[0m 0.00
3546 cic:/Rocq/SUBST/sur_les_relations/star_step1.con
\e[0;32mOK
\e[0m 0.00
3547 cic:/Rocq/SUBST/sur_les_relations/strong_confluence_en.con
\e[0;32mOK
\e[0m 0.00
3548 cic:/Rocq/SUBST/sur_les_relations/sub.con
\e[0;32mOK
\e[0m 0.00
3549 cic:/Rocq/SUBST/sur_les_relations/universal.con
\e[0;32mOK
\e[0m 0.00
3550 cic:/Rocq/SUBST/Yokouchi/Rstar_S_Rstar.con
\e[0;32mOK
\e[0m 0.00
3551 cic:/Rocq/SUBST/TS/TS_rect.con
\e[0;32mOK
\e[0m 0.01
3552 cic:/Rocq/SUBST/TS/sub_explicits.con
\e[0;32mOK
\e[0m 0.00
3553 cic:/Rocq/SUBST/TS/terms.con
\e[0;32mOK
\e[0m 0.00
3554 cic:/Rocq/SUBST/TS/wsort_ind.con
\e[0;32mOK
\e[0m 0.00
3555 cic:/Rocq/SUBST/TS/wsort_rec.con
\e[0;32mOK
\e[0m 0.00
3556 cic:/Rocq/SHUFFLE/Words/append.con
\e[0;32mOK
\e[0m 0.00
3557 cic:/Rocq/SHUFFLE/Words/conc.ind
\e[0;32mOK
\e[0m 0.00
3558 cic:/Rocq/SHUFFLE/Words/odd.ind
\e[0;32mOK
\e[0m 0.00
3559 cic:/Rocq/SHUFFLE/Words/single.con
\e[0;32mOK
\e[0m 0.00
3560 cic:/Rocq/SHUFFLE/Words/word_rect.con
\e[0;32mOK
\e[0m 0.00
3561 cic:/Rocq/SHUFFLE/Shuffle/shuffle.ind
\e[0;32mOK
\e[0m 0.00
3562 cic:/Rocq/SHUFFLE/Paired/paired.ind
\e[0;32mOK
\e[0m 0.00
3563 cic:/Rocq/SHUFFLE/Opposite/opposite.ind
\e[0;32mOK
\e[0m 0.00
3564 cic:/Rocq/SHUFFLE/Gilbreath/Context/u.var
\e[0;32mOK
\e[0m 0.00
3565 cic:/Rocq/SHUFFLE/Gilbreath/Context/v.var
\e[0;32mOK
\e[0m 0.00
3566 cic:/Rocq/SHUFFLE/Gilbreath/Context/w.var
\e[0;32mOK
\e[0m 0.00
3567 cic:/Rocq/SHUFFLE/Gilbreath/Context/x.var
\e[0;32mOK
\e[0m 0.00
3568 cic:/Rocq/SHUFFLE/Alternate/alt.ind
\e[0;32mOK
\e[0m 0.00
3569 cic:/Rocq/SCHROEDER/Schroeder/Schroeder_Bernstein/SU.var
\e[0;32mOK
\e[0m 0.00
3570 cic:/Rocq/SCHROEDER/Schroeder/Schroeder_Bernstein/Bijection/f.var
\e[0;32mOK
\e[0m 0.00
3571 cic:/Rocq/SCHROEDER/Schroeder/Schroeder_Bernstein/Bijection/g.var
\e[0;32mOK
\e[0m 0.00
3572 cic:/Rocq/SCHROEDER/Functions/Functions/A.var
\e[0;32mOK
\e[0m 0.00
3573 cic:/Rocq/SCHROEDER/Functions/Functions/B.var
\e[0;32mOK
\e[0m 0.00
3574 cic:/Rocq/SCHROEDER/Functions/Functions/f.var
\e[0;32mOK
\e[0m 0.00
3575 cic:/Rocq/SCHROEDER/Equipollence/Equipollence/A.var
\e[0;32mOK
\e[0m 0.00
3576 cic:/Rocq/SCHROEDER/Equipollence/Equipollence/B.var
\e[0;32mOK
\e[0m 0.00
3577 cic:/Rocq/SCHROEDER/Equipollence/Equipollence/Rela.var
\e[0;32mOK
\e[0m 0.00
3578 cic:/Rocq/PARADOXES/diaconescu/Tchoice.con
\e[0;32mOK
\e[0m 0.00
3579 cic:/Rocq/PARADOXES/diaconescu/Tchoice2.con
\e[0;32mOK
\e[0m 0.00
3580 cic:/Rocq/PARADOXES/diaconescu/rel'.con
\e[0;32mOK
\e[0m 0.00
3581 cic:/Rocq/PARADOXES/diaconescu/rel_ind.con
\e[0;32mOK
\e[0m 0.00
3582 cic:/Rocq/PARADOXES/Reynolds1/A0.con
\e[0;32mOK
\e[0m 0.00
3583 cic:/Rocq/PARADOXES/Reynolds1/phi.con
\e[0;32mOK
\e[0m 0.00
3584 cic:/Rocq/PARADOXES/Logics/ACC_nonreflexive.con
\e[0;32mOK
\e[0m 0.01
3585 cic:/Rocq/PARADOXES/Logics/Rof.con
\e[0;32mOK
\e[0m 0.00
3586 cic:/Rocq/PARADOXES/Log_Rel1/E1.con
\e[0;32mOK
\e[0m 0.00
3587 cic:/Rocq/PARADOXES/Log_Rel1/E2.con
\e[0;32mOK
\e[0m 0.00
3588 cic:/Rocq/PARADOXES/Log_Rel1/Eq.con
\e[0;32mOK
\e[0m 0.00
3589 cic:/Rocq/PARADOXES/Log_Rel1/equiv_ind.con
\e[0;32mOK
\e[0m 0.00
3590 cic:/Rocq/PARADOXES/Log_Rel1/equiv_rec.con
\e[0;32mOK
\e[0m 0.00
3591 cic:/Rocq/PARADOXES/Log_Rel1/per.ind
\e[0;32mOK
\e[0m 0.00
3592 cic:/Rocq/PARADOXES/Log_Rel/equiv_ind.con
\e[0;32mOK
\e[0m 0.00
3593 cic:/Rocq/PARADOXES/Log_Rel/equiv_rec.con
\e[0;32mOK
\e[0m 0.00
3594 cic:/Rocq/PARADOXES/Log_Rel/per.ind
\e[0;32mOK
\e[0m 0.00
3595 cic:/Rocq/PARADOXES/Log_Rel/power.con
\e[0;32mOK
\e[0m 0.00
3596 cic:/Rocq/PARADOXES/Hurkens_Set/U.con
\e[0;32mOK
\e[0m 0.00
3597 cic:/Rocq/PARADOXES/Hurkens_Set/sb.con
\e[0;32mOK
\e[0m 0.00
3598 cic:/Rocq/PARADOXES/Hurkens_Set/Hurkens_set_neg/p2p1.var
\e[0;32mOK
\e[0m 0.00
3599 cic:/Rocq/PARADOXES/Hurkens_Set/Hurkens_set_neg/p2p2.var
\e[0;32mOK
\e[0m 0.00
3600 cic:/Rocq/PARADOXES/Hurkens_Set/EM_set_neg_inconsistency/EM_set_neg.var
\e[0;32mOK
\e[0m 0.00
3601 cic:/Rocq/PARADOXES/Hurkens_Set/EM_set_inconsistency/EM_set_neg.var
\e[0;32mOK
\e[0m 0.00
3602 cic:/Rocq/PARADOXES/BuraliForti/A0_ind.con
\e[0;32mOK
\e[0m 0.00
3603 cic:/Rocq/PARADOXES/BuraliForti/A0_rec.con
\e[0;32mOK
\e[0m 0.00
3604 cic:/Rocq/PARADOXES/BuraliForti/R0.con
\e[0;32mOK
\e[0m 0.00
3605 cic:/Rocq/PARADOXES/BuraliForti/emb.ind
\e[0;32mOK
\e[0m 0.00
3606 cic:/Rocq/PARADOXES/BuraliForti/Burali_Forti_Paradox/inj.var
\e[0;32mOK
\e[0m 0.00
3607 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/SStreams/SStream.ind
\e[0;32mOK
\e[0m 0.00
3608 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/Etat_ind.con
\e[0;32mOK
\e[0m 0.00
3609 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/Etat_rec.con
\e[0;32mOK
\e[0m 0.00
3610 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/Memo_rect.con
\e[0;32mOK
\e[0m 0.00
3611 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/Oracle.con
\e[0;32mOK
\e[0m 0.00
3612 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/Process.con
\e[0;32mOK
\e[0m 0.00
3613 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/Trace.con
\e[0;32mOK
\e[0m 0.00
3614 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/initial.con
\e[0;32mOK
\e[0m 0.00
3615 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/pc1.con
\e[0;32mOK
\e[0m 0.00
3616 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/pc2.con
\e[0;32mOK
\e[0m 0.00
3617 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/tour.con
\e[0;32mOK
\e[0m 0.00
3618 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/Etat_ind.con
\e[0;32mOK
\e[0m 0.00
3619 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/Etat_rec.con
\e[0;32mOK
\e[0m 0.00
3620 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/Memo_rect.con
\e[0;32mOK
\e[0m 0.00
3621 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/Oracle.con
\e[0;32mOK
\e[0m 0.00
3622 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/Process.con
\e[0;32mOK
\e[0m 0.00
3623 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/Trace.con
\e[0;32mOK
\e[0m 0.00
3624 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/initial.con
\e[0;32mOK
\e[0m 0.00
3625 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/pc1.con
\e[0;32mOK
\e[0m 0.00
3626 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/pc2.con
\e[0;32mOK
\e[0m 0.00
3627 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/tour.con
\e[0;32mOK
\e[0m 0.00
3628 cic:/Rocq/LAMBDA/Terms/lambda_rect.con
\e[0;32mOK
\e[0m 0.00
3629 cic:/Rocq/LAMBDA/Redexes/comp.ind
\e[0;32mOK
\e[0m 0.00
3630 cic:/Rocq/LAMBDA/Redexes/redexes_rect.con
\e[0;32mOK
\e[0m 0.00
3631 cic:/Rocq/LAMBDA/Redexes/regular.con
\e[0;32mOK
\e[0m 0.00
3632 cic:/Rocq/LAMBDA/Redexes/sub.ind
\e[0;32mOK
\e[0m 0.00
3633 cic:/Rocq/LAMBDA/Redexes/union.ind
\e[0;32mOK
\e[0m 0.00
3634 cic:/Rocq/LAMBDA/Marks/mark.con
\e[0;32mOK
\e[0m 0.00
3635 cic:/Rocq/LAMBDA/Marks/unmark.con
\e[0;32mOK
\e[0m 0.00
3636 cic:/Rocq/LAMBDA/Cube/compat.ind
\e[0;32mOK
\e[0m 0.00
3637 cic:/Rocq/HIGMAN/Higman/IN.ind
\e[0;32mOK
\e[0m 0.00
3638 cic:/Rocq/HIGMAN/Higman/M_ind.con
\e[0;32mOK
\e[0m 0.00
3639 cic:/Rocq/HIGMAN/Higman/M_rec.con
\e[0;32mOK
\e[0m 0.00
3640 cic:/Rocq/HIGMAN/Higman/connected_rect.con
\e[0;32mOK
\e[0m 0.01
3641 cic:/Rocq/HIGMAN/Higman/head.con
\e[0;32mOK
\e[0m 0.00
3642 cic:/Rocq/HIGMAN/Higman/len.con
\e[0;32mOK
\e[0m 0.00
3643 cic:/Rocq/HIGMAN/Higman/ltM_rect.con
\e[0;32mOK
\e[0m 0.00
3644 cic:/Rocq/HIGMAN/Higman/tail.con
\e[0;32mOK
\e[0m 0.00
3645 cic:/Rocq/HIGMAN/Higman/thick.con
\e[0;32mOK
\e[0m 0.00
3646 cic:/Rocq/HIGMAN/Higman/word_rect.con
\e[0;32mOK
\e[0m 0.00
3647 cic:/Rocq/HIGMAN/Higman/Higman_/wfi_ltl_/P.var
\e[0;32mOK
\e[0m 0.00
3648 cic:/Rocq/HIGMAN/Higman/Higman_/wfi_ltl_/x.var
\e[0;32mOK
\e[0m 0.00
3649 cic:/Rocq/HIGMAN/Higman/Higman_/Higman_end/f0.var
\e[0;32mOK
\e[0m 0.00
3650 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/thick_/f.var
\e[0;32mOK
\e[0m 0.00
3651 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/infinitely_many_/h.var
\e[0;32mOK
\e[0m 0.00
3652 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/contradiction/f.var
\e[0;32mOK
\e[0m 0.00
3653 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/contradiction/f0.var
\e[0;32mOK
\e[0m 0.00
3654 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/Badfx_/f.var
\e[0;32mOK
\e[0m 0.00
3655 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/Bad_sequence/f.var
\e[0;32mOK
\e[0m 0.00
3656 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/BadMin_/f.var
\e[0;32mOK
\e[0m 0.00
3657 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/BadMin_/f0.var
\e[0;32mOK
\e[0m 0.00
3658 cic:/Rocq/GRAPHS/zcgraph/ZCGForm.ind
\e[0;32mOK
\e[0m 0.01
3659 cic:/Rocq/GRAPHS/zcgraph/ZCGevalDef/rho.var
\e[0;32mOK
\e[0m 0.00
3660 cic:/Rocq/GRAPHS/cgraph/CGForm.ind
\e[0;32mOK
\e[0m 0.00
3661 cic:/Rocq/GRAPHS/cgraph/CGSForm.ind
\e[0;32mOK
\e[0m 0.00
3662 cic:/Rocq/GRAPHS/cgraph/Ddle.con
\e[0;32mOK
\e[0m 0.00
3663 cic:/Rocq/GRAPHS/cgraph/Ddplus.con
\e[0;32mOK
\e[0m 0.00
3664 cic:/Rocq/GRAPHS/cgraph/Dmin.con
\e[0;32mOK
\e[0m 0.00
3665 cic:/Rocq/GRAPHS/cgraph/and_sp_ind.con
\e[0;32mOK
\e[0m 0.00
3666 cic:/Rocq/GRAPHS/cgraph/and_sp_rec.con
\e[0;32mOK
\e[0m 0.00
3667 cic:/Rocq/GRAPHS/cgraph/first.con
\e[0;32mOK
\e[0m 0.00
3668 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/Dle_antisym.var
\e[0;32mOK
\e[0m 0.00
3669 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/Dle_plus_mono.var
\e[0;32mOK
\e[0m 0.00
3670 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/Dle_refl.var
\e[0;32mOK
\e[0m 0.00
3671 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/Dle_total.var
\e[0;32mOK
\e[0m 0.00
3672 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/Dle_trans.var
\e[0;32mOK
\e[0m 0.00
3673 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/Dplus_assoc.var
\e[0;32mOK
\e[0m 0.00
3674 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/Dplus_d_z.var
\e[0;32mOK
\e[0m 0.00
3675 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/Dplus_neg.var
\e[0;32mOK
\e[0m 0.00
3676 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/Dplus_z_d.var
\e[0;32mOK
\e[0m 0.00
3677 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/CGWithOne/Done_min_pos.var
\e[0;32mOK
\e[0m 0.00
3678 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/CGWithOne/Done_pos.var
\e[0;32mOK
\e[0m 0.00
3679 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/CGSSolve/anchor.var
\e[0;32mOK
\e[0m 0.00
3680 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/CGAdd/x.var
\e[0;32mOK
\e[0m 0.00
3681 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/CGAdd/y.var
\e[0;32mOK
\e[0m 0.00
3682 cic:/Rocq/DEMOS/compile_ml/Commande.ind
\e[0;32mOK
\e[0m 0.00
3683 cic:/Rocq/DEMOS/compile_ml/MLexp.ind
\e[0;32mOK
\e[0m 0.00
3684 cic:/Rocq/DEMOS/compile_ml/Squelette.ind
\e[0;32mOK
\e[0m 0.00
3685 cic:/Rocq/DEMOS/compile_ml/Value_rect.con
\e[0;32mOK
\e[0m 0.01
3686 cic:/Rocq/DEMOS/Sorting/abr2Ln.con
\e[0;32mOK
\e[0m 0.00
3687 cic:/Rocq/DEMOS/Sorting/arbin_rect.con
\e[0;32mOK
\e[0m 0.00
3688 cic:/Rocq/DEMOS/Sorting/bubble_aux.con
\e[0;32mOK
\e[0m 0.00
3689 cic:/Rocq/DEMOS/Sorting/fusion.con
\e[0;32mOK
\e[0m 0.00
3690 cic:/Rocq/DEMOS/Sorting/inf_egal_eq1.con
\e[0;32mOK
\e[0m 0.00
3691 cic:/Rocq/DEMOS/Sorting/inf_egal_eq2.con
\e[0;32mOK
\e[0m 0.00
3692 cic:/Rocq/DEMOS/Sorting/inf_egal_eq3.con
\e[0;32mOK
\e[0m 0.00
3693 cic:/Rocq/DEMOS/Sorting/ins.con
\e[0;32mOK
\e[0m 0.00
3694 cic:/Rocq/DEMOS/Sorting/insTas.con
\e[0;32mOK
\e[0m 0.00
3695 cic:/Rocq/DEMOS/Sorting/insabr.con
\e[0;32mOK
\e[0m 0.00
3696 cic:/Rocq/DEMOS/Sorting/list_ind.con
\e[0;32mOK
\e[0m 0.00
3697 cic:/Rocq/DEMOS/Sorting/list_rec.con
\e[0;32mOK
\e[0m 0.00
3698 cic:/Rocq/DEMOS/Sorting/nocc.con
\e[0;32mOK
\e[0m 0.00
3699 cic:/Rocq/DEMOS/Sorting/si_eq1.con
\e[0;32mOK
\e[0m 0.00
3700 cic:/Rocq/DEMOS/Sorting/si_eq2.con
\e[0;32mOK
\e[0m 0.00
3701 cic:/Rocq/DEMOS/Sorting/sorted.con
\e[0;32mOK
\e[0m 0.00
3702 cic:/Rocq/DEMOS/Demo_tauto/tauto.con
\e[0;32mOK
\e[0m 0.00
3703 cic:/Rocq/DEMOS/Demo_tauto/y5.con
\e[0;32mOK
\e[0m 0.00
3704 cic:/Rocq/DEMOS/Demo_tauto/club/rule1.var
\e[0;32mOK
\e[0m 0.00
3705 cic:/Rocq/DEMOS/Demo_tauto/club/rule2.var
\e[0;32mOK
\e[0m 0.00
3706 cic:/Rocq/DEMOS/Demo_tauto/club/rule3.var
\e[0;32mOK
\e[0m 0.00
3707 cic:/Rocq/DEMOS/Demo_tauto/club/rule4.var
\e[0;32mOK
\e[0m 0.00
3708 cic:/Rocq/DEMOS/Demo_AutoRewrite/Ack0.con
\e[0;32mOK
\e[0m 0.00
3709 cic:/Rocq/DEMOS/Demo_AutoRewrite/Ack1.con
\e[0;32mOK
\e[0m 0.00
3710 cic:/Rocq/DEMOS/Demo_AutoRewrite/Ack2.con
\e[0;32mOK
\e[0m 0.00
3711 cic:/Rocq/DEMOS/Demo_AutoRewrite/g0.con
\e[0;32mOK
\e[0m 0.00
3712 cic:/Rocq/DEMOS/Demo/size.con
\e[0;32mOK
\e[0m 0.00
3713 cic:/Rocq/DEMOS/Demo/tree_ind.con
\e[0;32mOK
\e[0m 0.00
3714 cic:/Rocq/DEMOS/Demo/tree_rec.con
\e[0;32mOK
\e[0m 0.00
3715 cic:/Rocq/DEMOS/Ack/Ack_ind.con
\e[0;32mOK
\e[0m 0.01
3716 cic:/Rocq/COMPILER/Mini_ML/Commande.ind
\e[0;32mOK
\e[0m 0.00
3717 cic:/Rocq/COMPILER/Mini_ML/MLexp.ind
\e[0;32mOK
\e[0m 0.00
3718 cic:/Rocq/COMPILER/Mini_ML/Squelette.ind
\e[0;32mOK
\e[0m 0.00
3719 cic:/Rocq/COMPILER/Mini_ML/Value_rect.con
\e[0;32mOK
\e[0m 0.00
3720 cic:/Rocq/COC/Types/env.con
\e[0;32mOK
\e[0m 0.00
3721 cic:/Rocq/COC/Termes/mem_sort.ind
\e[0;32mOK
\e[0m 0.00
3722 cic:/Rocq/COC/Termes/sort_ind.con
\e[0;32mOK
\e[0m 0.00
3723 cic:/Rocq/COC/Termes/sort_level_ind.con
\e[0;32mOK
\e[0m 0.00
3724 cic:/Rocq/COC/Termes/sort_rec.con
\e[0;32mOK
\e[0m 0.00
3725 cic:/Rocq/COC/Termes/subt_bind.ind
\e[0;32mOK
\e[0m 0.00
3726 cic:/Rocq/COC/Termes/subt_nobind.ind
\e[0;32mOK
\e[0m 0.00
3727 cic:/Rocq/COC/Termes/term_rect.con
\e[0;32mOK
\e[0m 0.01
3728 cic:/Rocq/COC/Names/prt_names.con
\e[0;32mOK
\e[0m 0.00
3729 cic:/Rocq/COC/MyList/Listes/List.var
\e[0;32mOK
\e[0m 0.00
3730 cic:/Rocq/COC/MyList/Listes/eq_dec.var
\e[0;32mOK
\e[0m 0.00
3731 cic:/Rocq/COC/MlTypes/dangerous_discr.con
\e[0;32mOK
\e[0m 0.00
3732 cic:/Rocq/COC/MlTypes/int_of_nat.con
\e[0;32mOK
\e[0m 0.00
3733 cic:/Rocq/COC/MlTypes/ml_eq_int.con
\e[0;32mOK
\e[0m 0.00
3734 cic:/Rocq/COC/MlTypes/ml_eq_string.con
\e[0;32mOK
\e[0m 0.00
3735 cic:/Rocq/COC/MlTypes/ml_int_case.con
\e[0;32mOK
\e[0m 0.00
3736 cic:/Rocq/COC/MlTypes/ml_int_pred.con
\e[0;32mOK
\e[0m 0.00
3737 cic:/Rocq/COC/MlTypes/ml_x_int_inj.con
\e[0;32mOK
\e[0m 0.00
3738 cic:/Rocq/COC/Machine/command.ind
\e[0;32mOK
\e[0m 0.00
3739 cic:/Rocq/COC/ListType/TIns.ind
\e[0;32mOK
\e[0m 0.00
3740 cic:/Rocq/COC/ListType/TList_iter.con
\e[0;32mOK
\e[0m 0.00
3741 cic:/Rocq/COC/ListType/TList_rect.con
\e[0;32mOK
\e[0m 0.00
3742 cic:/Rocq/COC/ListType/TSmap.con
\e[0;32mOK
\e[0m 0.00
3743 cic:/Rocq/COC/ListType/TTrunc.ind
\e[0;32mOK
\e[0m 0.00
3744 cic:/Rocq/COC/ListType/Tfor_all.ind
\e[0;32mOK
\e[0m 0.00
3745 cic:/Rocq/COC/ListType/Tfor_all2.ind
\e[0;32mOK
\e[0m 0.01
3746 cic:/Rocq/COC/ListType/Tfor_all_fold.ind
\e[0;32mOK
\e[0m 0.00
3747 cic:/Rocq/COC/ListType/Tmap.con
\e[0;32mOK
\e[0m 0.01
3748 cic:/Rocq/COC/ListType/Tnth_def.con
\e[0;32mOK
\e[0m 0.01
3749 cic:/Rocq/COC/Int_term/intt.con
\e[0;32mOK
\e[0m 0.00
3750 cic:/Rocq/COC/Infer/type_error.ind
\e[0;32mOK
\e[0m 0.00
3751 cic:/Rocq/COC/Expr/expr.ind
\e[0;32mOK
\e[0m 0.00
3752 cic:/Rocq/COC/Expr/transl_name.ind
\e[0;32mOK
\e[0m 0.01
3753 cic:/Rocq/COC/Ered/mem_sort2.ind
\e[0;32mOK
\e[0m 0.00
3754 cic:/Rocq/COC/Equiv/is_lam.con
\e[0;32mOK
\e[0m 0.00
3755 cic:/Rocq/COC/Consistency/absurd_prop.con
\e[0;32mOK
\e[0m 0.00
3756 cic:/Rocq/COC/Consistency/applist.con
\e[0;32mOK
\e[0m 0.00
3757 cic:/Rocq/COC/Class/adj_cls.ind
\e[0;32mOK
\e[0m 0.00
3758 cic:/Rocq/COC/Class/class_rect.con
\e[0;32mOK
\e[0m 0.00
3759 cic:/Rocq/COC/Class/cls.con
\e[0;32mOK
\e[0m 0.00
3760 cic:/Rocq/COC/Class/cv_skel.con
\e[0;32mOK
\e[0m 0.00
3761 cic:/Rocq/COC/Class/loose_eqc.ind
\e[0;32mOK
\e[0m 0.00
3762 cic:/Rocq/COC/Class/skel_ind.con
\e[0;32mOK
\e[0m 0.00
3763 cic:/Rocq/COC/Class/skel_rec.con
\e[0;32mOK
\e[0m 0.00
3764 cic:/Rocq/COC/Class/typ_cls.ind
\e[0;32mOK
\e[0m 0.00
3765 cic:/Rocq/COC/Class/typ_skel.con
\e[0;32mOK
\e[0m 0.00
3766 cic:/Rocq/COC/Can/Can.con
\e[0;32mOK
\e[0m 0.00
3767 cic:/Rocq/COC/Can/eq_cand.con
\e[0;32mOK
\e[0m 0.00
3768 cic:/Rocq/COC/Can/neutral.con
\e[0;32mOK
\e[0m 0.00
3769 cic:/Rocq/CHECKER/Functions/Injective.con
\e[0;32mOK
\e[0m 0.00
3770 cic:/Rocq/CHECKER/Functions/Surjective.con
\e[0;32mOK
\e[0m 0.00
3771 cic:/Rocq/CHECKER/Functions/comp.con
\e[0;32mOK
\e[0m 0.00
3772 cic:/Rocq/ARITH/ZChinese/rings/divide.con
\e[0;32mOK
\e[0m 0.00
3773 cic:/Rocq/ARITH/ZChinese/rings/integrity.con
\e[0;32mOK
\e[0m 0.00
3774 cic:/Rocq/ARITH/ZChinese/Zstruct/IdZ.con
\e[0;32mOK
\e[0m 0.00
3775 cic:/Rocq/ARITH/ZChinese/Lci/associativity.con
\e[0;32mOK
\e[0m 0.00
3776 cic:/Rocq/ARITH/ZChinese/Lci/commutativity.con
\e[0;32mOK
\e[0m 0.00
3777 cic:/Rocq/ARITH/ZChinese/Lci/intern.con
\e[0;32mOK
\e[0m 0.00
3778 cic:/Rocq/ARITH/ZChinese/Lci/is_opposite.con
\e[0;32mOK
\e[0m 0.00
3779 cic:/Rocq/ARITH/Chinese/rings/divide.con
\e[0;32mOK
\e[0m 0.00
3780 cic:/Rocq/ARITH/Chinese/rings/integrity.con
\e[0;32mOK
\e[0m 0.00
3781 cic:/Rocq/ARITH/Chinese/Zrec/and_recZ.con
\e[0;32mOK
\e[0m 0.00
3782 cic:/Rocq/ARITH/Chinese/Zrec/and_set_set_set_ind.con
\e[0;32mOK
\e[0m 0.00
3783 cic:/Rocq/ARITH/Chinese/Zrec/and_set_set_set_rec.con
\e[0;32mOK
\e[0m 0.00
3784 cic:/Rocq/ARITH/Chinese/Zle/leZ.con
\e[0;32mOK
\e[0m 0.00
3785 cic:/Rocq/ARITH/Chinese/Zbase/IZ.con
\e[0;32mOK
\e[0m 0.00
3786 cic:/Rocq/ARITH/Chinese/Zbase/Z_rect.con
\e[0;32mOK
\e[0m 0.00
3787 cic:/Rocq/ARITH/Chinese/Zbase/absZ.con
\e[0;32mOK
\e[0m 0.00
3788 cic:/Rocq/ARITH/Chinese/Zbase/is_posn.con
\e[0;32mOK
\e[0m 0.00
3789 cic:/Rocq/ARITH/Chinese/Zbase/negOZ.con
\e[0;32mOK
\e[0m 0.00
3790 cic:/Rocq/ARITH/Chinese/Zbase/posOZ.con
\e[0;32mOK
\e[0m 0.00
3791 cic:/Rocq/ARITH/Chinese/Zbase/sgnZ.con
\e[0;32mOK
\e[0m 0.00
3792 cic:/Rocq/ARITH/Chinese/Zadd/IdZ.con
\e[0;32mOK
\e[0m 0.00
3793 cic:/Rocq/ARITH/Chinese/Zadd/oppZ.con
\e[0;32mOK
\e[0m 0.00
3794 cic:/Rocq/ARITH/Chinese/Z_succ_pred/predZ.con
\e[0;32mOK
\e[0m 0.00
3795 cic:/Rocq/ARITH/Chinese/Lci/associativity.con
\e[0;32mOK
\e[0m 0.00
3796 cic:/Rocq/ARITH/Chinese/Lci/commutativity.con
\e[0;32mOK
\e[0m 0.00
3797 cic:/Rocq/ARITH/Chinese/Lci/intern.con
\e[0;32mOK
\e[0m 0.00
3798 cic:/Rocq/ARITH/Chinese/Lci/is_opposite.con
\e[0;32mOK
\e[0m 0.00
3799 cic:/Rocq/ALGEBRA/SETOID/Setoid/Nat_ind.con
\e[0;32mOK
\e[0m 0.00
3800 cic:/Rocq/ALGEBRA/SETOID/Setoid/Nat_rec.con
\e[0;32mOK
\e[0m 0.00
3801 cic:/Rocq/ALGEBRA/SETOID/BasicTypes/EmptyType_ind.con
\e[0;32mOK
\e[0m 0.00
3802 cic:/Rocq/ALGEBRA/SETOID/BasicTypes/EmptyType_rec.con
\e[0;32mOK
\e[0m 0.00
3803 cic:/Rocq/ALGEBRA/SETOID/BasicTypes/TwoElts_ind.con
\e[0;32mOK
\e[0m 0.00
3804 cic:/Rocq/ALGEBRA/SETOID/BasicTypes/TwoElts_rec.con
\e[0;32mOK
\e[0m 0.00
3805 cic:/Rocq/ALGEBRA/SETOID/BasicTypes/UnitType_ind.con
\e[0;32mOK
\e[0m 0.00
3806 cic:/Rocq/ALGEBRA/SETOID/BasicTypes/UnitType_rec.con
\e[0;32mOK
\e[0m 0.00
3807 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Contains.con
\e[0;32mOK
\e[0m 0.00
3808 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Orderings/R.var
\e[0;32mOK
\e[0m 0.00
3809 cic:/Rocq/ALGEBRA/RELATIONS/Noetherian/Noether/R.var
\e[0;32mOK
\e[0m 0.00
3810 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Confluence/Confluence/R.var
\e[0;32mOK
\e[0m 0.00
3811 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/Equal_PULB_mor.con
\e[0;32mOK
\e[0m 0.00
3812 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/Id_PULB.con
\e[0;32mOK
\e[0m 0.00
3813 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_11_P.con
\e[0;32mOK
\e[0m 0.01
3814 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_12_P.con
\e[0;32mOK
\e[0m 0.01
3815 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_13_P.con
\e[0;32mOK
\e[0m 0.01
3816 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_13_T.con
\e[0;32mOK
\e[0m 0.01
3817 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_21_P.con
\e[0;32mOK
\e[0m 0.01
3818 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_21_T.con
\e[0;32mOK
\e[0m 0.01
3819 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_22_P.con
\e[0;32mOK
\e[0m 0.01
3820 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_23_P.con
\e[0;32mOK
\e[0m 0.01
3821 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_23_T.con
\e[0;32mOK
\e[0m 0.01
3822 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_31_P.con
\e[0;32mOK
\e[0m 0.01
3823 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_31_T.con
\e[0;32mOK
\e[0m 0.01
3824 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_32_P.con
\e[0;32mOK
\e[0m 0.01
3825 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_33_P.con
\e[0;32mOK
\e[0m 0.01
3826 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_mor_rect.con
\e[0;32mOK
\e[0m 0.01
3827 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_ob_ind.con
\e[0;32mOK
\e[0m 0.00
3828 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_ob_rec.con
\e[0;32mOK
\e[0m 0.00
3829 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/Id_PA.con
\e[0;32mOK
\e[0m 0.00
3830 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_11_P.con
\e[0;32mOK
\e[0m 0.00
3831 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_12_P.con
\e[0;32mOK
\e[0m 0.00
3832 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_21_P.con
\e[0;32mOK
\e[0m 0.00
3833 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_21_T.con
\e[0;32mOK
\e[0m 0.01
3834 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_22_P.con
\e[0;32mOK
\e[0m 0.01
3835 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_mor_rect.con
\e[0;32mOK
\e[0m 0.00
3836 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_ob_ind.con
\e[0;32mOK
\e[0m 0.00
3837 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_ob_rec.con
\e[0;32mOK
\e[0m 0.00
3838 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Comp_Discr_mor.con
\e[0;32mOK
\e[0m 0.00
3839 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Discr_mor_ind1.con
\e[0;32mOK
\e[0m 0.00
3840 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Discr_mor_rect.con
\e[0;32mOK
\e[0m 0.00
3841 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Equal_Discr_mor.con
\e[0;32mOK
\e[0m 0.00
3842 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Id_Discr.con
\e[0;32mOK
\e[0m 0.00
3843 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/Equal_One_mor.con
\e[0;32mOK
\e[0m 0.00
3844 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/One_mor_rect.con
\e[0;32mOK
\e[0m 0.00
3845 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/One_ob_ind.con
\e[0;32mOK
\e[0m 0.00
3846 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/One_ob_rec.con
\e[0;32mOK
\e[0m 0.00
3847 cic:/Rocq/AILS/trajectory_const/ConflictRange.con
\e[0;32mOK
\e[0m 0.00
3848 cic:/Rocq/AILS/trajectory_const/MaxSpeed.con
\e[0;32mOK
\e[0m 0.00
3849 cic:/Rocq/AILS/trajectory_const/MinSpeed.con
\e[0;32mOK
\e[0m 0.00
3850 cic:/Rocq/AILS/pi_ineq/PI_lb.con
\e[0;32mOK
\e[0m 0.00
3851 cic:/Rocq/AILS/pi_ineq/PI_ub.con
\e[0;32mOK
\e[0m 0.00
3852 cic:/Rocq/AILS/constants/AlertRange.con
\e[0;32mOK
\e[0m 0.00
3853 cic:/Rocq/AILS/constants/AlertTime.con
\e[0;32mOK
\e[0m 0.00
3854 cic:/Rocq/AILS/constants/MaxStep.con
\e[0;32mOK
\e[0m 0.00
3855 cic:/Rocq/AILS/constants/MaxT.con
\e[0;32mOK
\e[0m 0.00
3856 cic:/Rocq/AILS/constants/tstep.con
\e[0;32mOK
\e[0m 0.00
3857 cic:/Rocq/AILS/ails/mod_.con
\e[0;32mOK
\e[0m 0.00
3858 cic:/Paris/ZF/src/useful/lem_or_assoc_l.con
\e[0;32mOK
\e[0m 0.01
3859 cic:/Paris/ZF/src/useful/lem_or_contract.con
\e[0;32mOK
\e[0m 0.00
3860 cic:/Paris/ZF/src/useful/lem_or_sym.con
\e[0;32mOK
\e[0m 0.00
3861 cic:/Paris/ZF/src/axs_reunion/axs_reunion.con
\e[0;32mOK
\e[0m 0.00
3862 cic:/Paris/ZF/src/axs_reunion/union.con
\e[0;32mOK
\e[0m 0.00
3863 cic:/Paris/ZF/src/axs_remplacement/axs_remplacement.con
\e[0;32mOK
\e[0m 0.00
3864 cic:/Paris/ZF/src/axs_parties/axs_parties.con
\e[0;32mOK
\e[0m 0.00
3865 cic:/Paris/ZF/src/axs_paire/axs_paire.con
\e[0;32mOK
\e[0m 0.00
3866 cic:/Paris/ZF/src/axs_paire/singleton.con
\e[0;32mOK
\e[0m 0.00
3867 cic:/Paris/ZF/src/axs_extensionnalite/axs_extensionnalite.con
\e[0;32mOK
\e[0m 0.00
3868 cic:/Paris/ZF/src/axs_comprehension/Comp.con
\e[0;32mOK
\e[0m 0.00
3869 cic:/Paris/ZF/src/axs_comprehension/axs_comprehension.con
\e[0;32mOK
\e[0m 0.00
3870 cic:/Paris/ZF/src/axs_comprehension/def_F_inter.con
\e[0;32mOK
\e[0m 0.00
3871 cic:/Paris/ZF/src/axs_comprehension/def_F_vide.con
\e[0;32mOK
\e[0m 0.00
3872 cic:/Paris/ZF/src/axs_comprehension/def_OComp.con
\e[0;32mOK
\e[0m 0.00
3873 cic:/Paris/ZF/src/axs_comprehension/incNotEq.con
\e[0;32mOK
\e[0m 0.00
3874 cic:/Paris/ZF/src/ZFbasis/inc.con
\e[0;32mOK
\e[0m 0.00
3875 cic:/Orsay/QArith/Qreduction/Z2P.con
\e[0;32mOK
\e[0m 0.00
3876 cic:/Orsay/QArith/QArith_base/Q.ind
\e[0;32mOK
\e[0m 0.00
3877 cic:/Orsay/MiniCompiler/compiler/E.con
\e[0;32mOK
\e[0m 0.00
3878 cic:/Orsay/MiniCompiler/compiler/cell_rect.con
\e[0;32mOK
\e[0m 0.00
3879 cic:/Orsay/MiniCompiler/compiler/expr_rect.con
\e[0;32mOK
\e[0m 0.01
3880 cic:/Orsay/MiniCompiler/compiler/instr_rect.con
\e[0;32mOK
\e[0m 0.01
3881 cic:/Orsay/MiniCompiler/compiler/list1.con
\e[0;32mOK
\e[0m 0.00
3882 cic:/Orsay/MiniCompiler/compiler/store.con
\e[0;32mOK
\e[0m 0.00
3883 cic:/Orsay/Maths/gcd/extended_euclid_algorithm/a.var
\e[0;32mOK
\e[0m 0.00
3884 cic:/Orsay/Maths/gcd/extended_euclid_algorithm/b.var
\e[0;32mOK
\e[0m 0.00
3885 cic:/Orsay/ExactRealArithmetic/definition/Reelc.con
\e[0;32mOK
\e[0m 0.00
3886 cic:/Orsay/ExactRealArithmetic/definition/gauss_z_sur_B.con
\e[0;32mOK
\e[0m 0.00
3887 cic:/Orsay/ExactRealArithmetic/definition/gauss_z_sur_B_pow.con
\e[0;32mOK
\e[0m 0.00
3888 cic:/Orsay/ExactRealArithmetic/Axiomes/B_sup_4.con
\e[0;32mOK
\e[0m 0.00
3889 cic:/Nijmegen/REM/Rem/Top.con
\e[0;32mOK
\e[0m 0.00
3890 cic:/Nijmegen/REM/Rem/neighbour.con
\e[0;32mOK
\e[0m 0.00
3891 cic:/Nijmegen/QArith/second_Field_Theory_Q/not_eq2eqT.con
\e[0;32mOK
\e[0m 0.00
3892 cic:/Nijmegen/QArith/general_Q/Q_tail.con
\e[0;32mOK
\e[0m 0.00
3893 cic:/Nijmegen/QArith/general_Q/Q_zerop_subproof.con
\e[0;32mOK
\e[0m 0.00
3894 cic:/Nijmegen/QArith/general_Q/Qsgn.con
\e[0;32mOK
\e[0m 0.00
3895 cic:/Nijmegen/QArith/general_Q/length_of_Qpositive_to_positive.con
\e[0;32mOK
\e[0m 0.00
3896 cic:/Nijmegen/QArith/Zaux/Z2positive.con
\e[0;32mOK
\e[0m 0.00
3897 cic:/Nijmegen/QArith/Zaux/pair_1.con
\e[0;32mOK
\e[0m 0.00
3898 cic:/Nijmegen/QArith/Zaux/projP1.con
\e[0;32mOK
\e[0m 0.00
3899 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/bin2_eq.con
\e[0;32mOK
\e[0m 0.00
3900 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/octointegral_eq.con
\e[0;32mOK
\e[0m 0.00
3901 cic:/Nijmegen/QArith/Qpositive_le/Qpositive_le.con
\e[0;32mOK
\e[0m 0.00
3902 cic:/Nijmegen/QArith/Qpositive/Qpositive_c.con
\e[0;32mOK
\e[0m 0.00
3903 cic:/Nijmegen/QArith/Qpositive/Qpositive_i.con
\e[0;32mOK
\e[0m 0.00
3904 cic:/Nijmegen/QArith/Qpositive/Qpositive_ind.con
\e[0;32mOK
\e[0m 0.00
3905 cic:/Nijmegen/QArith/Qpositive/Qpositive_rec.con
\e[0;32mOK
\e[0m 0.00
3906 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/bin_eq_is_reflexive.con
\e[0;32mOK
\e[0m 0.00
3907 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/quadrointegral_eq.con
\e[0;32mOK
\e[0m 0.00
3908 cic:/Nijmegen/QArith/Q_order/Qinv.con
\e[0;32mOK
\e[0m 0.00
3909 cic:/Nijmegen/QArith/Q_field/Q_rect.con
\e[0;32mOK
\e[0m 0.00
3910 cic:/Nijmegen/QArith/Q_field/Qone.con
\e[0;32mOK
\e[0m 0.00
3911 cic:/Nijmegen/QArith/Q_field/Qopp.con
\e[0;32mOK
\e[0m 0.00
3912 cic:/Nijmegen/QArith/Merge_Order/is_equality.con
\e[0;32mOK
\e[0m 0.00
3913 cic:/Nijmegen/QArith/Merge_Order/is_order.con
\e[0;32mOK
\e[0m 0.00
3914 cic:/Nijmegen/QArith/Merge_Order/is_well_def_lft.con
\e[0;32mOK
\e[0m 0.00
3915 cic:/Nijmegen/QArith/Merge_Order/is_well_def_rht.con
\e[0;32mOK
\e[0m 0.00
3916 cic:/Nijmegen/QArith/Merge_Order/wf_ind.con
\e[0;32mOK
\e[0m 0.00
3917 cic:/Nijmegen/QArith/Field_Theory_Q/not_eq2eqT.con
\e[0;32mOK
\e[0m 0.00
3918 cic:/Nijmegen/Coqoban/Coqoban_engine/Board.ind
\e[0;32mOK
\e[0m 0.00
3919 cic:/Nijmegen/Coqoban/Coqoban_engine/Can.ind
\e[0;32mOK
\e[0m 0.00
3920 cic:/Nijmegen/Coqoban/Coqoban_engine/Direction_ind.con
\e[0;32mOK
\e[0m 0.00
3921 cic:/Nijmegen/Coqoban/Coqoban_engine/Direction_rec.con
\e[0;32mOK
\e[0m 0.00
3922 cic:/Nijmegen/Coqoban/Coqoban_engine/Row_rect.con
\e[0;32mOK
\e[0m 0.00
3923 cic:/Nijmegen/Coqoban/Coqoban_engine/Tri.ind
\e[0;32mOK
\e[0m 0.00
3924 cic:/Nijmegen/Coqoban/Coqoban_engine/fieldtype_ind.con
\e[0;32mOK
\e[0m 0.00
3925 cic:/Nijmegen/Coqoban/Coqoban_engine/fieldtype_rec.con
\e[0;32mOK
\e[0m 0.00
3926 cic:/Nijmegen/Coqoban/Coqoban_engine/rowready.con
\e[0;32mOK
\e[0m 0.00
3927 cic:/Nijmegen/Coqoban/Coqoban_engine/t1.con
\e[0;32mOK
\e[0m 0.00
3928 cic:/Nijmegen/Coqoban/Coqoban_engine/t2.con
\e[0;32mOK
\e[0m 0.00
3929 cic:/Nijmegen/Coqoban/Coqoban_engine/t3.con
\e[0;32mOK
\e[0m 0.00
3930 cic:/Nijmegen/Coqoban/Coqoban_engine/triple_rect.con
\e[0;32mOK
\e[0m 0.00
3931 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/At_last.con
\e[0;32mOK
\e[0m 0.00
3932 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/Constr_f.con
\e[0;32mOK
\e[0m 0.00
3933 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/OK_At_last.ind
\e[0;32mOK
\e[0m 0.00
3934 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/OK_Constr_f.ind
\e[0;32mOK
\e[0m 0.00
3935 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/list_nat_rect.con
\e[0;32mOK
\e[0m 0.00
3936 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/quasiterm.ind
\e[0;32mOK
\e[0m 0.00
3937 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/terms/list_arity.var
\e[0;32mOK
\e[0m 0.00
3938 cic:/Nancy/FOUnify/nat_complements/P_S_proof1.con
\e[0;32mOK
\e[0m 0.00
3939 cic:/Nancy/FOUnify/nat_complements/n_False.con
\e[0;32mOK
\e[0m 0.00
3940 cic:/Nancy/FOUnify/listv_is_in_lv/listv.ind
\e[0;32mOK
\e[0m 0.00
3941 cic:/Muenchen/Higman/Higman2/letter_ind.con
\e[0;32mOK
\e[0m 0.00
3942 cic:/Muenchen/Higman/Higman2/letter_rec.con
\e[0;32mOK
\e[0m 0.00
3943 cic:/Muenchen/Higman/Higman2/word.con
\e[0;32mOK
\e[0m 0.00
3944 cic:/Muenchen/Higman/Higman/letter_ind.con
\e[0;32mOK
\e[0m 0.00
3945 cic:/Muenchen/Higman/Higman/letter_rec.con
\e[0;32mOK
\e[0m 0.00
3946 cic:/Muenchen/Higman/Higman/word.con
\e[0;32mOK
\e[0m 0.00
3947 cic:/Montevideo/RailroadCrossing/time_clocks/Ini_Ck.con
\e[0;32mOK
\e[0m 0.00
3948 cic:/Montevideo/RailroadCrossing/time_clocks/Reset.con
\e[0;32mOK
\e[0m 0.00
3949 cic:/Montevideo/RailroadCrossing/time_clocks/eq_Ck.con
\e[0;32mOK
\e[0m 0.00
3950 cic:/Montevideo/RailroadCrossing/time_clocks/le_Ck.con
\e[0;32mOK
\e[0m 0.00
3951 cic:/Montevideo/RailroadCrossing/time_clocks/plus_Ck.con
\e[0;32mOK
\e[0m 0.00
3952 cic:/Montevideo/RailroadCrossing/time_clocks/tick.con
\e[0;32mOK
\e[0m 0.00
3953 cic:/Montevideo/RailroadCrossing/time_clocks/time0.con
\e[0;32mOK
\e[0m 0.00
3954 cic:/Montevideo/RailroadCrossing/railroad_crossing/ExistsS.ind
\e[0;32mOK
\e[0m 0.00
3955 cic:/Montevideo/RailroadCrossing/railroad_crossing/ForAllS.ind
\e[0;32mOK
\e[0m 0.00
3956 cic:/Montevideo/RailroadCrossing/railroad_crossing/Label_ind.con
\e[0;32mOK
\e[0m 0.00
3957 cic:/Montevideo/RailroadCrossing/railroad_crossing/Label_rec.con
\e[0;32mOK
\e[0m 0.00
3958 cic:/Montevideo/RailroadCrossing/railroad_crossing/NoImpl.con
\e[0;32mOK
\e[0m 0.00
3959 cic:/Montevideo/RailroadCrossing/railroad_crossing/RState.ind
\e[0;32mOK
\e[0m 0.00
3960 cic:/Montevideo/RailroadCrossing/railroad_crossing/SC_ind.con
\e[0;32mOK
\e[0m 0.00
3961 cic:/Montevideo/RailroadCrossing/railroad_crossing/SC_rec.con
\e[0;32mOK
\e[0m 0.00
3962 cic:/Montevideo/RailroadCrossing/railroad_crossing/SG_ind.con
\e[0;32mOK
\e[0m 0.00
3963 cic:/Montevideo/RailroadCrossing/railroad_crossing/SG_rec.con
\e[0;32mOK
\e[0m 0.00
3964 cic:/Montevideo/RailroadCrossing/railroad_crossing/ST_ind.con
\e[0;32mOK
\e[0m 0.00
3965 cic:/Montevideo/RailroadCrossing/railroad_crossing/ST_rec.con
\e[0;32mOK
\e[0m 0.00
3966 cic:/Montevideo/RailroadCrossing/railroad_crossing/S_Ck.con
\e[0;32mOK
\e[0m 0.00
3967 cic:/Montevideo/RailroadCrossing/railroad_crossing/Until.ind
\e[0;32mOK
\e[0m 0.00
3968 cic:/Montevideo/RailroadCrossing/railroad_crossing/isTrace.ind
\e[0;32mOK
\e[0m 0.00
3969 cic:/Montevideo/RailroadCrossing/railroad_crossing/kc1.con
\e[0;32mOK
\e[0m 0.00
3970 cic:/Montevideo/RailroadCrossing/railroad_crossing/kc2.con
\e[0;32mOK
\e[0m 0.00
3971 cic:/Montevideo/RailroadCrossing/railroad_crossing/kg1.con
\e[0;32mOK
\e[0m 0.00
3972 cic:/Montevideo/RailroadCrossing/railroad_crossing/kg2.con
\e[0;32mOK
\e[0m 0.00
3973 cic:/Montevideo/RailroadCrossing/railroad_crossing/kg3.con
\e[0;32mOK
\e[0m 0.00
3974 cic:/Montevideo/RailroadCrossing/railroad_crossing/kt1.con
\e[0;32mOK
\e[0m 0.00
3975 cic:/Montevideo/RailroadCrossing/railroad_crossing/kt2.con
\e[0;32mOK
\e[0m 0.00
3976 cic:/Montevideo/RailroadCrossing/railroad_crossing/TemporalOperators_TCTL/bound.var
\e[0;32mOK
\e[0m 0.00
3977 cic:/Montevideo/FSSecModel/mkdir/NEWDIR.con
\e[0;32mOK
\e[0m 0.00
3978 cic:/Montevideo/FSSecModel/create/NEWFILE.con
\e[0;32mOK
\e[0m 0.00
3979 cic:/Montevideo/FSSecModel/SFSstate/BYTEeq_dec.con
\e[0;32mOK
\e[0m 0.00
3980 cic:/Montevideo/FSSecModel/SFSstate/DIRCONT.con
\e[0;32mOK
\e[0m 0.00
3981 cic:/Montevideo/FSSecModel/SFSstate/FILECONT.con
\e[0;32mOK
\e[0m 0.00
3982 cic:/Montevideo/FSSecModel/SFSstate/GRPeq_dec.con
\e[0;32mOK
\e[0m 0.00
3983 cic:/Montevideo/FSSecModel/SFSstate/MODE_ind.con
\e[0;32mOK
\e[0m 0.00
3984 cic:/Montevideo/FSSecModel/SFSstate/MODE_rec.con
\e[0;32mOK
\e[0m 0.00
3985 cic:/Montevideo/FSSecModel/SFSstate/MyDir.con
\e[0;32mOK
\e[0m 0.00
3986 cic:/Montevideo/FSSecModel/SFSstate/OBJNAMEeq_dec.con
\e[0;32mOK
\e[0m 0.00
3987 cic:/Montevideo/FSSecModel/SFSstate/OBJTYPE_ind.con
\e[0;32mOK
\e[0m 0.00
3988 cic:/Montevideo/FSSecModel/SFSstate/OBJTYPE_rec.con
\e[0;32mOK
\e[0m 0.00
3989 cic:/Montevideo/FSSecModel/SFSstate/ObjName.con
\e[0;32mOK
\e[0m 0.00
3990 cic:/Montevideo/FSSecModel/SFSstate/ObjType.con
\e[0;32mOK
\e[0m 0.00
3991 cic:/Montevideo/FSSecModel/SFSstate/Operation_ind.con
\e[0;32mOK
\e[0m 0.00
3992 cic:/Montevideo/FSSecModel/SFSstate/Operation_rec.con
\e[0;32mOK
\e[0m 0.00
3993 cic:/Montevideo/FSSecModel/SFSstate/PERMS.ind
\e[0;32mOK
\e[0m 0.00
3994 cic:/Montevideo/FSSecModel/SFSstate/RIGHTS_rect.con
\e[0;32mOK
\e[0m 0.00
3995 cic:/Montevideo/FSSecModel/SFSstate/SUBeq_dec.con
\e[0;32mOK
\e[0m 0.00
3996 cic:/Montevideo/FSSecModel/SFSstate/read_right.con
\e[0;32mOK
\e[0m 0.00
3997 cic:/Montevideo/FSSecModel/SFSstate/write_right.con
\e[0;32mOK
\e[0m 0.00
3998 cic:/Montevideo/FSSecModel/SFSstate/PartialFunctions/XYeq_dec.var
\e[0;32mOK
\e[0m 0.00
3999 cic:/Montevideo/FSSecModel/SFSstate/PartialFunctions/Xeq_dec.var
\e[0;32mOK
\e[0m 0.00
4000 cic:/Montevideo/FSSecModel/SFSstate/PartialFunctions/Yeq_dec.var
\e[0;32mOK
\e[0m 0.00
4001 cic:/Montevideo/FSSecModel/ListSet/empty_set.con
\e[0;32mOK
\e[0m 0.00
4002 cic:/Montevideo/FSSecModel/ListSet/set.con
\e[0;32mOK
\e[0m 0.00
4003 cic:/Montevideo/FSSecModel/ListSet/first_definitions/Aeq_dec.var
\e[0;32mOK
\e[0m 0.00
4004 cic:/Montevideo/FSSecModel/ListFunctions/take.con
\e[0;32mOK
\e[0m 0.00
4005 cic:/Montevideo/FSSecModel/ListFunctions/ListSetLemmas/Aeq_dec.var
\e[0;32mOK
\e[0m 0.00
4006 cic:/Montevideo/CtlTctl/time_clocks/Ini_Ck.con
\e[0;32mOK
\e[0m 0.00
4007 cic:/Montevideo/CtlTctl/time_clocks/Reset.con
\e[0;32mOK
\e[0m 0.00
4008 cic:/Montevideo/CtlTctl/time_clocks/eq_Ck.con
\e[0;32mOK
\e[0m 0.00
4009 cic:/Montevideo/CtlTctl/time_clocks/le_Ck.con
\e[0;32mOK
\e[0m 0.00
4010 cic:/Montevideo/CtlTctl/time_clocks/plus_Ck.con
\e[0;32mOK
\e[0m 0.00
4011 cic:/Montevideo/CtlTctl/time_clocks/tick.con
\e[0;32mOK
\e[0m 0.00
4012 cic:/Montevideo/CtlTctl/time_clocks/time0.con
\e[0;32mOK
\e[0m 0.00
4013 cic:/Montevideo/CtlTctl/tctl/TemporalOperators_TCTL/bound.var
\e[0;32mOK
\e[0m 0.00
4014 cic:/Montevideo/CtlTctl/tctl/TemporalOperators_TCTL/inc.var
\e[0;32mOK
\e[0m 0.00
4015 cic:/Montevideo/CtlTctl/ctl/ExistsS.ind
\e[0;32mOK
\e[0m 0.00
4016 cic:/Montevideo/CtlTctl/ctl/ForAllS.ind
\e[0;32mOK
\e[0m 0.00
4017 cic:/Montevideo/CtlTctl/ctl/Until.ind
\e[0;32mOK
\e[0m 0.00
4018 cic:/Montevideo/CtlTctl/ctl/TemporalOperators_CTL/inc.var
\e[0;32mOK
\e[0m 0.00
4019 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/TemporalOperators_Ind/inc.var
\e[0;32mOK
\e[0m 0.00
4020 cic:/Marseille/LTL/termination/termination/r.var
\e[0;32mOK
\e[0m 0.00
4021 cic:/Marseille/LTL/safety/safety/transition.var
\e[0;32mOK
\e[0m 0.00
4022 cic:/Marseille/LTL/ltl/and_state.con
\e[0;32mOK
\e[0m 0.00
4023 cic:/Marseille/LTL/ltl/enabled.ind
\e[0;32mOK
\e[0m 0.00
4024 cic:/Marseille/LTL/ltl/head_str.con
\e[0;32mOK
\e[0m 0.00
4025 cic:/Marseille/LTL/ltl/stream_formula.con
\e[0;32mOK
\e[0m 0.00
4026 cic:/Marseille/LTL/ltl/tl_str.con
\e[0;32mOK
\e[0m 0.00
4027 cic:/Marseille/LTL/ltl/ltl/transition.var
\e[0;32mOK
\e[0m 0.00
4028 cic:/Marseille/LTL/liveness/liveness/transition.var
\e[0;32mOK
\e[0m 0.00
4029 cic:/Marseille/LTL/fairness/fairness/transition.var
\e[0;32mOK
\e[0m 0.00
4030 cic:/Marseille/LTL/congruence/congruence/transition.var
\e[0;32mOK
\e[0m 0.00
4031 cic:/Marseille/GC/reachable/reachable/reachable.ind
\e[0;32mOK
\e[0m 0.00
4032 cic:/Marseille/GC/mesure/parameters_card/grey_white_sons.ind
\e[0;32mOK
\e[0m 0.01
4033 cic:/Marseille/GC/logique/LTL/and_state.con
\e[0;32mOK
\e[0m 0.00
4034 cic:/Marseille/GC/logique/LTL/enabled.ind
\e[0;32mOK
\e[0m 0.00
4035 cic:/Marseille/GC/logique/LTL/head_str.con
\e[0;32mOK
\e[0m 0.00
4036 cic:/Marseille/GC/logique/LTL/stream_formula.con
\e[0;32mOK
\e[0m 0.00
4037 cic:/Marseille/GC/logique/LTL/tl_str.con
\e[0;32mOK
\e[0m 0.00
4038 cic:/Marseille/GC/logique/LTL/LTL/transition.var
\e[0;32mOK
\e[0m 0.00
4039 cic:/Marseille/GC/liveness/fairstr/exist_or_none.con
\e[0;32mOK
\e[0m 0.01
4040 cic:/Marseille/GC/lemma_step/lemma_step/color_node.con
\e[0;32mOK
\e[0m 0.01
4041 cic:/Marseille/GC/gc/parameters/color_ind.con
\e[0;32mOK
\e[0m 0.00
4042 cic:/Marseille/GC/gc/parameters/color_rec.con
\e[0;32mOK
\e[0m 0.00
4043 cic:/Marseille/GC/gc/parameters/control_ind.con
\e[0;32mOK
\e[0m 0.00
4044 cic:/Marseille/GC/gc/parameters/control_rec.con
\e[0;32mOK
\e[0m 0.00
4045 cic:/Marseille/GC/gc/parameters/eq_dec_node.con
\e[0;32mOK
\e[0m 0.00
4046 cic:/Marseille/GC/gc/parameters/state.ind
\e[0;32mOK
\e[0m 0.00
4047 cic:/Marseille/GC/gc/gc/add.con
\e[0;32mOK
\e[0m 0.00
4048 cic:/Marseille/GC/gc/gc/grey_node_case.ind
\e[0;32mOK
\e[0m 0.00
4049 cic:/Marseille/GC/gc/gc/init_color.con
\e[0;32mOK
\e[0m 0.00
4050 cic:/Marseille/GC/gc/gc/init_marking.con
\e[0;32mOK
\e[0m 0.00
4051 cic:/Marseille/GC/gc/gc/label_ind.con
\e[0;32mOK
\e[0m 0.00
4052 cic:/Marseille/GC/gc/gc/label_rec.con
\e[0;32mOK
\e[0m 0.00
4053 cic:/Marseille/GC/gc/gc/remove.con
\e[0;32mOK
\e[0m 0.00
4054 cic:/Marseille/GC/gc/gc/update_color.con
\e[0;32mOK
\e[0m 0.00
4055 cic:/Marseille/GC/card/card_facts/eq_dec_set.con
\e[0;32mOK
\e[0m 0.00
4056 cic:/Marseille/GC/card/card_facts/prop_dec.con
\e[0;32mOK
\e[0m 0.00
4057 cic:/Marseille/GC/card/card_facts/prop_dec2.con
\e[0;32mOK
\e[0m 0.00
4058 cic:/Marseille/GC/card/card/card.ind
\e[0;32mOK
\e[0m 0.00
4059 cic:/Marseille/GC/card/card/eq_dec_set.con
\e[0;32mOK
\e[0m 0.00
4060 cic:/Marseille/CCS/Trans_Sys/derivative.ind
\e[0;32mOK
\e[0m 0.00
4061 cic:/Marseille/CCS/Trans_Sys/strong_eq.ind
\e[0;32mOK
\e[0m 0.00
4062 cic:/Marseille/CCS/Trans_Sys/weak_derivative.ind
\e[0;32mOK
\e[0m 0.00
4063 cic:/Marseille/CCS/Trans_Sys/TS/eqT_dec.var
\e[0;32mOK
\e[0m 0.00
4064 cic:/Lyon/STREAMS/GfpStreams/Streams_ind.con
\e[0;32mOK
\e[0m 0.01
4065 cic:/Lyon/STREAMS/GfpStreams/Streams_rec.con
\e[0;32mOK
\e[0m 0.01
4066 cic:/Lyon/STREAMS/GfpStreams/Streams_/streams.var
\e[0;32mOK
\e[0m 0.00
4067 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/PQ_dec.var
\e[0;32mOK
\e[0m 0.00
4068 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/PQ_excl.var
\e[0;32mOK
\e[0m 0.00
4069 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/incl.var
\e[0;32mOK
\e[0m 0.00
4070 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/trans_ARB.var
\e[0;32mOK
\e[0m 0.00
4071 cic:/Lyon/PROCESSES/INTERPRETER/Processes/Guarded.ind
\e[0;32mOK
\e[0m 0.00
4072 cic:/Lyon/PROCESSES/INTERPRETER/Processes/Signal.ind
\e[0;32mOK
\e[0m 0.00
4073 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/Pointer_ind.con
\e[0;32mOK
\e[0m 0.00
4074 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/Pointer_rec.con
\e[0;32mOK
\e[0m 0.00
4075 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/Interpreter/compare.var
\e[0;32mOK
\e[0m 0.00
4076 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/Channel_ind.con
\e[0;32mOK
\e[0m 0.00
4077 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/Channel_rec.con
\e[0;32mOK
\e[0m 0.00
4078 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/ACProcess.ind
\e[0;32mOK
\e[0m 0.00
4079 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Signal.ind
\e[0;32mOK
\e[0m 0.00
4080 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/Channel_ind.con
\e[0;32mOK
\e[0m 0.00
4081 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/Channel_rec.con
\e[0;32mOK
\e[0m 0.00
4082 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/ACProcess.ind
\e[0;32mOK
\e[0m 0.00
4083 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/Signal.ind
\e[0;32mOK
\e[0m 0.00
4084 cic:/Lyon/IEEE754/Registers/is_register_zero.con
\e[0;32mOK
\e[0m 0.00
4085 cic:/Lyon/IEEE754/Registers/register_rect.con
\e[0;32mOK
\e[0m 0.00
4086 cic:/Lyon/IEEE754/Registers/sign_of.con
\e[0;32mOK
\e[0m 0.00
4087 cic:/Lyon/IEEE754/IEEE754_def/Ebias_adjust.con
\e[0;32mOK
\e[0m 0.00
4088 cic:/Lyon/IEEE754/IEEE754_def/Emax.con
\e[0;32mOK
\e[0m 0.00
4089 cic:/Lyon/IEEE754/IEEE754_def/Emin.con
\e[0;32mOK
\e[0m 0.00
4090 cic:/Lyon/IEEE754/IEEE754_def/abstract_IEEE.ind
\e[0;32mOK
\e[0m 0.00
4091 cic:/Lyon/IEEE754/IEEE754_def/dig_length.con
\e[0;32mOK
\e[0m 0.00
4092 cic:/Lyon/IEEE754/IEEE754_def/exception_ind.con
\e[0;32mOK
\e[0m 0.00
4093 cic:/Lyon/IEEE754/IEEE754_def/exception_rec.con
\e[0;32mOK
\e[0m 0.00
4094 cic:/Lyon/IEEE754/IEEE754_def/exp_length.con
\e[0;32mOK
\e[0m 0.01
4095 cic:/Lyon/IEEE754/IEEE754_def/extended_relation_rect.con
\e[0;32mOK
\e[0m 0.00
4096 cic:/Lyon/IEEE754/IEEE754_def/float_type_ind.con
\e[0;32mOK
\e[0m 0.00
4097 cic:/Lyon/IEEE754/IEEE754_def/float_type_rec.con
\e[0;32mOK
\e[0m 0.00
4098 cic:/Lyon/IEEE754/IEEE754_def/sign_of_mult.con
\e[0;32mOK
\e[0m 0.00
4099 cic:/Lyon/IEEE754/IEEE754_def/trap.con
\e[0;32mOK
\e[0m 0.00
4100 cic:/Lyon/IEEE754/Diadic/diadic.ind
\e[0;32mOK
\e[0m 0.00
4101 cic:/Lyon/IEEE754/Diadic/rounding_mode_ind.con
\e[0;32mOK
\e[0m 0.00
4102 cic:/Lyon/IEEE754/Diadic/rounding_mode_rec.con
\e[0;32mOK
\e[0m 0.00
4103 cic:/Lyon/GRAPHS-BASICS/Vertices/V_empty.con
\e[0;32mOK
\e[0m 0.00
4104 cic:/Lyon/GRAPHS-BASICS/Vertices/V_in_single.con
\e[0;32mOK
\e[0m 0.00
4105 cic:/Lyon/GRAPHS-BASICS/Vertices/V_list.con
\e[0;32mOK
\e[0m 0.00
4106 cic:/Lyon/GRAPHS-BASICS/Vertices/V_nil.con
\e[0;32mOK
\e[0m 0.00
4107 cic:/Lyon/GRAPHS-BASICS/Vertices/V_set.con
\e[0;32mOK
\e[0m 0.00
4108 cic:/Lyon/GRAPHS-BASICS/Vertices/V_single.con
\e[0;32mOK
\e[0m 0.00
4109 cic:/Lyon/GRAPHS-BASICS/Vertices/Vertex_rect.con
\e[0;32mOK
\e[0m 0.00
4110 cic:/Lyon/GRAPHS-BASICS/Sets/Differ.ind
\e[0;32mOK
\e[0m 0.00
4111 cic:/Lyon/GRAPHS-BASICS/Sets/Empty_rect.con
\e[0;32mOK
\e[0m 0.00
4112 cic:/Lyon/GRAPHS-BASICS/Sets/Full_ind.con
\e[0;32mOK
\e[0m 0.00
4113 cic:/Lyon/GRAPHS-BASICS/Sets/Included.con
\e[0;32mOK
\e[0m 0.00
4114 cic:/Lyon/GRAPHS-BASICS/Sets/Inter.ind
\e[0;32mOK
\e[0m 0.00
4115 cic:/Lyon/GRAPHS-BASICS/Sets/Single_rect.con
\e[0;32mOK
\e[0m 0.00
4116 cic:/Lyon/GRAPHS-BASICS/Sets/U_set_eq.con
\e[0;32mOK
\e[0m 0.00
4117 cic:/Lyon/GRAPHS-BASICS/Sets/Union.ind
\e[0;32mOK
\e[0m 0.00
4118 cic:/Lyon/GRAPHS-BASICS/Enumerated/U_list.con
\e[0;32mOK
\e[0m 0.00
4119 cic:/Lyon/GRAPHS-BASICS/Enumerated/ENUMERATION/U_separable.var
\e[0;32mOK
\e[0m 0.00
4120 cic:/Lyon/GRAPHS-BASICS/Edges/Edge.ind
\e[0;32mOK
\e[0m 0.00
4121 cic:/Lyon/GRAPHS-BASICS/Arcs/Arc.ind
\e[0;32mOK
\e[0m 0.00
4122 cic:/Lyon/FIRING-SQUAD/geom/Horizontale.ind
\e[0;32mOK
\e[0m 0.00
4123 cic:/Lyon/FIRING-SQUAD/geom/Triangle_inf.ind
\e[0;32mOK
\e[0m 0.00
4124 cic:/Lyon/FIRING-SQUAD/geom/Verticale.ind
\e[0;32mOK
\e[0m 0.00
4125 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/P''.var
\e[0;32mOK
\e[0m 0.00
4126 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/P'.var
\e[0;32mOK
\e[0m 0.00
4127 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/P.var
\e[0;32mOK
\e[0m 0.00
4128 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/Q''.var
\e[0;32mOK
\e[0m 0.00
4129 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/Q'.var
\e[0;32mOK
\e[0m 0.00
4130 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/Q.var
\e[0;32mOK
\e[0m 0.00
4131 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/R''.var
\e[0;32mOK
\e[0m 0.00
4132 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/R'.var
\e[0;32mOK
\e[0m 0.00
4133 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/R.var
\e[0;32mOK
\e[0m 0.00
4134 cic:/Lyon/FIRING-SQUAD/constr/constructions/pas_elementaires/P.var
\e[0;32mOK
\e[0m 0.00
4135 cic:/Lyon/FIRING-SQUAD/constr/constructions/pas_elementaires/Q.var
\e[0;32mOK
\e[0m 0.00
4136 cic:/Lyon/FIRING-SQUAD/constr/constructions/pas_elementaires/R.var
\e[0;32mOK
\e[0m 0.00
4137 cic:/Lyon/FIRING-SQUAD/constr/constructions/pas_elementaires/T.var
\e[0;32mOK
\e[0m 0.00
4138 cic:/Lyon/FIRING-SQUAD/bib/double.con
\e[0;32mOK
\e[0m 0.00
4139 cic:/Lyon/FIRING-SQUAD/bib/even_ind.con
\e[0;32mOK
\e[0m 0.00
4140 cic:/Lyon/FIRING-SQUAD/bib/loi.con
\e[0;32mOK
\e[0m 0.00
4141 cic:/Lyon/FIRING-SQUAD/bib/loi_droite.con
\e[0;32mOK
\e[0m 0.00
4142 cic:/Lyon/FIRING-SQUAD/bib/odd_ind.con
\e[0;32mOK
\e[0m 0.00
4143 cic:/Lyon/FIRING-SQUAD/bib/plus_S.con
\e[0;32mOK
\e[0m 0.00
4144 cic:/Lyon/FIRING-SQUAD/bib/triple.con
\e[0;32mOK
\e[0m 0.00
4145 cic:/Lyon/FIRING-SQUAD/autom/Couleur_ind.con
\e[0;32mOK
\e[0m 0.01
4146 cic:/Lyon/FIRING-SQUAD/autom/Couleur_rec.con
\e[0;32mOK
\e[0m 0.00
4147 cic:/Lyon/FIRING-SQUAD/autom/Transition_A.con
\e[0;32mOK
\e[0m 0.00
4148 cic:/Lyon/FIRING-SQUAD/autom/Transition_B.con
\e[0;32mOK
\e[0m 0.00
4149 cic:/Lyon/FIRING-SQUAD/autom/Transition_C.con
\e[0;32mOK
\e[0m 0.00
4150 cic:/Lyon/FIRING-SQUAD/autom/Transition_G.con
\e[0;32mOK
\e[0m 0.00
4151 cic:/Lyon/FIRING-SQUAD/autom/Transition_L.con
\e[0;32mOK
\e[0m 0.00
4152 cic:/Lyon/FIRING-SQUAD/algo/constant.con
\e[0;32mOK
\e[0m 0.00
4153 cic:/Lyon/COINDUCTIVES/STREAMS/Specified_Streams/shd.con
\e[0;32mOK
\e[0m 0.00
4154 cic:/Lyon/COINDUCTIVES/STREAMS/Specified_Streams/stl.con
\e[0;32mOK
\e[0m 0.00
4155 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/EqSt2.ind
\e[0;32mOK
\e[0m 0.00
4156 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Times_ind.con
\e[0;32mOK
\e[0m 0.00
4157 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Times_rec.con
\e[0;32mOK
\e[0m 0.00
4158 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/alter.con
\e[0;32mOK
\e[0m 0.00
4159 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/alter1.con
\e[0;32mOK
\e[0m 0.00
4160 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/alter2.con
\e[0;32mOK
\e[0m 0.00
4161 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/from.con
\e[0;32mOK
\e[0m 0.00
4162 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/iter.con
\e[0;32mOK
\e[0m 0.00
4163 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/map.con
\e[0;32mOK
\e[0m 0.00
4164 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/mapS.con
\e[0;32mOK
\e[0m 0.00
4165 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/mapS2.con
\e[0;31mFAIL
\e[0m
4166 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/zeros.con
\e[0;32mOK
\e[0m 0.00
4167 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Stream_Equalities/Example/iter.var
\e[0;32mOK
\e[0m 0.00
4168 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Examples/alter.var
\e[0;32mOK
\e[0m 0.00
4169 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Examples/alter1.var
\e[0;32mOK
\e[0m 0.00
4170 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Examples/alter2.var
\e[0;32mOK
\e[0m 0.00
4171 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Examples/from.var
\e[0;32mOK
\e[0m 0.00
4172 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Examples/mapS.var
\e[0;32mOK
\e[0m 0.00
4173 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Examples/mapS2.var
\e[0;32mOK
\e[0m 0.00
4174 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Examples/zeros.var
\e[0;32mOK
\e[0m 0.00
4175 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Examples/Map/map.var
\e[0;32mOK
\e[0m 0.00
4176 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/St_ind.con
\e[0;32mOK
\e[0m 0.00
4177 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/St_rec.con
\e[0;32mOK
\e[0m 0.00
4178 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/gen1.con
\e[0;32mOK
\e[0m 0.00
4179 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/gen2.con
\e[0;32mOK
\e[0m 0.00
4180 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/hd.con
\e[0;32mOK
\e[0m 0.00
4181 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/tl.con
\e[0;32mOK
\e[0m 0.00
4182 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/Alter_II/gen1.var
\e[0;32mOK
\e[0m 0.00
4183 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/Alter_II/gen2.var
\e[0;32mOK
\e[0m 0.00
4184 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/Alter_I/gen1.var
\e[0;32mOK
\e[0m 0.00
4185 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/Alter_I/gen2.var
\e[0;32mOK
\e[0m 0.00
4186 cic:/Lyon/COINDUCTIVES/ARITH/Omega/EqNat_reflex.con
\e[0;32mOK
\e[0m 0.00
4187 cic:/Lyon/COINDUCTIVES/ARITH/Omega/Le_ind.con
\e[0;32mOK
\e[0m 0.00
4188 cic:/Lyon/COINDUCTIVES/ARITH/Omega/OO_unfold.con
\e[0;32mOK
\e[0m 0.00
4189 cic:/Lyon/COINDUCTIVES/ARITH/Acc_and_Inf/Inf.ind
\e[0;32mOK
\e[0m 0.00
4190 cic:/Lyon/CIRCUITS/Streams/Fmon.con
\e[0;32mOK
\e[0m 0.00
4191 cic:/Lyon/CIRCUITS/Streams/Str.con
\e[0;32mOK
\e[0m 0.00
4192 cic:/Lyon/CIRCUITS/Streams/Streams/Invariant_Implementation/Inv_init.var
\e[0;32mOK
\e[0m 0.00
4193 cic:/Lyon/CIRCUITS/Streams/Streams/Invariant_Implementation/Nth_Implementation/Inv_out.var
\e[0;32mOK
\e[0m 0.00
4194 cic:/Lyon/CIRCUITS/Multiplier/TI_rect.con
\e[0;32mOK
\e[0m 0.00
4195 cic:/Lyon/CIRCUITS/Multiplier/TO_rect.con
\e[0;32mOK
\e[0m 0.00
4196 cic:/Lyon/CIRCUITS/Multiplier/TR_rect.con
\e[0;32mOK
\e[0m 0.00
4197 cic:/Lyon/CIRCUITS/Multiplier/done.con
\e[0;32mOK
\e[0m 0.00
4198 cic:/Lyon/CIRCUITS/Multiplier/in1.con
\e[0;32mOK
\e[0m 0.00
4199 cic:/Lyon/CIRCUITS/Multiplier/in2.con
\e[0;32mOK
\e[0m 0.00
4200 cic:/Lyon/CIRCUITS/Multiplier/init.con
\e[0;32mOK
\e[0m 0.00
4201 cic:/Lyon/CIRCUITS/Multiplier/reg1.con
\e[0;32mOK
\e[0m 0.00
4202 cic:/Lyon/CIRCUITS/Multiplier/reg2.con
\e[0;32mOK
\e[0m 0.00
4203 cic:/Lyon/CIRCUITS/Multiplier/reg3.con
\e[0;32mOK
\e[0m 0.00
4204 cic:/Lyon/CIRCUITS/Multiplier/res.con
\e[0;32mOK
\e[0m 0.00
4205 cic:/Lyon/CIRCUITS/Multiplier/upd1.con
\e[0;32mOK
\e[0m 0.00
4206 cic:/Lyon/CIRCUITS/Multiplier/upd2.con
\e[0;32mOK
\e[0m 0.00
4207 cic:/Lyon/CIRCUITS/GFP/Out.con
\e[0;32mOK
\e[0m 0.00
4208 cic:/Lyon/CIRCUITS/GFP/nu_ind.con
\e[0;32mOK
\e[0m 0.00
4209 cic:/Lyon/CIRCUITS/GFP/nu_rec.con
\e[0;32mOK
\e[0m 0.00
4210 cic:/Lyon/CIRCUITS/Circ/Circuits/CircProof/inv_init.var
\e[0;32mOK
\e[0m 0.00
4211 cic:/Lyon/AUTOMATA/more_words/more_about_words/f.var
\e[0;32mOK
\e[0m 0.00
4212 cic:/Lyon/AUTOMATA/gram_aut/APD/R.var
\e[0;32mOK
\e[0m 0.00
4213 cic:/Lyon/AUTOMATA/gram_aut/APD/S'.var
\e[0;32mOK
\e[0m 0.00
4214 cic:/Lyon/AUTOMATA/gram_aut/APD/V.var
\e[0;32mOK
\e[0m 0.00
4215 cic:/Lyon/AUTOMATA/gram_aut/APD/X.var
\e[0;32mOK
\e[0m 0.00
4216 cic:/Lyon/AUTOMATA/gram_aut/APD/f_X_d.var
\e[0;32mOK
\e[0m 0.00
4217 cic:/Lyon/AUTOMATA/gram_aut/APD/wa.var
\e[0;32mOK
\e[0m 0.00
4218 cic:/Lyon/AUTOMATA/gram5/gram5/R1.var
\e[0;32mOK
\e[0m 0.00
4219 cic:/Lyon/AUTOMATA/gram5/gram5/R2.var
\e[0;32mOK
\e[0m 0.00
4220 cic:/Lyon/AUTOMATA/gram5/gram5/S1.var
\e[0;32mOK
\e[0m 0.00
4221 cic:/Lyon/AUTOMATA/gram5/gram5/S2.var
\e[0;32mOK
\e[0m 0.00
4222 cic:/Lyon/AUTOMATA/gram5/gram5/V1.var
\e[0;32mOK
\e[0m 0.00
4223 cic:/Lyon/AUTOMATA/gram5/gram5/V2.var
\e[0;32mOK
\e[0m 0.01
4224 cic:/Lyon/AUTOMATA/gram5/gram5/X.var
\e[0;32mOK
\e[0m 0.00
4225 cic:/Lyon/AUTOMATA/gram4/gram4/R1.var
\e[0;32mOK
\e[0m 0.00
4226 cic:/Lyon/AUTOMATA/gram4/gram4/R2.var
\e[0;32mOK
\e[0m 0.00
4227 cic:/Lyon/AUTOMATA/gram4/gram4/S.var
\e[0;32mOK
\e[0m 0.00
4228 cic:/Lyon/AUTOMATA/gram4/gram4/S1.var
\e[0;32mOK
\e[0m 0.00
4229 cic:/Lyon/AUTOMATA/gram4/gram4/S2.var
\e[0;32mOK
\e[0m 0.00
4230 cic:/Lyon/AUTOMATA/gram4/gram4/V1.var
\e[0;32mOK
\e[0m 0.00
4231 cic:/Lyon/AUTOMATA/gram4/gram4/V2.var
\e[0;32mOK
\e[0m 0.00
4232 cic:/Lyon/AUTOMATA/gram4/gram4/X.var
\e[0;32mOK
\e[0m 0.00
4233 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/R.var
\e[0;32mOK
\e[0m 0.00
4234 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/S.var
\e[0;32mOK
\e[0m 0.00
4235 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/V.var
\e[0;32mOK
\e[0m 0.00
4236 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/X.var
\e[0;32mOK
\e[0m 0.00
4237 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/f.var
\e[0;32mOK
\e[0m 0.00
4238 cic:/Lyon/AUTOMATA/gram2/resultats/R1.var
\e[0;32mOK
\e[0m 0.00
4239 cic:/Lyon/AUTOMATA/gram2/resultats/R2.var
\e[0;32mOK
\e[0m 0.00
4240 cic:/Lyon/AUTOMATA/gram2/resultats/S1.var
\e[0;32mOK
\e[0m 0.00
4241 cic:/Lyon/AUTOMATA/gram2/resultats/S2.var
\e[0;32mOK
\e[0m 0.00
4242 cic:/Lyon/AUTOMATA/gram2/resultats/V1.var
\e[0;32mOK
\e[0m 0.00
4243 cic:/Lyon/AUTOMATA/gram2/resultats/V2.var
\e[0;32mOK
\e[0m 0.00
4244 cic:/Lyon/AUTOMATA/gram2/resultats/X.var
\e[0;32mOK
\e[0m 0.00
4245 cic:/Lyon/AUTOMATA/gram2/resultats/f.var
\e[0;32mOK
\e[0m 0.00
4246 cic:/Lyon/AUTOMATA/gram/Easy_lemma_isGram/R.var
\e[0;32mOK
\e[0m 0.00
4247 cic:/Lyon/AUTOMATA/gram/Easy_lemma_isGram/S.var
\e[0;32mOK
\e[0m 0.00
4248 cic:/Lyon/AUTOMATA/gram/Easy_lemma_isGram/V.var
\e[0;32mOK
\e[0m 0.00
4249 cic:/Lyon/AUTOMATA/gram/Easy_lemma_isGram/X.var
\e[0;32mOK
\e[0m 0.00
4250 cic:/Lyon/AUTOMATA/fonctions/comp.con
\e[0;32mOK
\e[0m 0.00
4251 cic:/Lyon/AUTOMATA/fonctions/comp_word.con
\e[0;32mOK
\e[0m 0.00
4252 cic:/Lyon/AUTOMATA/fonctions/eg_f_W_W.con
\e[0;32mOK
\e[0m 0.00
4253 cic:/Lyon/AUTOMATA/fonctions/inv.con
\e[0;32mOK
\e[0m 0.00
4254 cic:/Lyon/AUTOMATA/fonctions/fonctions2/E.var
\e[0;32mOK
\e[0m 0.00
4255 cic:/Lyon/AUTOMATA/fonctions/fonctions2/F.var
\e[0;32mOK
\e[0m 0.00
4256 cic:/Lyon/AUTOMATA/fonctions/fonctions2/f.var
\e[0;32mOK
\e[0m 0.00
4257 cic:/Lyon/AUTOMATA/fonctions/fonctions/E.var
\e[0;32mOK
\e[0m 0.00
4258 cic:/Lyon/AUTOMATA/fonctions/fonctions/F.var
\e[0;32mOK
\e[0m 0.00
4259 cic:/Lyon/AUTOMATA/fonctions/fonctions/f.var
\e[0;32mOK
\e[0m 0.00
4260 cic:/Lyon/AUTOMATA/fonctions/fonctions/fw.var
\e[0;32mOK
\e[0m 0.01
4261 cic:/Lyon/AUTOMATA/extract/parser/R.var
\e[0;32mOK
\e[0m 0.00
4262 cic:/Lyon/AUTOMATA/extract/parser/S'.var
\e[0;32mOK
\e[0m 0.00
4263 cic:/Lyon/AUTOMATA/extract/parser/V.var
\e[0;32mOK
\e[0m 0.00
4264 cic:/Lyon/AUTOMATA/extract/parser/X.var
\e[0;32mOK
\e[0m 0.00
4265 cic:/Lyon/AUTOMATA/extract/parser/f_X_d.var
\e[0;32mOK
\e[0m 0.00
4266 cic:/Lyon/AUTOMATA/extract/parser/wa.var
\e[0;32mOK
\e[0m 0.00
4267 cic:/Lyon/AUTOMATA/extract/def_axiom_APD/P.var
\e[0;32mOK
\e[0m 0.00
4268 cic:/Lyon/AUTOMATA/extract/def_axiom_APD/X.var
\e[0;32mOK
\e[0m 0.00
4269 cic:/Lyon/AUTOMATA/extract/def_axiom_APD/d.var
\e[0;32mOK
\e[0m 0.00
4270 cic:/Lyon/AUTOMATA/extract/def_axiom_APD/wa.var
\e[0;32mOK
\e[0m 0.00
4271 cic:/Lyon/AUTOMATA/extract/def_axiom_APD/wd.var
\e[0;32mOK
\e[0m 0.00
4272 cic:/Lyon/AUTOMATA/Words/Append.con
\e[0;32mOK
\e[0m 0.03
4273 cic:/Lyon/AUTOMATA/Words/Word_ext.con
\e[0;32mOK
\e[0m 0.00
4274 cic:/Lyon/AUTOMATA/Words/alph.con
\e[0;32mOK
\e[0m 0.00
4275 cic:/Lyon/AUTOMATA/Words/append.ind
\e[0;32mOK
\e[0m 0.00
4276 cic:/Lyon/AUTOMATA/Words/epsilon.con
\e[0;32mOK
\e[0m 0.00
4277 cic:/Lyon/AUTOMATA/Words/fun_consaw_w.con
\e[0;32mOK
\e[0m 0.00
4278 cic:/Lyon/AUTOMATA/Words/wordset.con
\e[0;32mOK
\e[0m 0.00
4279 cic:/Lyon/AUTOMATA/Relations/Rstar.con
\e[0;32mOK
\e[0m 0.00
4280 cic:/Lyon/AUTOMATA/PushdownAutomata/Conf.con
\e[0;32mOK
\e[0m 0.01
4281 cic:/Lyon/AUTOMATA/PushdownAutomata/pushdown_automata/P.var
\e[0;32mOK
\e[0m 0.00
4282 cic:/Lyon/AUTOMATA/PushdownAutomata/pushdown_automata/X.var
\e[0;32mOK
\e[0m 0.00
4283 cic:/Lyon/AUTOMATA/PushdownAutomata/pushdown_automata/d.var
\e[0;32mOK
\e[0m 0.00
4284 cic:/Lyon/AUTOMATA/PushdownAutomata/pushdown_automata/wa.var
\e[0;32mOK
\e[0m 0.00
4285 cic:/Lyon/AUTOMATA/PushdownAutomata/pushdown_automata/wd.var
\e[0;32mOK
\e[0m 0.00
4286 cic:/Lyon/AUTOMATA/Max/Z.con
\e[0;32mOK
\e[0m 0.00
4287 cic:/Lyon/AUTOMATA/Ensf_union/union.con
\e[0;32mOK
\e[0m 0.00
4288 cic:/Lyon/AUTOMATA/Ensf_types/Elt_rect.con
\e[0;32mOK
\e[0m 0.01
4289 cic:/Lyon/AUTOMATA/Ensf_types/Ensf_rect.con
\e[0;32mOK
\e[0m 0.00
4290 cic:/Lyon/AUTOMATA/Ensf_types/Word_rect.con
\e[0;32mOK
\e[0m 0.00
4291 cic:/Lyon/AUTOMATA/Ensf_types/natural_inv.con
\e[0;32mOK
\e[0m 0.00
4292 cic:/Lyon/AUTOMATA/Ensf_types/singleton.con
\e[0;32mOK
\e[0m 0.00
4293 cic:/Lyon/AUTOMATA/Ensf_types/un.con
\e[0;32mOK
\e[0m 0.00
4294 cic:/Lyon/AUTOMATA/Ensf_types/word_inv.con
\e[0;32mOK
\e[0m 0.00
4295 cic:/Lyon/AUTOMATA/Ensf_types/zero.con
\e[0;32mOK
\e[0m 0.00
4296 cic:/Lyon/AUTOMATA/Ensf_produit/singleprod.con
\e[0;32mOK
\e[0m 0.00
4297 cic:/Lyon/AUTOMATA/Ensf_map/map.con
\e[0;32mOK
\e[0m 0.00
4298 cic:/Lyon/AUTOMATA/Ensf_dans/dans.ind
\e[0;32mOK
\e[0m 0.00
4299 cic:/Lyon/AUTOMATA/Dec/Pdec.con
\e[0;32mOK
\e[0m 0.00
4300 cic:/Lannion/polycont/huffman/direction_ind.con
\e[0;32mOK
\e[0m 0.00
4301 cic:/Lannion/polycont/huffman/direction_rec.con
\e[0;32mOK
\e[0m 0.00
4302 cic:/Lannion/polycont/huffman/eg.con
\e[0;32mOK
\e[0m 0.00
4303 cic:/Lannion/polycont/huffman/elsewhere.con
\e[0;32mOK
\e[0m 0.00
4304 cic:/Lannion/polycont/huffman/ld.con
\e[0;32mOK
\e[0m 0.00
4305 cic:/Lannion/polycont/huffman/tree_rect.con
\e[0;32mOK
\e[0m 0.00
4306 cic:/Lannion/polycont/copy_cheat/color_ind.con
\e[0;32mOK
\e[0m 0.00
4307 cic:/Lannion/polycont/copy_cheat/color_rec.con
\e[0;32mOK
\e[0m 0.00
4308 cic:/Lannion/polycont/copy_cheat/def_cop.con
\e[0;32mOK
\e[0m 0.00
4309 cic:/Lannion/polycont/copy_cheat/tree1_rect.con
\e[0;32mOK
\e[0m 0.00
4310 cic:/Lannion/polycont/copy/color_ind.con
\e[0;32mOK
\e[0m 0.00
4311 cic:/Lannion/polycont/copy/color_rec.con
\e[0;32mOK
\e[0m 0.00
4312 cic:/Lannion/polycont/copy/def_cop.con
\e[0;32mOK
\e[0m 0.00
4313 cic:/Lannion/polycont/copy/tree1_rect.con
\e[0;32mOK
\e[0m 0.00
4314 cic:/Lannion/continuations/weight/tree/Pext_morph.ind
\e[0;32mOK
\e[0m 0.00
4315 cic:/Lannion/continuations/weight/tree/ext_morph.con
\e[0;32mOK
\e[0m 0.00
4316 cic:/Lannion/continuations/weight/tree/tree_rect.con
\e[0;32mOK
\e[0m 0.00
4317 cic:/Lannion/continuations/weight/specif/Pposs_zer.ind
\e[0;32mOK
\e[0m 0.00
4318 cic:/Lannion/continuations/weight/specif/Texc_ind.con
\e[0;32mOK
\e[0m 0.00
4319 cic:/Lannion/continuations/weight/specif/Texc_rec.con
\e[0;32mOK
\e[0m 0.00
4320 cic:/Lannion/continuations/weight/specif/boolexc_rect.con
\e[0;32mOK
\e[0m 0.00
4321 cic:/Lannion/continuations/weight/specif/consb.con
\e[0;32mOK
\e[0m 0.00
4322 cic:/Lannion/continuations/weight/specif/const.con
\e[0;32mOK
\e[0m 0.00
4323 cic:/Lannion/continuations/weight/specif/lbool.con
\e[0;32mOK
\e[0m 0.00
4324 cic:/Lannion/continuations/weight/specif/list_rect.con
\e[0;32mOK
\e[0m 0.00
4325 cic:/Lannion/continuations/weight/specif/ltree.con
\e[0;32mOK
\e[0m 0.00
4326 cic:/Lannion/continuations/weight/specif/nilb.con
\e[0;32mOK
\e[0m 0.00
4327 cic:/Lannion/continuations/weight/specif/nilt.con
\e[0;32mOK
\e[0m 0.00
4328 cic:/Lannion/continuations/weight/decl_exc/Txlev_ind.con
\e[0;32mOK
\e[0m 0.00
4329 cic:/Lannion/continuations/weight/decl_exc/Txlev_rec.con
\e[0;32mOK
\e[0m 0.00
4330 cic:/Lannion/continuations/weight/decl_exc/Txval_rect.con
\e[0;32mOK
\e[0m 0.00
4331 cic:/Lannion/continuations/weight/Nxaccu_ex/algorithms/Nx.var
\e[0;32mOK
\e[0m 0.00
4332 cic:/Lannion/continuations/weight/Nxaccu_ex/algorithms/T_aux.var
\e[0;32mOK
\e[0m 0.00
4333 cic:/Lannion/continuations/weight/Nmxaccu_ex/T_aux.con
\e[0;32mOK
\e[0m 0.00
4334 cic:/Lannion/continuations/weight/Naccu_cc/algocc/N.var
\e[0;32mOK
\e[0m 0.00
4335 cic:/Lannion/continuations/weight/Naccu_cc/algocc/T_aux.var
\e[0;32mOK
\e[0m 0.00
4336 cic:/Lannion/continuations/cps/cps_Nx/defcont/Nx.var
\e[0;32mOK
\e[0m 0.00
4337 cic:/Lannion/continuations/cps/cps_Nmx/Propxg.con
\e[0;32mOK
\e[0m 0.00
4338 cic:/Lannion/continuations/cps/cps_N/defcont/N.var
\e[0;32mOK
\e[0m 0.00
4339 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/At_last.con
\e[0;32mOK
\e[0m 0.00
4340 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/Constr_f.con
\e[0;32mOK
\e[0m 0.00
4341 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/OK_At_last.ind
\e[0;32mOK
\e[0m 0.00
4342 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/OK_Constr_f.ind
\e[0;32mOK
\e[0m 0.00
4343 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/list_nat_rect.con
\e[0;32mOK
\e[0m 0.00
4344 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/quasiterm.ind
\e[0;32mOK
\e[0m 0.00
4345 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/terms/list_arity.var
\e[0;32mOK
\e[0m 0.00
4346 cic:/Lannion/continuations/FOUnify_cps/nat_complements/P_S_proof1.con
\e[0;32mOK
\e[0m 0.00
4347 cic:/Lannion/continuations/FOUnify_cps/nat_complements/n_False.con
\e[0;32mOK
\e[0m 0.00
4348 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/listv.ind
\e[0;32mOK
\e[0m 0.00
4349 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/algorithmes/Nx.var
\e[0;32mOK
\e[0m 0.00
4350 cic:/IdealX/idx-assoc/Option/option_ind.con
\e[0;32mOK
\e[0m 0.00
4351 cic:/IdealX/idx-assoc/Option/option_rec.con
\e[0;32mOK
\e[0m 0.00
4352 cic:/IdealX/idx-assoc/Assoc/Tuple_rect.con
\e[0;32mOK
\e[0m 0.00
4353 cic:/IdealX/idx-assoc/Assoc/assoc.con
\e[0;32mOK
\e[0m 0.00
4354 cic:/IdealX/idx-assoc/Assoc/assoc_almost_eqm.con
\e[0;32mOK
\e[0m 0.00
4355 cic:/IdealX/idx-assoc/Assoc/assoc_empty.con
\e[0;32mOK
\e[0m 0.00
4356 cic:/IdealX/idx-assoc/Assoc/k.con
\e[0;32mOK
\e[0m 0.00
4357 cic:/IdealX/idx-assoc/Assoc/v.con
\e[0;32mOK
\e[0m 0.00
4358 cic:/IdealX/idx-assoc/Assoc/associative_arrays/Keq_dec.var
\e[0;32mOK
\e[0m 0.00
4359 cic:/Eindhoven/POCKLINGTON/list/Zlist.con
\e[0;32mOK
\e[0m 0.00
4360 cic:/Eindhoven/POCKLINGTON/list/drop.con
\e[0;32mOK
\e[0m 0.00
4361 cic:/Eindhoven/POCKLINGTON/list/inlist.con
\e[0;32mOK
\e[0m 0.00
4362 cic:/Eindhoven/POCKLINGTON/list/list_ind.con
\e[0;32mOK
\e[0m 0.00
4363 cic:/Eindhoven/POCKLINGTON/list/list_rec.con
\e[0;32mOK
\e[0m 0.00
4364 cic:/Eindhoven/POCKLINGTON/dec/notdec.con
\e[0;32mOK
\e[0m 0.00
4365 cic:/Eindhoven/POCKLINGTON/dec/ordec.con
\e[0;32mOK
\e[0m 0.00
4366 cic:/Dyade/Otway-Rees/securite/AState.ind
\e[0;32mOK
\e[0m 0.00
4367 cic:/Dyade/Otway-Rees/securite/B.ind
\e[0;32mOK
\e[0m 0.00
4368 cic:/Dyade/Otway-Rees/securite/D_dec.con
\e[0;32mOK
\e[0m 0.00
4369 cic:/Dyade/Otway-Rees/securite/K_rect.con
\e[0;32mOK
\e[0m 0.00
4370 cic:/Dyade/Otway-Rees/securite/KeyAB.con
\e[0;32mOK
\e[0m 0.00
4371 cic:/Dyade/Otway-Rees/securite/KeyX.con
\e[0;32mOK
\e[0m 0.00
4372 cic:/Dyade/Otway-Rees/securite/SState_rect.con
\e[0;32mOK
\e[0m 0.00
4373 cic:/Coq/romega/ReflOmegaCore/PropList_ind.con
\e[0;32mOK
\e[0m 0.00
4374 cic:/Coq/romega/ReflOmegaCore/PropList_rec.con
\e[0;32mOK
\e[0m 0.00
4375 cic:/Coq/romega/ReflOmegaCore/direction_ind.con
\e[0;32mOK
\e[0m 0.00
4376 cic:/Coq/romega/ReflOmegaCore/direction_rec.con
\e[0;32mOK
\e[0m 0.00
4377 cic:/Coq/romega/ReflOmegaCore/eq_Z.con
\e[0;32mOK
\e[0m 0.00
4378 cic:/Coq/romega/ReflOmegaCore/h_step.ind
\e[0;32mOK
\e[0m 0.00
4379 cic:/Coq/romega/ReflOmegaCore/map_cons.con
\e[0;32mOK
\e[0m 0.00
4380 cic:/Coq/romega/ReflOmegaCore/p_step_rect.con
\e[0;32mOK
\e[0m 0.00
4381 cic:/Coq/romega/ReflOmegaCore/step_ind.con
\e[0;32mOK
\e[0m 0.00
4382 cic:/Coq/romega/ReflOmegaCore/step_rec.con
\e[0;32mOK
\e[0m 0.00
4383 cic:/Coq/romega/ReflOmegaCore/t_fusion_ind.con
\e[0;32mOK
\e[0m 0.00
4384 cic:/Coq/romega/ReflOmegaCore/t_fusion_rec.con
\e[0;32mOK
\e[0m 0.00
4385 cic:/Coq/romega/ReflOmegaCore/term.ind
\e[0;32mOK
\e[0m 0.00
4386 cic:/Coq/ring/Setoid_ring_theory/Semi_Setoid_Ring_Theory.ind
\e[0;32mOK
\e[0m 0.01
4387 cic:/Coq/ring/Setoid_ring_theory/Setoid_Ring_Theory.ind
\e[0;32mOK
\e[0m 0.01
4388 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/mult_morph.var
\e[0;32mOK
\e[0m 0.00
4389 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/opp_morph.var
\e[0;32mOK
\e[0m 0.00
4390 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/plus_morph.var
\e[0;32mOK
\e[0m 0.00
4391 cic:/Coq/ring/Setoid_ring_normalize/canonical_sum.ind
\e[0;32mOK
\e[0m 0.00
4392 cic:/Coq/ring/Setoid_ring_normalize/setpolynomial_rect.con
\e[0;32mOK
\e[0m 0.01
4393 cic:/Coq/ring/Setoid_ring_normalize/setspolynomial_of.con
\e[0;32mOK
\e[0m 0.00
4394 cic:/Coq/ring/Setoid_ring_normalize/setspolynomial_rect.con
\e[0;32mOK
\e[0m 0.01
4395 cic:/Coq/ring/Setoid_ring_normalize/varlist_merge.con
\e[0;32mOK
\e[0m 0.00
4396 cic:/Coq/ring/Setoid_ring_normalize/varlist_rect.con
\e[0;32mOK
\e[0m 0.00
4397 cic:/Coq/ring/Setoid_ring_normalize/setoid/mult_morph.var
\e[0;32mOK
\e[0m 0.00
4398 cic:/Coq/ring/Setoid_ring_normalize/setoid/opp_morph.var
\e[0;32mOK
\e[0m 0.00
4399 cic:/Coq/ring/Setoid_ring_normalize/setoid/plus_morph.var
\e[0;32mOK
\e[0m 0.00
4400 cic:/Coq/ring/Setoid_ring_normalize/setoid/setoid_rings/vm.var
\e[0;32mOK
\e[0m 0.00
4401 cic:/Coq/ring/Setoid_ring_normalize/setoid/semi_setoid_rings/vm.var
\e[0;32mOK
\e[0m 0.00
4402 cic:/Coq/ring/Ring_theory/Ring_Theory.ind
\e[0;32mOK
\e[0m 0.01
4403 cic:/Coq/ring/Ring_theory/Semi_Ring_Theory.ind
\e[0;32mOK
\e[0m 0.01
4404 cic:/Coq/ring/Ring_normalize/canonical_sum.ind
\e[0;32mOK
\e[0m 0.00
4405 cic:/Coq/ring/Ring_normalize/polynomial_rect.con
\e[0;32mOK
\e[0m 0.01
4406 cic:/Coq/ring/Ring_normalize/spolynomial_of.con
\e[0;32mOK
\e[0m 0.00
4407 cic:/Coq/ring/Ring_normalize/spolynomial_rect.con
\e[0;32mOK
\e[0m 0.01
4408 cic:/Coq/ring/Ring_normalize/varlist_merge.con
\e[0;32mOK
\e[0m 0.00
4409 cic:/Coq/ring/Ring_normalize/varlist_rect.con
\e[0;32mOK
\e[0m 0.00
4410 cic:/Coq/ring/Ring_normalize/semi_rings/vm.var
\e[0;32mOK
\e[0m 0.00
4411 cic:/Coq/ring/Ring_normalize/rings/vm.var
\e[0;32mOK
\e[0m 0.00
4412 cic:/Coq/ring/Ring_abstract/abstract_sum.ind
\e[0;32mOK
\e[0m 0.00
4413 cic:/Coq/ring/Ring_abstract/apolynomial_rect.con
\e[0;32mOK
\e[0m 0.01
4414 cic:/Coq/ring/Ring_abstract/aspolynomial_rect.con
\e[0;32mOK
\e[0m 0.01
4415 cic:/Coq/ring/Ring_abstract/signed_sum.ind
\e[0;32mOK
\e[0m 0.00
4416 cic:/Coq/ring/Ring_abstract/abstract_semi_rings/vm.var
\e[0;32mOK
\e[0m 0.00
4417 cic:/Coq/ring/Ring_abstract/abstract_rings/vm.var
\e[0;32mOK
\e[0m 0.00
4418 cic:/Coq/ring/Quote/index_ind.con
\e[0;32mOK
\e[0m 0.00
4419 cic:/Coq/ring/Quote/index_rec.con
\e[0;32mOK
\e[0m 0.00
4420 cic:/Coq/ring/Quote/varmap_find.con
\e[0;32mOK
\e[0m 0.00
4421 cic:/Coq/ring/Quote/varmap_rect.con
\e[0;32mOK
\e[0m 0.00
4422 cic:/Coq/ring/ArithRing/S_to_plus_one.con
\e[0;32mOK
\e[0m 0.00
4423 cic:/Coq/omega/OmegaLemmas/new_var.con
\e[0;32mOK
\e[0m 0.00
4424 cic:/Coq/field/Field_Theory/ExprA_rect.con
\e[0;32mOK
\e[0m 0.01
4425 cic:/Coq/field/Field_Theory/distrib_EAopp.con
\e[0;32mOK
\e[0m 0.00
4426 cic:/Coq/field/Field_Theory/distrib_mult_right.con
\e[0;32mOK
\e[0m 0.00
4427 cic:/Coq/field/Field_Theory/merge_mult.con
\e[0;32mOK
\e[0m 0.01
4428 cic:/Coq/field/Field_Theory/merge_plus.con
\e[0;32mOK
\e[0m 0.01
4429 cic:/Coq/field/Field_Theory/mult_of_list.con
\e[0;32mOK
\e[0m 0.00
4430 cic:/Coq/field/Field_Theory/multiply_aux.con
\e[0;32mOK
\e[0m 0.00
4431 cic:/Coq/field/Field_Compl/assoc_2nd.con
\e[0;32mOK
\e[0m 0.01
4432 cic:/Coq/field/Field_Compl/field_rel_option_ind.con
\e[0;32mOK
\e[0m 0.01
4433 cic:/Coq/field/Field_Compl/field_rel_option_rec.con
\e[0;32mOK
\e[0m 0.00
4434 cic:/Coq/field/Field_Compl/listT_ind.con
\e[0;32mOK
\e[0m 0.00
4435 cic:/Coq/field/Field_Compl/listT_rec.con
\e[0;32mOK
\e[0m 0.00
4436 cic:/Coq/field/Field_Compl/mem.con
\e[0;32mOK
\e[0m 0.01
4437 cic:/Coq/field/Field_Compl/prodT_ind.con
\e[0;32mOK
\e[0m 0.00
4438 cic:/Coq/field/Field_Compl/prodT_rec.con
\e[0;32mOK
\e[0m 0.00
4439 cic:/Coq/ZArith/Zwf/wf_proof_up/c.var
\e[0;32mOK
\e[0m 0.00
4440 cic:/Coq/ZArith/Zwf/wf_proof/c.var
\e[0;32mOK
\e[0m 0.00
4441 cic:/Coq/ZArith/Zpower/shift.con
\e[0;32mOK
\e[0m 0.00
4442 cic:/Coq/ZArith/Zpower/shift_nat.con
\e[0;32mOK
\e[0m 0.00
4443 cic:/Coq/ZArith/Zpower/shift_pos.con
\e[0;32mOK
\e[0m 0.00
4444 cic:/Coq/ZArith/Znumtheory/extended_euclid_algorithm/a.var
\e[0;32mOK
\e[0m 0.00
4445 cic:/Coq/ZArith/Znumtheory/extended_euclid_algorithm/b.var
\e[0;32mOK
\e[0m 0.00
4446 cic:/Coq/ZArith/Znat/neq.con
\e[0;32mOK
\e[0m 0.00
4447 cic:/Coq/ZArith/Zmisc/iter.con
\e[0;32mOK
\e[0m 0.00
4448 cic:/Coq/ZArith/Zeven/Zdiv2.con
\e[0;32mOK
\e[0m 0.00
4449 cic:/Coq/ZArith/Zeven/Zeven.con
\e[0;32mOK
\e[0m 0.00
4450 cic:/Coq/ZArith/Zeven/Zeven_bool.con
\e[0;32mOK
\e[0m 0.00
4451 cic:/Coq/ZArith/Zeven/Zodd.con
\e[0;32mOK
\e[0m 0.00
4452 cic:/Coq/ZArith/Zeven/Zodd_bool.con
\e[0;32mOK
\e[0m 0.00
4453 cic:/Coq/ZArith/Zcomplements/floor.con
\e[0;32mOK
\e[0m 0.00
4454 cic:/Coq/ZArith/Zbinary/bit_value.con
\e[0;32mOK
\e[0m 0.00
4455 cic:/Coq/ZArith/ZArith_dec/decidability/x.var
\e[0;32mOK
\e[0m 0.00
4456 cic:/Coq/ZArith/ZArith_dec/decidability/y.var
\e[0;32mOK
\e[0m 0.00
4457 cic:/Coq/ZArith/BinInt/ZL0.con
\e[0;32mOK
\e[0m 0.00
4458 cic:/Coq/ZArith/BinInt/Z_of_N.con
\e[0;32mOK
\e[0m 0.00
4459 cic:/Coq/ZArith/BinInt/Z_rect.con
\e[0;32mOK
\e[0m 0.00
4460 cic:/Coq/ZArith/BinInt/Zabs.con
\e[0;32mOK
\e[0m 0.00
4461 cic:/Coq/ZArith/BinInt/Zabs_N.con
\e[0;32mOK
\e[0m 0.00
4462 cic:/Coq/ZArith/BinInt/Zcompare.con
\e[0;32mOK
\e[0m 0.00
4463 cic:/Coq/ZArith/BinInt/Zdouble.con
\e[0;32mOK
\e[0m 0.00
4464 cic:/Coq/ZArith/BinInt/Zdouble_minus_one.con
\e[0;32mOK
\e[0m 0.00
4465 cic:/Coq/ZArith/BinInt/Zdouble_plus_one.con
\e[0;32mOK
\e[0m 0.00
4466 cic:/Coq/ZArith/BinInt/Zne.con
\e[0;32mOK
\e[0m 0.00
4467 cic:/Coq/ZArith/BinInt/Zopp.con
\e[0;32mOK
\e[0m 0.00
4468 cic:/Coq/ZArith/BinInt/Zsgn.con
\e[0;32mOK
\e[0m 0.00
4469 cic:/Coq/Wellfounded/Well_Ordering/B.con
\e[0;32mOK
\e[0m 0.00
4470 cic:/Coq/Wellfounded/Well_Ordering/WO.ind
\e[0;32mOK
\e[0m 0.00
4471 cic:/Coq/Wellfounded/Union/WfUnion/R1.var
\e[0;32mOK
\e[0m 0.00
4472 cic:/Coq/Wellfounded/Union/WfUnion/R2.var
\e[0;32mOK
\e[0m 0.00
4473 cic:/Coq/Wellfounded/Transitive_Closure/Wf_Transitive_Closure/R.var
\e[0;32mOK
\e[0m 0.00
4474 cic:/Coq/Wellfounded/Lexicographic_Product/WfLexicographic_Product/leB.var
\e[0;32mOK
\e[0m 0.00
4475 cic:/Coq/Wellfounded/Inverse_Image/Inverse_Image/RoF.var
\e[0;32mOK
\e[0m 0.00
4476 cic:/Coq/Wellfounded/Inverse_Image/Inverse_Image/Rof.var
\e[0;32mOK
\e[0m 0.00
4477 cic:/Coq/Sorting/Sorting/defs/eqA.var
\e[0;32mOK
\e[0m 0.00
4478 cic:/Coq/Sorting/Sorting/defs/leA.var
\e[0;32mOK
\e[0m 0.00
4479 cic:/Coq/Sorting/Permutation/defs/eqA.var
\e[0;32mOK
\e[0m 0.00
4480 cic:/Coq/Sorting/Permutation/defs/leA.var
\e[0;32mOK
\e[0m 0.00
4481 cic:/Coq/Sorting/Heap/Tree_rect.con
\e[0;32mOK
\e[0m 0.00
4482 cic:/Coq/Sorting/Heap/defs/eqA.var
\e[0;32mOK
\e[0m 0.00
4483 cic:/Coq/Sorting/Heap/defs/leA.var
\e[0;32mOK
\e[0m 0.00
4484 cic:/Coq/Sets/Uniset/Emptyset.con
\e[0;32mOK
\e[0m 0.00
4485 cic:/Coq/Sets/Uniset/Fullset.con
\e[0;32mOK
\e[0m 0.00
4486 cic:/Coq/Sets/Uniset/charac.con
\e[0;32mOK
\e[0m 0.00
4487 cic:/Coq/Sets/Uniset/leb_refl.con
\e[0;32mOK
\e[0m 0.00
4488 cic:/Coq/Sets/Uniset/uniset_rect.con
\e[0;32mOK
\e[0m 0.00
4489 cic:/Coq/Sets/Uniset/defs/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
4490 cic:/Coq/Sets/Relations_3/Relations_3/R.var
\e[0;32mOK
\e[0m 0.00
4491 cic:/Coq/Sets/Relations_2/Relations_2/R.var
\e[0;32mOK
\e[0m 0.00
4492 cic:/Coq/Sets/Relations_1_facts/Complement.con
\e[0;32mOK
\e[0m 0.00
4493 cic:/Coq/Sets/Relations_1/contains.con
\e[0;32mOK
\e[0m 0.00
4494 cic:/Coq/Sets/Relations_1/Relations_1/R.var
\e[0;32mOK
\e[0m 0.00
4495 cic:/Coq/Sets/Permut/Axiomatisation/cong_left.var
\e[0;32mOK
\e[0m 0.00
4496 cic:/Coq/Sets/Permut/Axiomatisation/cong_right.var
\e[0;32mOK
\e[0m 0.00
4497 cic:/Coq/Sets/Permut/Axiomatisation/cong_sym.var
\e[0;32mOK
\e[0m 0.00
4498 cic:/Coq/Sets/Permut/Axiomatisation/cong_trans.var
\e[0;32mOK
\e[0m 0.00
4499 cic:/Coq/Sets/Permut/Axiomatisation/op_ass.var
\e[0;32mOK
\e[0m 0.00
4500 cic:/Coq/Sets/Permut/Axiomatisation/op_comm.var
\e[0;32mOK
\e[0m 0.00
4501 cic:/Coq/Sets/Partial_Order/Carrier.con
\e[0;32mOK
\e[0m 0.00
4502 cic:/Coq/Sets/Partial_Order/Rel.con
\e[0;32mOK
\e[0m 0.00
4503 cic:/Coq/Sets/Multiset/EmptyBag.con
\e[0;32mOK
\e[0m 0.00
4504 cic:/Coq/Sets/Multiset/multiplicity.con
\e[0;32mOK
\e[0m 0.00
4505 cic:/Coq/Sets/Multiset/multiset_rect.con
\e[0;32mOK
\e[0m 0.00
4506 cic:/Coq/Sets/Multiset/multiset_defs/Aeq_dec.var
\e[0;32mOK
\e[0m 0.00
4507 cic:/Coq/Sets/Integers/Integers_ind.con
\e[0;32mOK
\e[0m 0.00
4508 cic:/Coq/Sets/Ensembles/Couple_ind.con
\e[0;32mOK
\e[0m 0.00
4509 cic:/Coq/Sets/Ensembles/Empty_set_rect.con
\e[0;32mOK
\e[0m 0.00
4510 cic:/Coq/Sets/Ensembles/Full_set_ind.con
\e[0;32mOK
\e[0m 0.00
4511 cic:/Coq/Sets/Ensembles/In.con
\e[0;32mOK
\e[0m 0.00
4512 cic:/Coq/Sets/Ensembles/Singleton_rect.con
\e[0;32mOK
\e[0m 0.00
4513 cic:/Coq/Sets/Ensembles/Triple_ind.con
\e[0;32mOK
\e[0m 0.00
4514 cic:/Coq/Setoids/Setoid/Setoid_Theory.ind
\e[0;32mOK
\e[0m 0.00
4515 cic:/Coq/Setoids/Setoid/and_ext.con
\e[0;32mOK
\e[0m 0.00
4516 cic:/Coq/Setoids/Setoid/fleche_ext.con
\e[0;32mOK
\e[0m 0.00
4517 cic:/Coq/Setoids/Setoid/not_ext.con
\e[0;32mOK
\e[0m 0.00
4518 cic:/Coq/Setoids/Setoid/or_ext.con
\e[0;32mOK
\e[0m 0.00
4519 cic:/Coq/Relations/Rstar/Rstar.con
\e[0;32mOK
\e[0m 0.00
4520 cic:/Coq/Relations/Relation_Operators/le_AsB.ind
\e[0;32mOK
\e[0m 0.00
4521 cic:/Coq/Relations/Relation_Operators/symprod.ind
\e[0;32mOK
\e[0m 0.00
4522 cic:/Coq/Relations/Relation_Operators/Union/R1.var
\e[0;32mOK
\e[0m 0.00
4523 cic:/Coq/Relations/Relation_Operators/Union/R2.var
\e[0;32mOK
\e[0m 0.00
4524 cic:/Coq/Relations/Relation_Operators/Transposee/R.var
\e[0;32mOK
\e[0m 0.00
4525 cic:/Coq/Relations/Relation_Operators/Transitive_Closure/R.var
\e[0;32mOK
\e[0m 0.00
4526 cic:/Coq/Relations/Relation_Operators/Reflexive_Transitive_Closure/R.var
\e[0;32mOK
\e[0m 0.00
4527 cic:/Coq/Relations/Relation_Operators/Reflexive_Symetric_Transitive_Closure/R.var
\e[0;32mOK
\e[0m 0.00
4528 cic:/Coq/Relations/Relation_Operators/Lexicographic_Product/leB.var
\e[0;32mOK
\e[0m 0.00
4529 cic:/Coq/Relations/Relation_Operators/Lexicographic_Exponentiation/List.var
\e[0;32mOK
\e[0m 0.00
4530 cic:/Coq/Relations/Relation_Operators/Lexicographic_Exponentiation/Nil.var
\e[0;32mOK
\e[0m 0.00
4531 cic:/Coq/Relations/Relation_Definitions/commut.con
\e[0;32mOK
\e[0m 0.00
4532 cic:/Coq/Relations/Relation_Definitions/inclusion.con
\e[0;32mOK
\e[0m 0.00
4533 cic:/Coq/Relations/Relation_Definitions/Relation_Definition/R.var
\e[0;32mOK
\e[0m 0.00
4534 cic:/Coq/Relations/Operators_Properties/Properties/R.var
\e[0;32mOK
\e[0m 0.00
4535 cic:/Coq/Relations/Operators_Properties/Properties/incl.var
\e[0;32mOK
\e[0m 0.00
4536 cic:/Coq/Relations/Newman/noetherian.con
\e[0;32mOK
\e[0m 0.00
4537 cic:/Coq/Relations/Newman/Newman/Newman_section/Induct/Newman_/t1.var
\e[0;32mOK
\e[0m 0.00
4538 cic:/Coq/Reals/SeqProp/cv_infty.con
\e[0;32mOK
\e[0m 0.00
4539 cic:/Coq/Reals/SeqProp/opp_seq.con
\e[0;32mOK
\e[0m 0.00
4540 cic:/Coq/Reals/Rtrigo_calc/plat.con
\e[0;32mOK
\e[0m 0.00
4541 cic:/Coq/Reals/Rtopology/complementary.con
\e[0;32mOK
\e[0m 0.00
4542 cic:/Coq/Reals/Rtopology/eq_Dom.con
\e[0;32mOK
\e[0m 0.00
4543 cic:/Coq/Reals/Rtopology/f.con
\e[0;32mOK
\e[0m 0.00
4544 cic:/Coq/Reals/Rtopology/family_rect.con
\e[0;32mOK
\e[0m 0.01
4545 cic:/Coq/Reals/Rtopology/included_trans.con
\e[0;32mOK
\e[0m 0.01
4546 cic:/Coq/Reals/Rtopology/ind.con
\e[0;32mOK
\e[0m 0.00
4547 cic:/Coq/Reals/Rseries/EUn.con
\e[0;32mOK
\e[0m 0.00
4548 cic:/Coq/Reals/Rprod/prod_f_SO.con
\e[0;32mOK
\e[0m 0.00
4549 cic:/Coq/Reals/RiemannInt_SF/Nbound.con
\e[0;32mOK
\e[0m 0.00
4550 cic:/Coq/Reals/RiemannInt_SF/open_interval.con
\e[0;32mOK
\e[0m 0.00
4551 cic:/Coq/Reals/Rgeom/xt.con
\e[0;32mOK
\e[0m 0.00
4552 cic:/Coq/Reals/Rgeom/yt.con
\e[0;32mOK
\e[0m 0.00
4553 cic:/Coq/Reals/Rfunctions/pow.con
\e[0;32mOK
\e[0m 0.00
4554 cic:/Coq/Reals/Rfunctions/sum_f_R0.con
\e[0;32mOK
\e[0m 0.00
4555 cic:/Coq/Reals/Rfunctions/sum_nat_f_O.con
\e[0;32mOK
\e[0m 0.00
4556 cic:/Coq/Reals/Rderiv/D_x.con
\e[0;32mOK
\e[0m 0.00
4557 cic:/Coq/Reals/Rdefinitions/Rdiv.con
\e[0;32mOK
\e[0m 0.00
4558 cic:/Coq/Reals/Rdefinitions/Rgt.con
\e[0;32mOK
\e[0m 0.00
4559 cic:/Coq/Reals/Rdefinitions/Rle.con
\e[0;32mOK
\e[0m 0.00
4560 cic:/Coq/Reals/Rdefinitions/Rminus.con
\e[0;32mOK
\e[0m 0.00
4561 cic:/Coq/Reals/Rdefinitions/up.con
\e[0;32mOK
\e[0m 0.00
4562 cic:/Coq/Reals/Raxioms/INR.con
\e[0;32mOK
\e[0m 0.00
4563 cic:/Coq/Reals/Raxioms/R1_neq_R0.con
\e[0;32mOK
\e[0m 0.00
4564 cic:/Coq/Reals/Raxioms/Rinv_l.con
\e[0;32mOK
\e[0m 0.00
4565 cic:/Coq/Reals/Raxioms/Rlt_asym.con
\e[0;32mOK
\e[0m 0.00
4566 cic:/Coq/Reals/Raxioms/Rlt_trans.con
\e[0;32mOK
\e[0m 0.00
4567 cic:/Coq/Reals/Raxioms/Rmult_1_l.con
\e[0;32mOK
\e[0m 0.00
4568 cic:/Coq/Reals/Raxioms/Rmult_assoc.con
\e[0;32mOK
\e[0m 0.00
4569 cic:/Coq/Reals/Raxioms/Rmult_comm.con
\e[0;32mOK
\e[0m 0.00
4570 cic:/Coq/Reals/Raxioms/Rmult_lt_compat_l.con
\e[0;32mOK
\e[0m 0.00
4571 cic:/Coq/Reals/Raxioms/Rmult_plus_distr_l.con
\e[0;32mOK
\e[0m 0.00
4572 cic:/Coq/Reals/Raxioms/Rplus_0_l.con
\e[0;32mOK
\e[0m 0.00
4573 cic:/Coq/Reals/Raxioms/Rplus_assoc.con
\e[0;32mOK
\e[0m 0.00
4574 cic:/Coq/Reals/Raxioms/Rplus_comm.con
\e[0;32mOK
\e[0m 0.00
4575 cic:/Coq/Reals/Raxioms/Rplus_lt_compat_l.con
\e[0;32mOK
\e[0m 0.00
4576 cic:/Coq/Reals/Raxioms/Rplus_opp_r.con
\e[0;32mOK
\e[0m 0.00
4577 cic:/Coq/Reals/Ranalysis1/inv_fct.con
\e[0;32mOK
\e[0m 0.00
4578 cic:/Coq/Reals/Ranalysis1/mult_fct.con
\e[0;32mOK
\e[0m 0.00
4579 cic:/Coq/Reals/Ranalysis1/mult_real_fct.con
\e[0;32mOK
\e[0m 0.00
4580 cic:/Coq/Reals/Ranalysis1/opp_fct.con
\e[0;32mOK
\e[0m 0.00
4581 cic:/Coq/Reals/Ranalysis1/plus_fct.con
\e[0;32mOK
\e[0m 0.00
4582 cic:/Coq/Reals/Ranalysis1/strict_decreasing.con
\e[0;32mOK
\e[0m 0.00
4583 cic:/Coq/Reals/Ranalysis1/strict_increasing.con
\e[0;32mOK
\e[0m 0.00
4584 cic:/Coq/Reals/RList/In.con
\e[0;32mOK
\e[0m 0.00
4585 cic:/Coq/Reals/RList/Rlength.con
\e[0;32mOK
\e[0m 0.00
4586 cic:/Coq/Reals/RList/Rlist_rect.con
\e[0;32mOK
\e[0m 0.00
4587 cic:/Coq/Reals/RList/Rtail.con
\e[0;32mOK
\e[0m 0.00
4588 cic:/Coq/Reals/RList/app_Rlist.con
\e[0;32mOK
\e[0m 0.00
4589 cic:/Coq/Reals/RList/cons_Rlist.con
\e[0;32mOK
\e[0m 0.00
4590 cic:/Coq/Reals/RList/pos_Rl.con
\e[0;32mOK
\e[0m 0.00
4591 cic:/Coq/Reals/RIneq/Rsqr.con
\e[0;32mOK
\e[0m 0.00
4592 cic:/Coq/Reals/RIneq/negreal.ind
\e[0;32mOK
\e[0m 0.00
4593 cic:/Coq/Reals/RIneq/nonzeroreal.ind
\e[0;32mOK
\e[0m 0.00
4594 cic:/Coq/Reals/RIneq/posreal.ind
\e[0;32mOK
\e[0m 0.00
4595 cic:/Coq/NArith/BinPos/P_of_succ_nat.con
\e[0;32mOK
\e[0m 0.00
4596 cic:/Coq/NArith/BinPos/Pdouble_mask.con
\e[0;32mOK
\e[0m 0.00
4597 cic:/Coq/NArith/BinPos/Pdouble_minus_two.con
\e[0;32mOK
\e[0m 0.00
4598 cic:/Coq/NArith/BinPos/Pdouble_plus_one_mask.con
\e[0;32mOK
\e[0m 0.00
4599 cic:/Coq/NArith/BinPos/Pmult_nat.con
\e[0;32mOK
\e[0m 0.00
4600 cic:/Coq/NArith/BinPos/Pplus.con
\e[0;32mOK
\e[0m 0.01
4601 cic:/Coq/NArith/BinPos/Pplus_carry.con
\e[0;32mOK
\e[0m 0.01
4602 cic:/Coq/NArith/BinPos/Ppred.con
\e[0;32mOK
\e[0m 0.00
4603 cic:/Coq/NArith/BinPos/plus_iter.con
\e[0;32mOK
\e[0m 0.00
4604 cic:/Coq/NArith/BinPos/positive_ind.con
\e[0;32mOK
\e[0m 0.00
4605 cic:/Coq/NArith/BinPos/positive_mask_rect.con
\e[0;32mOK
\e[0m 0.00
4606 cic:/Coq/NArith/BinPos/positive_rec.con
\e[0;32mOK
\e[0m 0.00
4607 cic:/Coq/NArith/BinPos/xI_succ_xO.con
\e[0;32mOK
\e[0m 0.00
4608 cic:/Coq/NArith/BinNat/N_rect.con
\e[0;32mOK
\e[0m 0.00
4609 cic:/Coq/NArith/BinNat/Ncompare.con
\e[0;32mOK
\e[0m 0.00
4610 cic:/Coq/NArith/BinNat/Ndouble.con
\e[0;32mOK
\e[0m 0.00
4611 cic:/Coq/NArith/BinNat/Ndouble_plus_one.con
\e[0;32mOK
\e[0m 0.00
4612 cic:/Coq/NArith/BinNat/Nsucc.con
\e[0;32mOK
\e[0m 0.00
4613 cic:/Coq/Logic/ProofIrrelevance/b2p.con
\e[0;32mOK
\e[0m 0.00
4614 cic:/Coq/Logic/ProofIrrelevance/or_elim_redl.con
\e[0;32mOK
\e[0m 0.00
4615 cic:/Coq/Logic/ProofIrrelevance/or_elim_redr.con
\e[0;32mOK
\e[0m 0.00
4616 cic:/Coq/Logic/ProofIrrelevance/Proof_irrelevance_CCI/em.var
\e[0;32mOK
\e[0m 0.00
4617 cic:/Coq/Logic/ProofIrrelevance/Proof_irrelevance_CC/em.var
\e[0;32mOK
\e[0m 0.00
4618 cic:/Coq/Logic/ProofIrrelevance/Proof_irrelevance_CC/or_dep_elim.var
\e[0;32mOK
\e[0m 0.00
4619 cic:/Coq/Logic/ProofIrrelevance/Proof_irrelevance_CC/or_elim_redl.var
\e[0;32mOK
\e[0m 0.00
4620 cic:/Coq/Logic/ProofIrrelevance/Proof_irrelevance_CC/or_elim_redr.var
\e[0;32mOK
\e[0m 0.00
4621 cic:/Coq/Logic/JMeq/JMeq_ind.con
\e[0;32mOK
\e[0m 0.00
4622 cic:/Coq/Logic/JMeq/JMeq_ind_r.con
\e[0;32mOK
\e[0m 0.00
4623 cic:/Coq/Logic/JMeq/JMeq_rec.con
\e[0;32mOK
\e[0m 0.00
4624 cic:/Coq/Logic/JMeq/JMeq_rec_r.con
\e[0;32mOK
\e[0m 0.00
4625 cic:/Coq/Logic/Hurkens/U.con
\e[0;32mOK
\e[0m 0.00
4626 cic:/Coq/Logic/Hurkens/sb.con
\e[0;32mOK
\e[0m 0.00
4627 cic:/Coq/Logic/Hurkens/Paradox/p2p1.var
\e[0;32mOK
\e[0m 0.00
4628 cic:/Coq/Logic/Hurkens/Paradox/p2p2.var
\e[0;32mOK
\e[0m 0.00
4629 cic:/Coq/Logic/Eqdep_dec/eqT_eq_bij.con
\e[0;32mOK
\e[0m 0.00
4630 cic:/Coq/Logic/Eqdep_dec/eq_eqT_bij.con
\e[0;32mOK
\e[0m 0.00
4631 cic:/Coq/Logic/Eqdep_dec/DecidableEqDep/eq_dec.var
\e[0;32mOK
\e[0m 0.00
4632 cic:/Coq/Logic/Eqdep/eq_dep.ind
\e[0;32mOK
\e[0m 0.00
4633 cic:/Coq/Logic/Eqdep/eq_dep1.ind
\e[0;32mOK
\e[0m 0.00
4634 cic:/Coq/Logic/Eqdep/eq_rect_eq.con
\e[0;32mOK
\e[0m 0.00
4635 cic:/Coq/Logic/Diaconescu/PredicateExtensionality.con
\e[0;32mOK
\e[0m 0.00
4636 cic:/Coq/Logic/Diaconescu/PredExt_GuardRelChoice_imp_EM/rel_choice.var
\e[0;32mOK
\e[0m 0.00
4637 cic:/Coq/Logic/Decidable/decidable.con
\e[0;32mOK
\e[0m 0.00
4638 cic:/Coq/Logic/Classical_Prop/classic.con
\e[0;32mOK
\e[0m 0.00
4639 cic:/Coq/Logic/Classical_Prop/imply_and_or.con
\e[0;32mOK
\e[0m 0.00
4640 cic:/Coq/Logic/Classical_Prop/imply_and_or2.con
\e[0;32mOK
\e[0m 0.01
4641 cic:/Coq/Logic/Classical_Pred_Type/all_not_not_ex.con
\e[0;32mOK
\e[0m 0.00
4642 cic:/Coq/Logic/Classical_Pred_Type/ex_not_not_all.con
\e[0;32mOK
\e[0m 0.00
4643 cic:/Coq/Logic/Classical_Pred_Type/not_ex_all_not.con
\e[0;32mOK
\e[0m 0.00
4644 cic:/Coq/Logic/Classical_Pred_Set/all_not_not_ex.con
\e[0;32mOK
\e[0m 0.00
4645 cic:/Coq/Logic/Classical_Pred_Set/ex_not_not_all.con
\e[0;32mOK
\e[0m 0.00
4646 cic:/Coq/Logic/Classical_Pred_Set/not_ex_all_not.con
\e[0;32mOK
\e[0m 0.00
4647 cic:/Coq/Logic/ClassicalFacts/BoolP_dep_induction.con
\e[0;32mOK
\e[0m 0.01
4648 cic:/Coq/Logic/ClassicalFacts/BoolP_elim_redl.con
\e[0;32mOK
\e[0m 0.00
4649 cic:/Coq/Logic/ClassicalFacts/BoolP_elim_redr.con
\e[0;32mOK
\e[0m 0.00
4650 cic:/Coq/Logic/ClassicalFacts/F.con
\e[0;32mOK
\e[0m 0.00
4651 cic:/Coq/Logic/ClassicalFacts/boolP_elim_redl.con
\e[0;32mOK
\e[0m 0.00
4652 cic:/Coq/Logic/ClassicalFacts/boolP_elim_redr.con
\e[0;32mOK
\e[0m 0.00
4653 cic:/Coq/Logic/ClassicalFacts/excluded_middle.con
\e[0;32mOK
\e[0m 0.00
4654 cic:/Coq/Logic/ClassicalFacts/f1.con
\e[0;32mOK
\e[0m 0.00
4655 cic:/Coq/Logic/ClassicalFacts/f2.con
\e[0;32mOK
\e[0m 0.00
4656 cic:/Coq/Logic/ClassicalFacts/has_fixpoint_rect.con
\e[0;32mOK
\e[0m 0.00
4657 cic:/Coq/Logic/ClassicalFacts/prop_extensionality.con
\e[0;32mOK
\e[0m 0.00
4658 cic:/Coq/Logic/ClassicalFacts/retract_rect.con
\e[0;32mOK
\e[0m 0.00
4659 cic:/Coq/Logic/ClassicalFacts/Proof_irrelevance_gen/bool_dep_induction.var
\e[0;32mOK
\e[0m 0.00
4660 cic:/Coq/Logic/ClassicalFacts/Proof_irrelevance_gen/bool_elim_redl.var
\e[0;32mOK
\e[0m 0.00
4661 cic:/Coq/Logic/ClassicalFacts/Proof_irrelevance_gen/bool_elim_redr.var
\e[0;32mOK
\e[0m 0.00
4662 cic:/Coq/Logic/ClassicalDescription/description.con
\e[0;32mOK
\e[0m 0.00
4663 cic:/Coq/Logic/ChoiceFacts/funct_choice_imp_description.con
\e[0;32mOK
\e[0m 0.01
4664 cic:/Coq/Logic/ChoiceFacts/rel_choice_indep_of_premises_imp_guarded_rel_choice.con
\e[0;32mOK
\e[0m 0.01
4665 cic:/Coq/Logic/Berardi/U.con
\e[0;32mOK
\e[0m 0.00
4666 cic:/Coq/Logic/Berardi/i.con
\e[0;32mOK
\e[0m 0.00
4667 cic:/Coq/Logic/Berardi/j.con
\e[0;32mOK
\e[0m 0.00
4668 cic:/Coq/Logic/Berardi/retract_cond.ind
\e[0;32mOK
\e[0m 0.00
4669 cic:/Coq/Logic/Berardi/retract_rect.con
\e[0;32mOK
\e[0m 0.00
4670 cic:/Coq/Logic/Berardi/Berardis_paradox/EM.var
\e[0;32mOK
\e[0m 0.00
4671 cic:/Coq/Lists/TheoryList/AllS.ind
\e[0;32mOK
\e[0m 0.00
4672 cic:/Coq/Lists/TheoryList/AllS_assoc.ind
\e[0;32mOK
\e[0m 0.00
4673 cic:/Coq/Lists/TheoryList/InR.ind
\e[0;32mOK
\e[0m 0.00
4674 cic:/Coq/Lists/TheoryList/Isnil.con
\e[0;32mOK
\e[0m 0.00
4675 cic:/Coq/Lists/TheoryList/Length_l.con
\e[0;32mOK
\e[0m 0.00
4676 cic:/Coq/Lists/TheoryList/Nth_func.con
\e[0;32mOK
\e[0m 0.00
4677 cic:/Coq/Lists/TheoryList/fst_nth_spec.ind
\e[0;32mOK
\e[0m 0.00
4678 cic:/Coq/Lists/TheoryList/nth_spec.ind
\e[0;32mOK
\e[0m 0.00
4679 cic:/Coq/Lists/TheoryList/Lists/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
4680 cic:/Coq/Lists/TheoryList/Lists/Find_sec/RS_dec.var
\e[0;32mOK
\e[0m 0.00
4681 cic:/Coq/Lists/TheoryList/Lists/Find_sec/TS_dec.var
\e[0;32mOK
\e[0m 0.00
4682 cic:/Coq/Lists/Streams/const.con
\e[0;32mOK
\e[0m 0.00
4683 cic:/Coq/Lists/Streams/hd.con
\e[0;32mOK
\e[0m 0.00
4684 cic:/Coq/Lists/Streams/tl.con
\e[0;32mOK
\e[0m 0.00
4685 cic:/Coq/Lists/Streams/unfold_Stream.con
\e[0;32mOK
\e[0m 0.00
4686 cic:/Coq/Lists/Streams/Streams/Stream_Properties/P.var
\e[0;32mOK
\e[0m 0.00
4687 cic:/Coq/Lists/Streams/Streams/Stream_Properties/Co_Induction_ForAll/Inv.var
\e[0;32mOK
\e[0m 0.00
4688 cic:/Coq/Lists/Streams/Map/map.var
\e[0;32mOK
\e[0m 0.00
4689 cic:/Coq/Lists/Streams/Constant_Stream/const.var
\e[0;32mOK
\e[0m 0.00
4690 cic:/Coq/Lists/MonoList/list.ind
\e[0;32mOK
\e[0m 0.00
4691 cic:/Coq/Lists/MonoList/length_order/a.var
\e[0;32mOK
\e[0m 0.00
4692 cic:/Coq/Lists/MonoList/length_order/b.var
\e[0;32mOK
\e[0m 0.00
4693 cic:/Coq/Lists/ListSet/set.con
\e[0;32mOK
\e[0m 0.00
4694 cic:/Coq/Lists/ListSet/first_definitions/Aeq_dec.var
\e[0;32mOK
\e[0m 0.00
4695 cic:/Coq/Lists/List/In.con
\e[0;32mOK
\e[0m 0.00
4696 cic:/Coq/Lists/List/app.con
\e[0;32mOK
\e[0m 0.00
4697 cic:/Coq/Lists/List/fold_left.con
\e[0;32mOK
\e[0m 0.00
4698 cic:/Coq/Lists/List/fold_right.con
\e[0;32mOK
\e[0m 0.00
4699 cic:/Coq/Lists/List/head.con
\e[0;32mOK
\e[0m 0.00
4700 cic:/Coq/Lists/List/length.con
\e[0;32mOK
\e[0m 0.00
4701 cic:/Coq/Lists/List/list_rect.con
\e[0;32mOK
\e[0m 0.00
4702 cic:/Coq/Lists/List/map.con
\e[0;32mOK
\e[0m 0.00
4703 cic:/Coq/Lists/List/nth.con
\e[0;32mOK
\e[0m 0.00
4704 cic:/Coq/Lists/List/nth_error.con
\e[0;32mOK
\e[0m 0.00
4705 cic:/Coq/Lists/List/nth_ok.con
\e[0;32mOK
\e[0m 0.00
4706 cic:/Coq/Lists/List/tail.con
\e[0;32mOK
\e[0m 0.00
4707 cic:/Coq/Lists/List/Lists/length_order/l.var
\e[0;32mOK
\e[0m 0.00
4708 cic:/Coq/Lists/List/Lists/length_order/m.var
\e[0;32mOK
\e[0m 0.00
4709 cic:/Coq/Lists/List/Lists/length_order/n.var
\e[0;32mOK
\e[0m 0.00
4710 cic:/Coq/IntMap/Mapiter/acons.con
\e[0;32mOK
\e[0m 0.00
4711 cic:/Coq/IntMap/Mapiter/ad_inj.con
\e[0;32mOK
\e[0m 0.00
4712 cic:/Coq/IntMap/Mapiter/alist.con
\e[0;32mOK
\e[0m 0.00
4713 cic:/Coq/IntMap/Mapiter/anil.con
\e[0;32mOK
\e[0m 0.00
4714 cic:/Coq/IntMap/Mapiter/MapIter/MapSweepDef/f.var
\e[0;32mOK
\e[0m 0.00
4715 cic:/Coq/IntMap/Mapiter/MapIter/MapFoldDef/f.var
\e[0;32mOK
\e[0m 0.00
4716 cic:/Coq/IntMap/Mapfold/MapFoldResults/assoc.var
\e[0;32mOK
\e[0m 0.00
4717 cic:/Coq/IntMap/Mapfold/MapFoldResults/comm.var
\e[0;32mOK
\e[0m 0.00
4718 cic:/Coq/IntMap/Mapfold/MapFoldResults/nleft.var
\e[0;32mOK
\e[0m 0.00
4719 cic:/Coq/IntMap/Mapfold/MapFoldResults/nright.var
\e[0;32mOK
\e[0m 0.00
4720 cic:/Coq/IntMap/Mapfold/MapFoldDistrL/absorb.var
\e[0;32mOK
\e[0m 0.00
4721 cic:/Coq/IntMap/Mapfold/MapFoldDistrL/distr.var
\e[0;32mOK
\e[0m 0.00
4722 cic:/Coq/IntMap/Mapfold/MapFoldDistr/absorb.var
\e[0;32mOK
\e[0m 0.00
4723 cic:/Coq/IntMap/Mapfold/MapFoldDistr/distr.var
\e[0;32mOK
\e[0m 0.00
4724 cic:/Coq/IntMap/Map/Map.ind
\e[0;32mOK
\e[0m 0.00
4725 cic:/Coq/IntMap/Map/eqm.con
\e[0;32mOK
\e[0m 0.00
4726 cic:/Coq/IntMap/Map/option_rect.con
\e[0;32mOK
\e[0m 0.00
4727 cic:/Coq/IntMap/Adist/ad_plength.con
\e[0;32mOK
\e[0m 0.00
4728 cic:/Coq/IntMap/Adist/natinf_rect.con
\e[0;32mOK
\e[0m 0.00
4729 cic:/Coq/IntMap/Adist/ni_min.con
\e[0;32mOK
\e[0m 0.00
4730 cic:/Coq/IntMap/Addr/ad_bit.con
\e[0;32mOK
\e[0m 0.00
4731 cic:/Coq/IntMap/Addr/ad_bit_0.con
\e[0;32mOK
\e[0m 0.00
4732 cic:/Coq/IntMap/Addr/ad_div_2.con
\e[0;32mOK
\e[0m 0.00
4733 cic:/Coq/IntMap/Addr/ad_double.con
\e[0;32mOK
\e[0m 0.00
4734 cic:/Coq/IntMap/Addr/ad_double_plus_un.con
\e[0;32mOK
\e[0m 0.00
4735 cic:/Coq/IntMap/Addr/ad_rect.con
\e[0;32mOK
\e[0m 0.00
4736 cic:/Coq/IntMap/Addr/ad_sum.con
\e[0;32mOK
\e[0m 0.01
4737 cic:/Coq/IntMap/Addr/adf_xor.con
\e[0;32mOK
\e[0m 0.00
4738 cic:/Coq/IntMap/Addr/eqf_refl.con
\e[0;32mOK
\e[0m 0.00
4739 cic:/Coq/IntMap/Addr/p_xor.con
\e[0;32mOK
\e[0m 0.01
4740 cic:/Coq/IntMap/Addec/ad_eq.con
\e[0;32mOK
\e[0m 0.00
4741 cic:/Coq/Init/Wf/Acc.ind
\e[0;32mOK
\e[0m 0.00
4742 cic:/Coq/Init/Wf/Well_founded_2/F.var
\e[0;32mOK
\e[0m 0.00
4743 cic:/Coq/Init/Wf/Well_founded/FixPoint/F.var
\e[0;32mOK
\e[0m 0.00
4744 cic:/Coq/Init/Wf/Well_founded/AccIter/F.var
\e[0;32mOK
\e[0m 0.00
4745 cic:/Coq/Init/Specif/Choice.con
\e[0;32mOK
\e[0m 0.01
4746 cic:/Coq/Init/Specif/Choice2.con
\e[0;32mOK
\e[0m 0.01
4747 cic:/Coq/Init/Specif/bool_choice.con
\e[0;32mOK
\e[0m 0.01
4748 cic:/Coq/Init/Specif/proj1_sig.con
\e[0;32mOK
\e[0m 0.00
4749 cic:/Coq/Init/Specif/projS1.con
\e[0;32mOK
\e[0m 0.00
4750 cic:/Coq/Init/Specif/projT1.con
\e[0;32mOK
\e[0m 0.01
4751 cic:/Coq/Init/Specif/sig2_ind.con
\e[0;32mOK
\e[0m 0.00
4752 cic:/Coq/Init/Specif/sig2_rec.con
\e[0;32mOK
\e[0m 0.00
4753 cic:/Coq/Init/Specif/sigS2_ind.con
\e[0;32mOK
\e[0m 0.00
4754 cic:/Coq/Init/Specif/sigS2_rec.con
\e[0;32mOK
\e[0m 0.00
4755 cic:/Coq/Init/Specif/sigS_ind.con
\e[0;32mOK
\e[0m 0.00
4756 cic:/Coq/Init/Specif/sigS_rec.con
\e[0;32mOK
\e[0m 0.00
4757 cic:/Coq/Init/Specif/sigT_ind.con
\e[0;32mOK
\e[0m 0.00
4758 cic:/Coq/Init/Specif/sigT_rec.con
\e[0;32mOK
\e[0m 0.00
4759 cic:/Coq/Init/Specif/sig_ind.con
\e[0;32mOK
\e[0m 0.00
4760 cic:/Coq/Init/Specif/sig_rec.con
\e[0;32mOK
\e[0m 0.00
4761 cic:/Coq/Init/Specif/sumbool_ind.con
\e[0;32mOK
\e[0m 0.00
4762 cic:/Coq/Init/Specif/sumbool_rec.con
\e[0;32mOK
\e[0m 0.00
4763 cic:/Coq/Init/Specif/sumor_ind.con
\e[0;32mOK
\e[0m 0.00
4764 cic:/Coq/Init/Specif/sumor_rec.con
\e[0;32mOK
\e[0m 0.00
4765 cic:/Coq/Init/Peano/ge.con
\e[0;32mOK
\e[0m 0.00
4766 cic:/Coq/Init/Peano/le_ind.con
\e[0;32mOK
\e[0m 0.00
4767 cic:/Coq/Init/Peano/lt.con
\e[0;32mOK
\e[0m 0.00
4768 cic:/Coq/Init/Peano/mult.con
\e[0;32mOK
\e[0m 0.00
4769 cic:/Coq/Init/Peano/plus_O_n.con
\e[0;32mOK
\e[0m 0.00
4770 cic:/Coq/Init/Peano/plus_Sn_m.con
\e[0;32mOK
\e[0m 0.00
4771 cic:/Coq/Init/Peano/pred_Sn.con
\e[0;32mOK
\e[0m 0.00
4772 cic:/Coq/Init/Logic_Type/congr_id.con
\e[0;32mOK
\e[0m 0.00
4773 cic:/Coq/Init/Logic_Type/prodT_ind.con
\e[0;32mOK
\e[0m 0.00
4774 cic:/Coq/Init/Logic_Type/prodT_rec.con
\e[0;32mOK
\e[0m 0.00
4775 cic:/Coq/Init/Logic_Type/sym_id.con
\e[0;32mOK
\e[0m 0.00
4776 cic:/Coq/Init/Logic_Type/sym_not_id.con
\e[0;32mOK
\e[0m 0.00
4777 cic:/Coq/Init/Logic_Type/trans_id.con
\e[0;32mOK
\e[0m 0.00
4778 cic:/Coq/Init/Logic/False_ind.con
\e[0;32mOK
\e[0m 0.00
4779 cic:/Coq/Init/Logic/False_rec.con
\e[0;32mOK
\e[0m 0.00
4780 cic:/Coq/Init/Logic/IF_then_else.con
\e[0;32mOK
\e[0m 0.00
4781 cic:/Coq/Init/Logic/True_ind.con
\e[0;32mOK
\e[0m 0.00
4782 cic:/Coq/Init/Logic/True_rec.con
\e[0;32mOK
\e[0m 0.00
4783 cic:/Coq/Init/Logic/absurd.con
\e[0;32mOK
\e[0m 0.00
4784 cic:/Coq/Init/Logic/and_ind.con
\e[0;32mOK
\e[0m 0.00
4785 cic:/Coq/Init/Logic/and_rec.con
\e[0;32mOK
\e[0m 0.00
4786 cic:/Coq/Init/Logic/eq_ind.con
\e[0;32mOK
\e[0m 0.00
4787 cic:/Coq/Init/Logic/eq_rec.con
\e[0;32mOK
\e[0m 0.00
4788 cic:/Coq/Init/Logic/f_equal.con
\e[0;32mOK
\e[0m 0.00
4789 cic:/Coq/Init/Logic/gen.con
\e[0;32mOK
\e[0m 0.00
4790 cic:/Coq/Init/Logic/iff_refl.con
\e[0;32mOK
\e[0m 0.00
4791 cic:/Coq/Init/Logic/iff_sym.con
\e[0;32mOK
\e[0m 0.00
4792 cic:/Coq/Init/Logic/iff_trans.con
\e[0;32mOK
\e[0m 0.00
4793 cic:/Coq/Init/Logic/inst.con
\e[0;32mOK
\e[0m 0.00
4794 cic:/Coq/Init/Logic/sym_eq.con
\e[0;32mOK
\e[0m 0.00
4795 cic:/Coq/Init/Logic/sym_not_eq.con
\e[0;32mOK
\e[0m 0.00
4796 cic:/Coq/Init/Logic/trans_eq.con
\e[0;32mOK
\e[0m 0.00
4797 cic:/Coq/Init/Datatypes/Empty_set_ind.con
\e[0;32mOK
\e[0m 0.00
4798 cic:/Coq/Init/Datatypes/Empty_set_rec.con
\e[0;32mOK
\e[0m 0.00
4799 cic:/Coq/Init/Datatypes/bool_ind.con
\e[0;32mOK
\e[0m 0.00
4800 cic:/Coq/Init/Datatypes/bool_rec.con
\e[0;32mOK
\e[0m 0.00
4801 cic:/Coq/Init/Datatypes/comparison_ind.con
\e[0;32mOK
\e[0m 0.00
4802 cic:/Coq/Init/Datatypes/comparison_rec.con
\e[0;32mOK
\e[0m 0.00
4803 cic:/Coq/Init/Datatypes/identity_ind.con
\e[0;32mOK
\e[0m 0.00
4804 cic:/Coq/Init/Datatypes/identity_rec.con
\e[0;32mOK
\e[0m 0.00
4805 cic:/Coq/Init/Datatypes/nat_ind.con
\e[0;32mOK
\e[0m 0.00
4806 cic:/Coq/Init/Datatypes/nat_rec.con
\e[0;32mOK
\e[0m 0.00
4807 cic:/Coq/Init/Datatypes/option_ind.con
\e[0;32mOK
\e[0m 0.00
4808 cic:/Coq/Init/Datatypes/option_rec.con
\e[0;32mOK
\e[0m 0.00
4809 cic:/Coq/Init/Datatypes/prod_ind.con
\e[0;32mOK
\e[0m 0.00
4810 cic:/Coq/Init/Datatypes/prod_rec.con
\e[0;32mOK
\e[0m 0.00
4811 cic:/Coq/Init/Datatypes/sum_ind.con
\e[0;32mOK
\e[0m 0.00
4812 cic:/Coq/Init/Datatypes/sum_rec.con
\e[0;32mOK
\e[0m 0.00
4813 cic:/Coq/Init/Datatypes/surjective_pairing.con
\e[0;32mOK
\e[0m 0.00
4814 cic:/Coq/Init/Datatypes/unit_ind.con
\e[0;32mOK
\e[0m 0.00
4815 cic:/Coq/Init/Datatypes/unit_rec.con
\e[0;32mOK
\e[0m 0.00
4816 cic:/Coq/Bool/Zerob/zerob_false_intro.con
\e[0;32mOK
\e[0m 0.00
4817 cic:/Coq/Bool/Sumbool/sumbool_and.con
\e[0;32mOK
\e[0m 0.01
4818 cic:/Coq/Bool/Sumbool/sumbool_not.con
\e[0;32mOK
\e[0m 0.00
4819 cic:/Coq/Bool/Sumbool/sumbool_or.con
\e[0;32mOK
\e[0m 0.01
4820 cic:/Coq/Bool/IfProp/IfProp_ind.con
\e[0;32mOK
\e[0m 0.00
4821 cic:/Coq/Bool/IfProp/IfProp_or.con
\e[0;32mOK
\e[0m 0.00
4822 cic:/Coq/Bool/Bvector/Bcons.con
\e[0;32mOK
\e[0m 0.00
4823 cic:/Coq/Bool/Bvector/Bnil.con
\e[0;32mOK
\e[0m 0.00
4824 cic:/Coq/Bool/Bvector/Bvector.con
\e[0;32mOK
\e[0m 0.00
4825 cic:/Coq/Bool/Bvector/vector_rect.con
\e[0;32mOK
\e[0m 0.00
4826 cic:/Coq/Bool/BoolEq/exists_beq_eq.con
\e[0;32mOK
\e[0m 0.00
4827 cic:/Coq/Bool/BoolEq/Bool_eq_dec/beq_eq.var
\e[0;32mOK
\e[0m 0.00
4828 cic:/Coq/Bool/BoolEq/Bool_eq_dec/beq_refl.var
\e[0;32mOK
\e[0m 0.00
4829 cic:/Coq/Bool/Bool/andb.con
\e[0;32mOK
\e[0m 0.00
4830 cic:/Coq/Bool/Bool/eqb_negb1.con
\e[0;32mOK
\e[0m 0.00
4831 cic:/Coq/Bool/Bool/eqb_negb2.con
\e[0;32mOK
\e[0m 0.00
4832 cic:/Coq/Bool/Bool/eqb_refl.con
\e[0;32mOK
\e[0m 0.00
4833 cic:/Coq/Bool/Bool/eqb_reflx.con
\e[0;32mOK
\e[0m 0.00
4834 cic:/Coq/Bool/Bool/false_xorb.con
\e[0;32mOK
\e[0m 0.00
4835 cic:/Coq/Bool/Bool/if_negb.con
\e[0;32mOK
\e[0m 0.00
4836 cic:/Coq/Bool/Bool/implb.con
\e[0;32mOK
\e[0m 0.00
4837 cic:/Coq/Bool/Bool/negb_elim.con
\e[0;32mOK
\e[0m 0.01
4838 cic:/Coq/Bool/Bool/negb_intro.con
\e[0;32mOK
\e[0m 0.00
4839 cic:/Coq/Bool/Bool/negb_sym.con
\e[0;32mOK
\e[0m 0.01
4840 cic:/Coq/Bool/Bool/orb.con
\e[0;32mOK
\e[0m 0.00
4841 cic:/Coq/Bool/Bool/true_xorb.con
\e[0;32mOK
\e[0m 0.00
4842 cic:/Coq/Bool/Bool/xorb_assoc.con
\e[0;32mOK
\e[0m 0.01
4843 cic:/Coq/Bool/Bool/xorb_comm.con
\e[0;32mOK
\e[0m 0.01
4844 cic:/Coq/Bool/Bool/xorb_false.con
\e[0;32mOK
\e[0m 0.00
4845 cic:/Coq/Bool/Bool/xorb_nilpotent.con
\e[0;32mOK
\e[0m 0.00
4846 cic:/Coq/Bool/Bool/xorb_true.con
\e[0;32mOK
\e[0m 0.00
4847 cic:/Coq/Arith/Plus/plus_0_l.con
\e[0;32mOK
\e[0m 0.00
4848 cic:/Coq/Arith/Plus/tail_plus.con
\e[0;32mOK
\e[0m 0.00
4849 cic:/Coq/Arith/Min/min_SS.con
\e[0;32mOK
\e[0m 0.00
4850 cic:/Coq/Arith/Min/min_case.con
\e[0;32mOK
\e[0m 0.01
4851 cic:/Coq/Arith/Max/max_SS.con
\e[0;32mOK
\e[0m 0.00
4852 cic:/Coq/Arith/Max/max_case.con
\e[0;32mOK
\e[0m 0.01
4853 cic:/Coq/Arith/Le/le_n_Sn.con
\e[0;32mOK
\e[0m 0.00
4854 cic:/Coq/Arith/Le/le_refl.con
\e[0;32mOK
\e[0m 0.00
4855 cic:/Coq/Arith/Even/even_ind.con
\e[0;32mOK
\e[0m 0.00
4856 cic:/Coq/Arith/Even/odd_ind.con
\e[0;32mOK
\e[0m 0.00
4857 cic:/Coq/Arith/Div2/double.con
\e[0;32mOK
\e[0m 0.00
4858 cic:/Coq/Arith/Between/between.ind
\e[0;32mOK
\e[0m 0.00
4859 cic:/Coq/Arith/Between/eventually.con
\e[0;32mOK
\e[0m 0.02
4860 cic:/Coq/Arith/Between/exists_between.ind
\e[0;32mOK
\e[0m 0.00
4861 cic:/CoRN/tactics/csetoid_rewrite/my_sigT_ind.con
\e[0;32mOK
\e[0m 0.00
4862 cic:/CoRN/tactics/csetoid_rewrite/my_sigT_rec.con
\e[0;32mOK
\e[0m 0.00
4863 cic:/CoRN/tactics/csetoid_rewrite/proj2_my_sigT.con
\e[0;32mOK
\e[0m 0.01
4864 cic:/CoRN/tactics/AlgReflection/expr.ind
\e[0;32mOK
\e[0m 0.00
4865 cic:/CoRN/reals/CReals1/Subsequences/monF.var
\e[0;32mOK
\e[0m 0.00
4866 cic:/CoRN/reals/CReals1/Cauchy_Subsequences/monF.var
\e[0;32mOK
\e[0m 0.00
4867 cic:/CoRN/model/structures/Zsec/ap_Z.con
\e[0;32mOK
\e[0m 0.00
4868 cic:/CoRN/model/structures/Zsec/posZ.con
\e[0;32mOK
\e[0m 0.00
4869 cic:/CoRN/model/structures/Qsec/Q.ind
\e[0;32mOK
\e[0m 0.00
4870 cic:/CoRN/model/structures/Nsec/ap_nat.con
\e[0;32mOK
\e[0m 0.00
4871 cic:/CoRN/model/setoids/twoelemsetoid/M1_ap.con
\e[0;32mOK
\e[0m 0.00
4872 cic:/CoRN/model/setoids/twoelemsetoid/M1_ind.con
\e[0;32mOK
\e[0m 0.00
4873 cic:/CoRN/model/setoids/twoelemsetoid/M1_rec.con
\e[0;32mOK
\e[0m 0.00
4874 cic:/CoRN/model/Zmod/Zm/zm/zm_ring/Hnontriv.var
\e[0;32mOK
\e[0m 0.00
4875 cic:/CoRN/model/Zmod/ZMod/pos2Z.con
\e[0;32mOK
\e[0m 0.00
4876 cic:/CoRN/model/Zmod/ZGcd/pp_lt.con
\e[0;32mOK
\e[0m 0.00
4877 cic:/CoRN/ftc/RefSeparated/Separating__Separated/Defining_ai'/Hi.var
\e[0;32mOK
\e[0m 0.00
4878 cic:/CoRN/ftc/Partitions/Even_Partitions/Hm.var
\e[0;32mOK
\e[0m 0.00
4879 cic:/CoRN/ftc/Partitions/Even_Partitions/Hn.var
\e[0;32mOK
\e[0m 0.00
4880 cic:/CoRN/ftc/COrdLemmas/Lemmas/f0.var
\e[0;32mOK
\e[0m 0.00
4881 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Cdecidable.con
\e[0;32mOK
\e[0m 0.00
4882 cic:/CoRN/devel/loeb/IDA/Ch6/M1_ap.con
\e[0;32mOK
\e[0m 0.00
4883 cic:/CoRN/devel/loeb/IDA/Ch6/M1_ind.con
\e[0;32mOK
\e[0m 0.00
4884 cic:/CoRN/devel/loeb/IDA/Ch6/M1_rec.con
\e[0;32mOK
\e[0m 0.00
4885 cic:/CoRN/devel/loeb/IDA/Ch6/member.con
\e[0;32mOK
\e[0m 0.00
4886 cic:/CoRN/complex/NRootCC/NRootCC_4/NRootCC_4_ap_real/n_.var
\e[0;32mOK
\e[0m 0.00
4887 cic:/CoRN/complex/NRootCC/NRootCC_4/NRootCC_4_ap_imag/n_.var
\e[0;32mOK
\e[0m 0.00
4888 cic:/CoRN/algebra/ListType/In.con
\e[0;32mOK
\e[0m 0.00
4889 cic:/CoRN/algebra/ListType/app.con
\e[0;32mOK
\e[0m 0.00
4890 cic:/CoRN/algebra/ListType/length.con
\e[0;32mOK
\e[0m 0.00
4891 cic:/CoRN/algebra/ListType/list_rect.con
\e[0;32mOK
\e[0m 0.00
4892 cic:/CoRN/algebra/ListType/map.con
\e[0;32mOK
\e[0m 0.00
4893 cic:/CoRN/algebra/ListType/tail.con
\e[0;32mOK
\e[0m 0.00
4894 cic:/CoRN/algebra/ListType/List/length_order/l.var
\e[0;32mOK
\e[0m 0.00
4895 cic:/CoRN/algebra/ListType/List/length_order/m.var
\e[0;32mOK
\e[0m 0.00
4896 cic:/CoRN/algebra/ListType/List/length_order/n.var
\e[0;32mOK
\e[0m 0.00
4897 cic:/CoRN/algebra/CSetoids/Relation.con
\e[0;32mOK
\e[0m 0.00
4898 cic:/CoRN/algebra/CSetoids/antisymmetric.con
\e[0;32mOK
\e[0m 0.00
4899 cic:/CoRN/algebra/CSetoids/cotransitive.con
\e[0;32mOK
\e[0m 0.00
4900 cic:/CoRN/algebra/CSetoids/irreflexive.con
\e[0;32mOK
\e[0m 0.00
4901 cic:/CoRN/algebra/CLogic/CAnd_proj1.con
\e[0;32mOK
\e[0m 0.01
4902 cic:/CoRN/algebra/CLogic/CAnd_proj2.con
\e[0;32mOK
\e[0m 0.00
4903 cic:/CoRN/algebra/CLogic/CAnd_rect.con
\e[0;32mOK
\e[0m 0.00
4904 cic:/CoRN/algebra/CLogic/CFalse_ind.con
\e[0;32mOK
\e[0m 0.00
4905 cic:/CoRN/algebra/CLogic/CFalse_rec.con
\e[0;32mOK
\e[0m 0.00
4906 cic:/CoRN/algebra/CLogic/COr_rect.con
\e[0;32mOK
\e[0m 0.01
4907 cic:/CoRN/algebra/CLogic/CTrue_ind.con
\e[0;32mOK
\e[0m 0.00
4908 cic:/CoRN/algebra/CLogic/CTrue_rec.con
\e[0;32mOK
\e[0m 0.00
4909 cic:/CoRN/algebra/CLogic/Ccontrapos'.con
\e[0;32mOK
\e[0m 0.00
4910 cic:/CoRN/algebra/CLogic/Cdecidable.con
\e[0;32mOK
\e[0m 0.00
4911 cic:/CoRN/algebra/CLogic/Ceven_rect.con
\e[0;32mOK
\e[0m 0.00
4912 cic:/CoRN/algebra/CLogic/Cle_rect.con
\e[0;32mOK
\e[0m 0.01
4913 cic:/CoRN/algebra/CLogic/Clt.con
\e[0;32mOK
\e[0m 0.00
4914 cic:/CoRN/algebra/CLogic/Cnat_double_ind.con
\e[0;32mOK
\e[0m 0.01
4915 cic:/CoRN/algebra/CLogic/Codd_rect.con
\e[0;32mOK
\e[0m 0.00
4916 cic:/CoRN/algebra/CLogic/Iff.con
\e[0;32mOK
\e[0m 0.00
4917 cic:/CoRN/algebra/CLogic/member.con
\e[0;32mOK
\e[0m 0.00
4918 cic:/CoRN/algebra/CLogic/nat_less_n_pred'.con
\e[0;32mOK
\e[0m 0.00
4919 cic:/CoRN/algebra/CLogic/proj1_sig2T.con
\e[0;32mOK
\e[0m 0.00
4920 cic:/CoRN/algebra/CLogic/proj2_sigT.con
\e[0;32mOK
\e[0m 0.00
4921 cic:/CoRN/algebra/CLogic/sig2T_rect.con
\e[0;32mOK
\e[0m 0.01
4922 cic:/CoRN/algebra/CLogic/toCProp_ind.con
\e[0;32mOK
\e[0m 0.00
4923 cic:/CoRN/algebra/CLogic/toCProp_rec.con
\e[0;32mOK
\e[0m 0.00
4924 cic:/CoRN/algebra/CLogic/TRelation_Definition/R.var
\e[0;32mOK
\e[0m 0.00
4925 cic:/CoRN/algebra/CLogic/CRelation_Definition/R.var
\e[0;32mOK
\e[0m 0.00
4926 cic:/CoRN/algebra/Basics/Acc.ind
\e[0;32mOK
\e[0m 0.00
4927 cic:/CoRN/algebra/Basics/IndT/AccIter/F.var
\e[0;32mOK
\e[0m 0.00
4928 cic:/Cachan/SMC/quant/Nsec/BDDmu_ex_results/nodeg.var
\e[0;32mOK
\e[0m 0.00
4929 cic:/Cachan/SMC/quant/Nsec/BDDmu_ex_results/nodet.var
\e[0;32mOK
\e[0m 0.00
4930 cic:/Cachan/SMC/quant/Nsec/BDDmu_ex_results/ul.var
\e[0;32mOK
\e[0m 0.00
4931 cic:/Cachan/SMC/quant/Nsec/BDDmu_all_results/nodeg.var
\e[0;32mOK
\e[0m 0.00
4932 cic:/Cachan/SMC/quant/Nsec/BDDmu_all_results/nodet.var
\e[0;32mOK
\e[0m 0.00
4933 cic:/Cachan/SMC/quant/Nsec/BDDmu_all_results/ul.var
\e[0;32mOK
\e[0m 0.00
4934 cic:/Cachan/SMC/quant/Be_ok/vf.var
\e[0;32mOK
\e[0m 0.00
4935 cic:/Cachan/SMC/quant/BDDquant/BDDunivl_results/node.var
\e[0;32mOK
\e[0m 0.00
4936 cic:/Cachan/SMC/quant/BDDquant/BDDunivl_results/ul.var
\e[0;32mOK
\e[0m 0.00
4937 cic:/Cachan/SMC/quant/BDDquant/BDDuniv_results/node.var
\e[0;32mOK
\e[0m 0.00
4938 cic:/Cachan/SMC/quant/BDDquant/BDDuniv_results/ul.var
\e[0;32mOK
\e[0m 0.00
4939 cic:/Cachan/SMC/quant/BDDquant/BDDsubst_results/node1.var
\e[0;32mOK
\e[0m 0.00
4940 cic:/Cachan/SMC/quant/BDDquant/BDDsubst_results/node2.var
\e[0;32mOK
\e[0m 0.00
4941 cic:/Cachan/SMC/quant/BDDquant/BDDsubst_results/ul.var
\e[0;32mOK
\e[0m 0.00
4942 cic:/Cachan/SMC/quant/BDDquant/BDDsubst_results/x.var
\e[0;32mOK
\e[0m 0.00
4943 cic:/Cachan/SMC/quant/BDDquant/BDDreplacel_results/node.var
\e[0;32mOK
\e[0m 0.00
4944 cic:/Cachan/SMC/quant/BDDquant/BDDreplacel_results/ul.var
\e[0;32mOK
\e[0m 0.00
4945 cic:/Cachan/SMC/quant/BDDquant/BDDreplace_results/node.var
\e[0;32mOK
\e[0m 0.00
4946 cic:/Cachan/SMC/quant/BDDquant/BDDreplace_results/ul.var
\e[0;32mOK
\e[0m 0.00
4947 cic:/Cachan/SMC/quant/BDDquant/BDDreplace_results/x.var
\e[0;32mOK
\e[0m 0.00
4948 cic:/Cachan/SMC/quant/BDDquant/BDDreplace_results/y.var
\e[0;32mOK
\e[0m 0.00
4949 cic:/Cachan/SMC/quant/BDDquant/BDDexl_results/node.var
\e[0;32mOK
\e[0m 0.00
4950 cic:/Cachan/SMC/quant/BDDquant/BDDexl_results/ul.var
\e[0;32mOK
\e[0m 0.00
4951 cic:/Cachan/SMC/quant/BDDquant/BDDex_results/node.var
\e[0;32mOK
\e[0m 0.00
4952 cic:/Cachan/SMC/quant/BDDquant/BDDex_results/ul.var
\e[0;32mOK
\e[0m 0.00
4953 cic:/Cachan/SMC/op/BDDop/BDDvar_make_results/ul.var
\e[0;32mOK
\e[0m 0.00
4954 cic:/Cachan/SMC/op/BDDop/BDDor_results/node1.var
\e[0;32mOK
\e[0m 0.00
4955 cic:/Cachan/SMC/op/BDDop/BDDor_results/node2.var
\e[0;32mOK
\e[0m 0.00
4956 cic:/Cachan/SMC/op/BDDop/BDDor_results/ul.var
\e[0;32mOK
\e[0m 0.00
4957 cic:/Cachan/SMC/op/BDDop/BDDneg_results/node.var
\e[0;32mOK
\e[0m 0.00
4958 cic:/Cachan/SMC/op/BDDop/BDDneg_results/ul.var
\e[0;32mOK
\e[0m 0.00
4959 cic:/Cachan/SMC/op/BDDop/BDDimpl_results/node1.var
\e[0;32mOK
\e[0m 0.00
4960 cic:/Cachan/SMC/op/BDDop/BDDimpl_results/node2.var
\e[0;32mOK
\e[0m 0.00
4961 cic:/Cachan/SMC/op/BDDop/BDDimpl_results/ul.var
\e[0;32mOK
\e[0m 0.00
4962 cic:/Cachan/SMC/op/BDDop/BDDiff_results/node1.var
\e[0;32mOK
\e[0m 0.00
4963 cic:/Cachan/SMC/op/BDDop/BDDiff_results/node2.var
\e[0;32mOK
\e[0m 0.00
4964 cic:/Cachan/SMC/op/BDDop/BDDiff_results/ul.var
\e[0;32mOK
\e[0m 0.00
4965 cic:/Cachan/SMC/op/BDDop/BDDand_results/node1.var
\e[0;32mOK
\e[0m 0.00
4966 cic:/Cachan/SMC/op/BDDop/BDDand_results/node2.var
\e[0;32mOK
\e[0m 0.00
4967 cic:/Cachan/SMC/op/BDDop/BDDand_results/ul.var
\e[0;32mOK
\e[0m 0.00
4968 cic:/Cachan/SMC/myMap/F.con
\e[0;32mOK
\e[0m 0.00
4969 cic:/Cachan/SMC/myMap/my_MapFold/R.var
\e[0;32mOK
\e[0m 0.00
4970 cic:/Cachan/SMC/munew/renfnat.con
\e[0;32mOK
\e[0m 0.00
4971 cic:/Cachan/SMC/munew/var_env'_dash.con
\e[0;32mOK
\e[0m 0.00
4972 cic:/Cachan/SMC/mu/Evar_env'ntoSn.con
\e[0;32mOK
\e[0m 0.00
4973 cic:/Cachan/SMC/mu/Splus_nm.con
\e[0;32mOK
\e[0m 0.01
4974 cic:/Cachan/SMC/mu/f2.con
\e[0;32mOK
\e[0m 0.00
4975 cic:/Cachan/SMC/mu/mu_form.ind
\e[0;32mOK
\e[0m 0.00
4976 cic:/Cachan/SMC/mu/Nsec/MuEval/Mu_eval_as_fix/P.var
\e[0;32mOK
\e[0m 0.00
4977 cic:/Cachan/SMC/misc/BDDvar.con
\e[0;32mOK
\e[0m 0.00
4978 cic:/Cachan/SMC/misc/ad_S.con
\e[0;32mOK
\e[0m 0.00
4979 cic:/Cachan/SMC/misc/max.con
\e[0;32mOK
\e[0m 0.00
4980 cic:/Cachan/SMC/make/BDD_make/l.var
\e[0;32mOK
\e[0m 0.00
4981 cic:/Cachan/SMC/make/BDD_make/r.var
\e[0;32mOK
\e[0m 0.00
4982 cic:/Cachan/SMC/make/BDD_make/ul.var
\e[0;32mOK
\e[0m 0.00
4983 cic:/Cachan/SMC/gc/is_nil.con
\e[0;32mOK
\e[0m 0.00
4984 cic:/Cachan/SMC/config/BDDfree_list.con
\e[0;32mOK
\e[0m 0.00
4985 cic:/Cachan/SMC/config/BDDone.con
\e[0;32mOK
\e[0m 0.00
4986 cic:/Cachan/SMC/config/BDDzero.con
\e[0;32mOK
\e[0m 0.00
4987 cic:/Cachan/SMC/config/initBDDfree_list.con
\e[0;32mOK
\e[0m 0.00
4988 cic:/Cachan/SMC/alloc/BDD_alloc/l.var
\e[0;32mOK
\e[0m 0.00
4989 cic:/Cachan/SMC/alloc/BDD_alloc/r.var
\e[0;32mOK
\e[0m 0.00
4990 cic:/Cachan/SMC/alloc/BDD_alloc/ul.var
\e[0;32mOK
\e[0m 0.00
4991 cic:/BellLabs/lazyPCF/OpSem/utils/valu.con
\e[0;32mOK
\e[0m 0.00
4992 cic:/BellLabs/lazyPCF/OpSem/syntax/tm.ind
\e[0;32mOK
\e[0m 0.00
4993 cic:/BellLabs/lazyPCF/OpSem/syntax/ty_ind.con
\e[0;32mOK
\e[0m 0.00
4994 cic:/BellLabs/lazyPCF/OpSem/syntax/ty_rec.con
\e[0;32mOK
\e[0m 0.00
4995 cic:/BellLabs/lazyPCF/OpSem/syntax/vari_rect.con
\e[0;32mOK
\e[0m 0.00
4996 cic:/BellLabs/lazyPCF/OpSem/environments/VT.con
\e[0;32mOK
\e[0m 0.00
4997 cic:/BellLabs/lazyPCF/OpSem/environments/member.con
\e[0;32mOK
\e[0m 0.00
4998 cic:/Utrecht/Ramsey/Ramsey/FYA.con
\e[0;32mOK
\e[0m 0.00
4999 cic:/Utrecht/Ramsey/Ramsey/combine.con
\e[0;32mOK
\e[0m 0.00
5000 cic:/Utrecht/Ramsey/Ramsey/increasing.con
\e[0;32mOK
\e[0m 0.00
5001 cic:/Utrecht/ABP/abp_lem1/Bak4_2_1.con
\e[0;32mOK
\e[0m 0.01
5002 cic:/Utrecht/ABP/abp_lem1/Def4_3_1_2'.con
\e[0;32mOK
\e[0m 0.01
5003 cic:/Utrecht/ABP/abp_lem1/Def4_3_1_2.con
\e[0;32mOK
\e[0m 0.01
5004 cic:/Utrecht/ABP/abp_defs/ABP.con
\e[0;32mOK
\e[0m 0.00
5005 cic:/Utrecht/ABP/abp_defs/HLemma.con
\e[0;32mOK
\e[0m 0.02
5006 cic:/Utrecht/ABP/abp_defs/HLemmar2.con
\e[0;32mOK
\e[0m 0.00
5007 cic:/Utrecht/ABP/abp_defs/HLemmar3.con
\e[0;32mOK
\e[0m 0.01
5008 cic:/Utrecht/ABP/abp_defs/HLemmar5.con
\e[0;32mOK
\e[0m 0.01
5009 cic:/Utrecht/ABP/abp_defs/HLemmar6.con
\e[0;32mOK
\e[0m 0.01
5010 cic:/Utrecht/ABP/abp_defs/HLemmas2.con
\e[0;32mOK
\e[0m 0.01
5011 cic:/Utrecht/ABP/abp_defs/HLemmas3.con
\e[0;32mOK
\e[0m 0.01
5012 cic:/Utrecht/ABP/abp_defs/HLemmas5.con
\e[0;32mOK
\e[0m 0.01
5013 cic:/Utrecht/ABP/abp_defs/HLemmas6.con
\e[0;32mOK
\e[0m 0.01
5014 cic:/Utrecht/ABP/abp_defs/Inc2I.con
\e[0;32mOK
\e[0m 0.00
5015 cic:/Utrecht/ABP/abp_defs/Inc3I.con
\e[0;32mOK
\e[0m 0.00
5016 cic:/Utrecht/ABP/abp_defs/Inc5I.con
\e[0;32mOK
\e[0m 0.00
5017 cic:/Utrecht/ABP/abp_defs/Inc6I.con
\e[0;32mOK
\e[0m 0.00
5018 cic:/Utrecht/ABP/abp_defs/InintI''.con
\e[0;32mOK
\e[0m 0.00
5019 cic:/Utrecht/ABP/abp_defs/X.con
\e[0;32mOK
\e[0m 0.00
5020 cic:/Utrecht/ABP/abp_defs/X1.con
\e[0;32mOK
\e[0m 0.00
5021 cic:/Utrecht/ABP/abp_defs/X2.con
\e[0;32mOK
\e[0m 0.00
5022 cic:/Utrecht/ABP/abp_defs/Y.con
\e[0;32mOK
\e[0m 0.00
5023 cic:/Utrecht/ABP/abp_defs/Y1.con
\e[0;32mOK
\e[0m 0.00
5024 cic:/Utrecht/ABP/abp_defs/Y2.con
\e[0;32mOK
\e[0m 0.00
5025 cic:/Utrecht/ABP/abp_defs/eqD_elim.con
\e[0;32mOK
\e[0m 0.00
5026 cic:/Utrecht/ABP/abp_defs/eqD_intro.con
\e[0;32mOK
\e[0m 0.01
5027 cic:/Utrecht/ABP/abp_defs/eqF_elim.con
\e[0;32mOK
\e[0m 0.00
5028 cic:/Utrecht/ABP/abp_defs/eqF_intro.con
\e[0;32mOK
\e[0m 0.01
5029 cic:/Utrecht/ABP/abp_defs/eqf_elim.con
\e[0;32mOK
\e[0m 0.00
5030 cic:/Utrecht/ABP/abp_defs/eqf_intro.con
\e[0;32mOK
\e[0m 0.01
5031 cic:/Utrecht/ABP/abp_defs/neqc1c6.con
\e[0;32mOK
\e[0m 0.00
5032 cic:/Utrecht/ABP/abp_defs/neqc2c3.con
\e[0;32mOK
\e[0m 0.00
5033 cic:/Utrecht/ABP/abp_defs/neqc2c5.con
\e[0;32mOK
\e[0m 0.00
5034 cic:/Utrecht/ABP/abp_defs/neqc2int.con
\e[0;32mOK
\e[0m 0.00
5035 cic:/Utrecht/ABP/abp_defs/neqc2r1.con
\e[0;32mOK
\e[0m 0.00
5036 cic:/Utrecht/ABP/abp_defs/neqc2r2.con
\e[0;32mOK
\e[0m 0.00
5037 cic:/Utrecht/ABP/abp_defs/neqc2r3.con
\e[0;32mOK
\e[0m 0.00
5038 cic:/Utrecht/ABP/abp_defs/neqc2r5.con
\e[0;32mOK
\e[0m 0.00
5039 cic:/Utrecht/ABP/abp_defs/neqc2r6.con
\e[0;32mOK
\e[0m 0.00
5040 cic:/Utrecht/ABP/abp_defs/neqc2s2.con
\e[0;32mOK
\e[0m 0.00
5041 cic:/Utrecht/ABP/abp_defs/neqc2s3.con
\e[0;32mOK
\e[0m 0.00
5042 cic:/Utrecht/ABP/abp_defs/neqc2s4.con
\e[0;32mOK
\e[0m 0.00
5043 cic:/Utrecht/ABP/abp_defs/neqc2s5.con
\e[0;32mOK
\e[0m 0.00
5044 cic:/Utrecht/ABP/abp_defs/neqc2s6.con
\e[0;32mOK
\e[0m 0.00
5045 cic:/Utrecht/ABP/abp_defs/neqc2tau.con
\e[0;32mOK
\e[0m 0.00
5046 cic:/Utrecht/ABP/abp_defs/neqc3c2.con
\e[0;32mOK
\e[0m 0.00
5047 cic:/Utrecht/ABP/abp_defs/neqc3c5.con
\e[0;32mOK
\e[0m 0.00
5048 cic:/Utrecht/ABP/abp_defs/neqc3c6.con
\e[0;32mOK
\e[0m 0.00
5049 cic:/Utrecht/ABP/abp_defs/neqc3int.con
\e[0;32mOK
\e[0m 0.00
5050 cic:/Utrecht/ABP/abp_defs/neqc3r1.con
\e[0;32mOK
\e[0m 0.00
5051 cic:/Utrecht/ABP/abp_defs/neqc3r2.con
\e[0;32mOK
\e[0m 0.00
5052 cic:/Utrecht/ABP/abp_defs/neqc3r3.con
\e[0;32mOK
\e[0m 0.00
5053 cic:/Utrecht/ABP/abp_defs/neqc3r5.con
\e[0;32mOK
\e[0m 0.00
5054 cic:/Utrecht/ABP/abp_defs/neqc3r6.con
\e[0;32mOK
\e[0m 0.00
5055 cic:/Utrecht/ABP/abp_defs/neqc3s2.con
\e[0;32mOK
\e[0m 0.00
5056 cic:/Utrecht/ABP/abp_defs/neqc3s3.con
\e[0;32mOK
\e[0m 0.00
5057 cic:/Utrecht/ABP/abp_defs/neqc3s4.con
\e[0;32mOK
\e[0m 0.00
5058 cic:/Utrecht/ABP/abp_defs/neqc3s5.con
\e[0;32mOK
\e[0m 0.00
5059 cic:/Utrecht/ABP/abp_defs/neqc3s6.con
\e[0;32mOK
\e[0m 0.00
5060 cic:/Utrecht/ABP/abp_defs/neqc3tau.con
\e[0;32mOK
\e[0m 0.00
5061 cic:/Utrecht/ABP/abp_defs/neqc5c2.con
\e[0;32mOK
\e[0m 0.00
5062 cic:/Utrecht/ABP/abp_defs/neqc5c3.con
\e[0;32mOK
\e[0m 0.00
5063 cic:/Utrecht/ABP/abp_defs/neqc5c6.con
\e[0;32mOK
\e[0m 0.01
5064 cic:/Utrecht/ABP/abp_defs/neqc5int.con
\e[0;32mOK
\e[0m 0.00
5065 cic:/Utrecht/ABP/abp_defs/neqc5r1.con
\e[0;32mOK
\e[0m 0.00
5066 cic:/Utrecht/ABP/abp_defs/neqc5r2.con
\e[0;32mOK
\e[0m 0.00
5067 cic:/Utrecht/ABP/abp_defs/neqc5r3.con
\e[0;32mOK
\e[0m 0.00
5068 cic:/Utrecht/ABP/abp_defs/neqc5r5.con
\e[0;32mOK
\e[0m 0.00
5069 cic:/Utrecht/ABP/abp_defs/neqc5r6.con
\e[0;32mOK
\e[0m 0.00
5070 cic:/Utrecht/ABP/abp_defs/neqc5s2.con
\e[0;32mOK
\e[0m 0.00
5071 cic:/Utrecht/ABP/abp_defs/neqc5s3.con
\e[0;32mOK
\e[0m 0.00
5072 cic:/Utrecht/ABP/abp_defs/neqc5s4.con
\e[0;32mOK
\e[0m 0.00
5073 cic:/Utrecht/ABP/abp_defs/neqc5s5.con
\e[0;32mOK
\e[0m 0.00
5074 cic:/Utrecht/ABP/abp_defs/neqc5s6.con
\e[0;32mOK
\e[0m 0.00
5075 cic:/Utrecht/ABP/abp_defs/neqc5tau.con
\e[0;32mOK
\e[0m 0.00
5076 cic:/Utrecht/ABP/abp_defs/neqc6c2.con
\e[0;32mOK
\e[0m 0.00
5077 cic:/Utrecht/ABP/abp_defs/neqc6c3.con
\e[0;32mOK
\e[0m 0.00
5078 cic:/Utrecht/ABP/abp_defs/neqc6c5.con
\e[0;32mOK
\e[0m 0.00
5079 cic:/Utrecht/ABP/abp_defs/neqc6int.con
\e[0;32mOK
\e[0m 0.00
5080 cic:/Utrecht/ABP/abp_defs/neqc6r1.con
\e[0;32mOK
\e[0m 0.00
5081 cic:/Utrecht/ABP/abp_defs/neqc6r2.con
\e[0;32mOK
\e[0m 0.00
5082 cic:/Utrecht/ABP/abp_defs/neqc6r3.con
\e[0;32mOK
\e[0m 0.00
5083 cic:/Utrecht/ABP/abp_defs/neqc6r5.con
\e[0;32mOK
\e[0m 0.00
5084 cic:/Utrecht/ABP/abp_defs/neqc6r6.con
\e[0;32mOK
\e[0m 0.00
5085 cic:/Utrecht/ABP/abp_defs/neqc6s2.con
\e[0;32mOK
\e[0m 0.00
5086 cic:/Utrecht/ABP/abp_defs/neqc6s3.con
\e[0;32mOK
\e[0m 0.00
5087 cic:/Utrecht/ABP/abp_defs/neqc6s4.con
\e[0;32mOK
\e[0m 0.00
5088 cic:/Utrecht/ABP/abp_defs/neqc6s5.con
\e[0;32mOK
\e[0m 0.00
5089 cic:/Utrecht/ABP/abp_defs/neqc6s6.con
\e[0;32mOK
\e[0m 0.00
5090 cic:/Utrecht/ABP/abp_defs/neqc6tau.con
\e[0;32mOK
\e[0m 0.00
5091 cic:/Utrecht/ABP/abp_defs/neqintc2.con
\e[0;32mOK
\e[0m 0.00
5092 cic:/Utrecht/ABP/abp_defs/neqintc3.con
\e[0;32mOK
\e[0m 0.00
5093 cic:/Utrecht/ABP/abp_defs/neqintc5.con
\e[0;32mOK
\e[0m 0.00
5094 cic:/Utrecht/ABP/abp_defs/neqintc6.con
\e[0;32mOK
\e[0m 0.00
5095 cic:/Utrecht/ABP/abp_defs/neqintr1.con
\e[0;32mOK
\e[0m 0.00
5096 cic:/Utrecht/ABP/abp_defs/neqintr2.con
\e[0;32mOK
\e[0m 0.00
5097 cic:/Utrecht/ABP/abp_defs/neqintr3.con
\e[0;32mOK
\e[0m 0.00
5098 cic:/Utrecht/ABP/abp_defs/neqintr5.con
\e[0;32mOK
\e[0m 0.00
5099 cic:/Utrecht/ABP/abp_defs/neqintr6.con
\e[0;32mOK
\e[0m 0.00
5100 cic:/Utrecht/ABP/abp_defs/neqints2.con
\e[0;32mOK
\e[0m 0.00
5101 cic:/Utrecht/ABP/abp_defs/neqints3.con
\e[0;32mOK
\e[0m 0.00
5102 cic:/Utrecht/ABP/abp_defs/neqints4.con
\e[0;32mOK
\e[0m 0.00
5103 cic:/Utrecht/ABP/abp_defs/neqints5.con
\e[0;32mOK
\e[0m 0.00
5104 cic:/Utrecht/ABP/abp_defs/neqints6.con
\e[0;32mOK
\e[0m 0.00
5105 cic:/Utrecht/ABP/abp_defs/neqinttau.con
\e[0;32mOK
\e[0m 0.00
5106 cic:/Utrecht/ABP/abp_defs/neqr1c2.con
\e[0;32mOK
\e[0m 0.00
5107 cic:/Utrecht/ABP/abp_defs/neqr1c3.con
\e[0;32mOK
\e[0m 0.00
5108 cic:/Utrecht/ABP/abp_defs/neqr1c5.con
\e[0;32mOK
\e[0m 0.00
5109 cic:/Utrecht/ABP/abp_defs/neqr1c6.con
\e[0;32mOK
\e[0m 0.00
5110 cic:/Utrecht/ABP/abp_defs/neqr1int.con
\e[0;32mOK
\e[0m 0.00
5111 cic:/Utrecht/ABP/abp_defs/neqr1r2.con
\e[0;32mOK
\e[0m 0.00
5112 cic:/Utrecht/ABP/abp_defs/neqr1r3.con
\e[0;32mOK
\e[0m 0.00
5113 cic:/Utrecht/ABP/abp_defs/neqr1r5.con
\e[0;32mOK
\e[0m 0.00
5114 cic:/Utrecht/ABP/abp_defs/neqr1r6.con
\e[0;32mOK
\e[0m 0.00
5115 cic:/Utrecht/ABP/abp_defs/neqr1s2.con
\e[0;32mOK
\e[0m 0.00
5116 cic:/Utrecht/ABP/abp_defs/neqr1s3.con
\e[0;32mOK
\e[0m 0.00
5117 cic:/Utrecht/ABP/abp_defs/neqr1s4.con
\e[0;32mOK
\e[0m 0.00
5118 cic:/Utrecht/ABP/abp_defs/neqr1s5.con
\e[0;32mOK
\e[0m 0.00
5119 cic:/Utrecht/ABP/abp_defs/neqr1s6.con
\e[0;32mOK
\e[0m 0.00
5120 cic:/Utrecht/ABP/abp_defs/neqr1tau.con
\e[0;32mOK
\e[0m 0.00
5121 cic:/Utrecht/ABP/abp_defs/neqr2c2.con
\e[0;32mOK
\e[0m 0.00
5122 cic:/Utrecht/ABP/abp_defs/neqr2c3.con
\e[0;32mOK
\e[0m 0.00
5123 cic:/Utrecht/ABP/abp_defs/neqr2c5.con
\e[0;32mOK
\e[0m 0.00
5124 cic:/Utrecht/ABP/abp_defs/neqr2c6.con
\e[0;32mOK
\e[0m 0.00
5125 cic:/Utrecht/ABP/abp_defs/neqr2int.con
\e[0;32mOK
\e[0m 0.00
5126 cic:/Utrecht/ABP/abp_defs/neqr2r1.con
\e[0;32mOK
\e[0m 0.00
5127 cic:/Utrecht/ABP/abp_defs/neqr2r3.con
\e[0;32mOK
\e[0m 0.00
5128 cic:/Utrecht/ABP/abp_defs/neqr2r5.con
\e[0;32mOK
\e[0m 0.00
5129 cic:/Utrecht/ABP/abp_defs/neqr2r6.con
\e[0;32mOK
\e[0m 0.00
5130 cic:/Utrecht/ABP/abp_defs/neqr2s2.con
\e[0;32mOK
\e[0m 0.00
5131 cic:/Utrecht/ABP/abp_defs/neqr2s3.con
\e[0;32mOK
\e[0m 0.00
5132 cic:/Utrecht/ABP/abp_defs/neqr2s4.con
\e[0;32mOK
\e[0m 0.00
5133 cic:/Utrecht/ABP/abp_defs/neqr2s5.con
\e[0;32mOK
\e[0m 0.00
5134 cic:/Utrecht/ABP/abp_defs/neqr2s6.con
\e[0;32mOK
\e[0m 0.00
5135 cic:/Utrecht/ABP/abp_defs/neqr2tau.con
\e[0;32mOK
\e[0m 0.00
5136 cic:/Utrecht/ABP/abp_defs/neqr3c2.con
\e[0;32mOK
\e[0m 0.00
5137 cic:/Utrecht/ABP/abp_defs/neqr3c3.con
\e[0;32mOK
\e[0m 0.00
5138 cic:/Utrecht/ABP/abp_defs/neqr3c5.con
\e[0;32mOK
\e[0m 0.00
5139 cic:/Utrecht/ABP/abp_defs/neqr3c6.con
\e[0;32mOK
\e[0m 0.00
5140 cic:/Utrecht/ABP/abp_defs/neqr3int.con
\e[0;32mOK
\e[0m 0.00
5141 cic:/Utrecht/ABP/abp_defs/neqr3r1.con
\e[0;32mOK
\e[0m 0.00
5142 cic:/Utrecht/ABP/abp_defs/neqr3r2.con
\e[0;32mOK
\e[0m 0.00
5143 cic:/Utrecht/ABP/abp_defs/neqr3r5.con
\e[0;32mOK
\e[0m 0.00
5144 cic:/Utrecht/ABP/abp_defs/neqr3r6.con
\e[0;32mOK
\e[0m 0.00
5145 cic:/Utrecht/ABP/abp_defs/neqr3s2.con
\e[0;32mOK
\e[0m 0.01
5146 cic:/Utrecht/ABP/abp_defs/neqr3s3.con
\e[0;32mOK
\e[0m 0.00
5147 cic:/Utrecht/ABP/abp_defs/neqr3s4.con
\e[0;32mOK
\e[0m 0.00
5148 cic:/Utrecht/ABP/abp_defs/neqr3s5.con
\e[0;32mOK
\e[0m 0.00
5149 cic:/Utrecht/ABP/abp_defs/neqr3s6.con
\e[0;32mOK
\e[0m 0.00
5150 cic:/Utrecht/ABP/abp_defs/neqr3tau.con
\e[0;32mOK
\e[0m 0.00
5151 cic:/Utrecht/ABP/abp_defs/neqr5c2.con
\e[0;32mOK
\e[0m 0.00
5152 cic:/Utrecht/ABP/abp_defs/neqr5c3.con
\e[0;32mOK
\e[0m 0.01
5153 cic:/Utrecht/ABP/abp_defs/neqr5c5.con
\e[0;32mOK
\e[0m 0.00
5154 cic:/Utrecht/ABP/abp_defs/neqr5c6.con
\e[0;32mOK
\e[0m 0.00
5155 cic:/Utrecht/ABP/abp_defs/neqr5int.con
\e[0;32mOK
\e[0m 0.00
5156 cic:/Utrecht/ABP/abp_defs/neqr5r1.con
\e[0;32mOK
\e[0m 0.00
5157 cic:/Utrecht/ABP/abp_defs/neqr5r2.con
\e[0;32mOK
\e[0m 0.01
5158 cic:/Utrecht/ABP/abp_defs/neqr5r3.con
\e[0;32mOK
\e[0m 0.00
5159 cic:/Utrecht/ABP/abp_defs/neqr5r6.con
\e[0;32mOK
\e[0m 0.01
5160 cic:/Utrecht/ABP/abp_defs/neqr5s2.con
\e[0;32mOK
\e[0m 0.00
5161 cic:/Utrecht/ABP/abp_defs/neqr5s3.con
\e[0;32mOK
\e[0m 0.00
5162 cic:/Utrecht/ABP/abp_defs/neqr5s4.con
\e[0;32mOK
\e[0m 0.00
5163 cic:/Utrecht/ABP/abp_defs/neqr5s5.con
\e[0;32mOK
\e[0m 0.01
5164 cic:/Utrecht/ABP/abp_defs/neqr5s6.con
\e[0;32mOK
\e[0m 0.00
5165 cic:/Utrecht/ABP/abp_defs/neqr5tau.con
\e[0;32mOK
\e[0m 0.00
5166 cic:/Utrecht/ABP/abp_defs/neqr6c2.con
\e[0;32mOK
\e[0m 0.00
5167 cic:/Utrecht/ABP/abp_defs/neqr6c3.con
\e[0;32mOK
\e[0m 0.00
5168 cic:/Utrecht/ABP/abp_defs/neqr6c5.con
\e[0;32mOK
\e[0m 0.00
5169 cic:/Utrecht/ABP/abp_defs/neqr6c6.con
\e[0;32mOK
\e[0m 0.00
5170 cic:/Utrecht/ABP/abp_defs/neqr6int.con
\e[0;32mOK
\e[0m 0.00
5171 cic:/Utrecht/ABP/abp_defs/neqr6r1.con
\e[0;32mOK
\e[0m 0.00
5172 cic:/Utrecht/ABP/abp_defs/neqr6r2.con
\e[0;32mOK
\e[0m 0.00
5173 cic:/Utrecht/ABP/abp_defs/neqr6r3.con
\e[0;32mOK
\e[0m 0.00
5174 cic:/Utrecht/ABP/abp_defs/neqr6r5.con
\e[0;32mOK
\e[0m 0.00
5175 cic:/Utrecht/ABP/abp_defs/neqr6s2.con
\e[0;32mOK
\e[0m 0.00
5176 cic:/Utrecht/ABP/abp_defs/neqr6s3.con
\e[0;32mOK
\e[0m 0.00
5177 cic:/Utrecht/ABP/abp_defs/neqr6s4.con
\e[0;32mOK
\e[0m 0.00
5178 cic:/Utrecht/ABP/abp_defs/neqr6s5.con
\e[0;32mOK
\e[0m 0.00
5179 cic:/Utrecht/ABP/abp_defs/neqr6s6.con
\e[0;32mOK
\e[0m 0.00
5180 cic:/Utrecht/ABP/abp_defs/neqr6tau.con
\e[0;32mOK
\e[0m 0.00
5181 cic:/Utrecht/ABP/abp_defs/neqs2c2.con
\e[0;32mOK
\e[0m 0.00
5182 cic:/Utrecht/ABP/abp_defs/neqs2c3.con
\e[0;32mOK
\e[0m 0.00
5183 cic:/Utrecht/ABP/abp_defs/neqs2c5.con
\e[0;32mOK
\e[0m 0.00
5184 cic:/Utrecht/ABP/abp_defs/neqs2c6.con
\e[0;32mOK
\e[0m 0.00
5185 cic:/Utrecht/ABP/abp_defs/neqs2int.con
\e[0;32mOK
\e[0m 0.01
5186 cic:/Utrecht/ABP/abp_defs/neqs2r1.con
\e[0;32mOK
\e[0m 0.00
5187 cic:/Utrecht/ABP/abp_defs/neqs2r2.con
\e[0;32mOK
\e[0m 0.00
5188 cic:/Utrecht/ABP/abp_defs/neqs2r3.con
\e[0;32mOK
\e[0m 0.00
5189 cic:/Utrecht/ABP/abp_defs/neqs2r5.con
\e[0;32mOK
\e[0m 0.00
5190 cic:/Utrecht/ABP/abp_defs/neqs2r6.con
\e[0;32mOK
\e[0m 0.00
5191 cic:/Utrecht/ABP/abp_defs/neqs2s3.con
\e[0;32mOK
\e[0m 0.00
5192 cic:/Utrecht/ABP/abp_defs/neqs2s4.con
\e[0;32mOK
\e[0m 0.00
5193 cic:/Utrecht/ABP/abp_defs/neqs2s5.con
\e[0;32mOK
\e[0m 0.00
5194 cic:/Utrecht/ABP/abp_defs/neqs2s6.con
\e[0;32mOK
\e[0m 0.00
5195 cic:/Utrecht/ABP/abp_defs/neqs2tau.con
\e[0;32mOK
\e[0m 0.00
5196 cic:/Utrecht/ABP/abp_defs/neqs3c2.con
\e[0;32mOK
\e[0m 0.00
5197 cic:/Utrecht/ABP/abp_defs/neqs3c3.con
\e[0;32mOK
\e[0m 0.00
5198 cic:/Utrecht/ABP/abp_defs/neqs3c5.con
\e[0;32mOK
\e[0m 0.00
5199 cic:/Utrecht/ABP/abp_defs/neqs3c6.con
\e[0;32mOK
\e[0m 0.00
5200 cic:/Utrecht/ABP/abp_defs/neqs3int.con
\e[0;32mOK
\e[0m 0.00
5201 cic:/Utrecht/ABP/abp_defs/neqs3r1.con
\e[0;32mOK
\e[0m 0.00
5202 cic:/Utrecht/ABP/abp_defs/neqs3r2.con
\e[0;32mOK
\e[0m 0.00
5203 cic:/Utrecht/ABP/abp_defs/neqs3r3.con
\e[0;32mOK
\e[0m 0.00
5204 cic:/Utrecht/ABP/abp_defs/neqs3r5.con
\e[0;32mOK
\e[0m 0.00
5205 cic:/Utrecht/ABP/abp_defs/neqs3r6.con
\e[0;32mOK
\e[0m 0.00
5206 cic:/Utrecht/ABP/abp_defs/neqs3s2.con
\e[0;32mOK
\e[0m 0.00
5207 cic:/Utrecht/ABP/abp_defs/neqs3s4.con
\e[0;32mOK
\e[0m 0.00
5208 cic:/Utrecht/ABP/abp_defs/neqs3s5.con
\e[0;32mOK
\e[0m 0.00
5209 cic:/Utrecht/ABP/abp_defs/neqs3s6.con
\e[0;32mOK
\e[0m 0.00
5210 cic:/Utrecht/ABP/abp_defs/neqs3tau.con
\e[0;32mOK
\e[0m 0.00
5211 cic:/Utrecht/ABP/abp_defs/neqs4c2.con
\e[0;32mOK
\e[0m 0.00
5212 cic:/Utrecht/ABP/abp_defs/neqs4c3.con
\e[0;32mOK
\e[0m 0.00
5213 cic:/Utrecht/ABP/abp_defs/neqs4c5.con
\e[0;32mOK
\e[0m 0.00
5214 cic:/Utrecht/ABP/abp_defs/neqs4c6.con
\e[0;32mOK
\e[0m 0.00
5215 cic:/Utrecht/ABP/abp_defs/neqs4int.con
\e[0;32mOK
\e[0m 0.00
5216 cic:/Utrecht/ABP/abp_defs/neqs4r1.con
\e[0;32mOK
\e[0m 0.00
5217 cic:/Utrecht/ABP/abp_defs/neqs4r2.con
\e[0;32mOK
\e[0m 0.00
5218 cic:/Utrecht/ABP/abp_defs/neqs4r3.con
\e[0;32mOK
\e[0m 0.00
5219 cic:/Utrecht/ABP/abp_defs/neqs4r5.con
\e[0;32mOK
\e[0m 0.00
5220 cic:/Utrecht/ABP/abp_defs/neqs4r6.con
\e[0;32mOK
\e[0m 0.00
5221 cic:/Utrecht/ABP/abp_defs/neqs4s2.con
\e[0;32mOK
\e[0m 0.00
5222 cic:/Utrecht/ABP/abp_defs/neqs4s3.con
\e[0;32mOK
\e[0m 0.00
5223 cic:/Utrecht/ABP/abp_defs/neqs4s5.con
\e[0;32mOK
\e[0m 0.00
5224 cic:/Utrecht/ABP/abp_defs/neqs4s6.con
\e[0;32mOK
\e[0m 0.00
5225 cic:/Utrecht/ABP/abp_defs/neqs4tau.con
\e[0;32mOK
\e[0m 0.00
5226 cic:/Utrecht/ABP/abp_defs/neqs5c2.con
\e[0;32mOK
\e[0m 0.00
5227 cic:/Utrecht/ABP/abp_defs/neqs5c3.con
\e[0;32mOK
\e[0m 0.00
5228 cic:/Utrecht/ABP/abp_defs/neqs5c5.con
\e[0;32mOK
\e[0m 0.00
5229 cic:/Utrecht/ABP/abp_defs/neqs5c6.con
\e[0;32mOK
\e[0m 0.00
5230 cic:/Utrecht/ABP/abp_defs/neqs5int.con
\e[0;32mOK
\e[0m 0.00
5231 cic:/Utrecht/ABP/abp_defs/neqs5r1.con
\e[0;32mOK
\e[0m 0.00
5232 cic:/Utrecht/ABP/abp_defs/neqs5r2.con
\e[0;32mOK
\e[0m 0.00
5233 cic:/Utrecht/ABP/abp_defs/neqs5r3.con
\e[0;32mOK
\e[0m 0.00
5234 cic:/Utrecht/ABP/abp_defs/neqs5r5.con
\e[0;32mOK
\e[0m 0.00
5235 cic:/Utrecht/ABP/abp_defs/neqs5r6.con
\e[0;32mOK
\e[0m 0.00
5236 cic:/Utrecht/ABP/abp_defs/neqs5s2.con
\e[0;32mOK
\e[0m 0.00
5237 cic:/Utrecht/ABP/abp_defs/neqs5s3.con
\e[0;32mOK
\e[0m 0.00
5238 cic:/Utrecht/ABP/abp_defs/neqs5s4.con
\e[0;32mOK
\e[0m 0.00
5239 cic:/Utrecht/ABP/abp_defs/neqs5s6.con
\e[0;32mOK
\e[0m 0.00
5240 cic:/Utrecht/ABP/abp_defs/neqs5tau.con
\e[0;32mOK
\e[0m 0.00
5241 cic:/Utrecht/ABP/abp_defs/neqs6c2.con
\e[0;32mOK
\e[0m 0.00
5242 cic:/Utrecht/ABP/abp_defs/neqs6c3.con
\e[0;32mOK
\e[0m 0.00
5243 cic:/Utrecht/ABP/abp_defs/neqs6c5.con
\e[0;32mOK
\e[0m 0.00
5244 cic:/Utrecht/ABP/abp_defs/neqs6c6.con
\e[0;32mOK
\e[0m 0.00
5245 cic:/Utrecht/ABP/abp_defs/neqs6int.con
\e[0;32mOK
\e[0m 0.00
5246 cic:/Utrecht/ABP/abp_defs/neqs6r1.con
\e[0;32mOK
\e[0m 0.00
5247 cic:/Utrecht/ABP/abp_defs/neqs6r2.con
\e[0;32mOK
\e[0m 0.00
5248 cic:/Utrecht/ABP/abp_defs/neqs6r3.con
\e[0;32mOK
\e[0m 0.00
5249 cic:/Utrecht/ABP/abp_defs/neqs6r5.con
\e[0;32mOK
\e[0m 0.01
5250 cic:/Utrecht/ABP/abp_defs/neqs6r6.con
\e[0;32mOK
\e[0m 0.01
5251 cic:/Utrecht/ABP/abp_defs/neqs6s2.con
\e[0;32mOK
\e[0m 0.00
5252 cic:/Utrecht/ABP/abp_defs/neqs6s3.con
\e[0;32mOK
\e[0m 0.00
5253 cic:/Utrecht/ABP/abp_defs/neqs6s4.con
\e[0;32mOK
\e[0m 0.00
5254 cic:/Utrecht/ABP/abp_defs/neqs6s5.con
\e[0;32mOK
\e[0m 0.00
5255 cic:/Utrecht/ABP/abp_defs/neqs6tau.con
\e[0;32mOK
\e[0m 0.00
5256 cic:/Utrecht/ABP/abp_defs/neqtauc2.con
\e[0;32mOK
\e[0m 0.00
5257 cic:/Utrecht/ABP/abp_defs/neqtauc3.con
\e[0;32mOK
\e[0m 0.00
5258 cic:/Utrecht/ABP/abp_defs/neqtauc5.con
\e[0;32mOK
\e[0m 0.00
5259 cic:/Utrecht/ABP/abp_defs/neqtauc6.con
\e[0;32mOK
\e[0m 0.00
5260 cic:/Utrecht/ABP/abp_defs/neqtauint.con
\e[0;32mOK
\e[0m 0.00
5261 cic:/Utrecht/ABP/abp_defs/neqtaur1.con
\e[0;32mOK
\e[0m 0.00
5262 cic:/Utrecht/ABP/abp_defs/neqtaur2.con
\e[0;32mOK
\e[0m 0.00
5263 cic:/Utrecht/ABP/abp_defs/neqtaur3.con
\e[0;32mOK
\e[0m 0.00
5264 cic:/Utrecht/ABP/abp_defs/neqtaur5.con
\e[0;32mOK
\e[0m 0.00
5265 cic:/Utrecht/ABP/abp_defs/neqtaur6.con
\e[0;32mOK
\e[0m 0.00
5266 cic:/Utrecht/ABP/abp_defs/neqtaus2.con
\e[0;32mOK
\e[0m 0.00
5267 cic:/Utrecht/ABP/abp_defs/neqtaus3.con
\e[0;32mOK
\e[0m 0.00
5268 cic:/Utrecht/ABP/abp_defs/neqtaus4.con
\e[0;32mOK
\e[0m 0.00
5269 cic:/Utrecht/ABP/abp_defs/neqtaus5.con
\e[0;32mOK
\e[0m 0.00
5270 cic:/Utrecht/ABP/abp_defs/neqtaus6.con
\e[0;32mOK
\e[0m 0.00
5271 cic:/Utrecht/ABP/abp_base/A6.con
\e[0;32mOK
\e[0m 0.00
5272 cic:/Utrecht/ABP/abp_base/A7.con
\e[0;32mOK
\e[0m 0.00
5273 cic:/Utrecht/ABP/abp_base/CF2''.con
\e[0;32mOK
\e[0m 0.00
5274 cic:/Utrecht/ABP/abp_base/CF2'.con
\e[0;32mOK
\e[0m 0.00
5275 cic:/Utrecht/ABP/abp_base/CF2.con
\e[0;32mOK
\e[0m 0.00
5276 cic:/Utrecht/ABP/abp_base/D1.con
\e[0;32mOK
\e[0m 0.00
5277 cic:/Utrecht/ABP/abp_base/D2.con
\e[0;32mOK
\e[0m 0.00
5278 cic:/Utrecht/ABP/abp_base/D3.con
\e[0;32mOK
\e[0m 0.00
5279 cic:/Utrecht/ABP/abp_base/D4.con
\e[0;32mOK
\e[0m 0.00
5280 cic:/Utrecht/ABP/abp_base/D5.con
\e[0;32mOK
\e[0m 0.00
5281 cic:/Utrecht/ABP/abp_base/EXP2.con
\e[0;32mOK
\e[0m 0.01
5282 cic:/Utrecht/ABP/abp_base/G12.con
\e[0;32mOK
\e[0m 0.00
5283 cic:/Utrecht/ABP/abp_base/G13.con
\e[0;32mOK
\e[0m 0.00
5284 cic:/Utrecht/ABP/abp_base/Handshaking.con
\e[0;32mOK
\e[0m 0.00
5285 cic:/Utrecht/ABP/abp_base/KFAR2.con
\e[0;32mOK
\e[0m 0.00
5286 cic:/Utrecht/ABP/abp_base/Lemma4.con
\e[0;32mOK
\e[0m 0.00
5287 cic:/Utrecht/ABP/abp_base/SC6.con
\e[0;32mOK
\e[0m 0.01
5288 cic:/Utrecht/ABP/abp_base/SC7.con
\e[0;32mOK
\e[0m 0.47
5289 cic:/Utrecht/ABP/abp_base/SUM8.con
\e[0;32mOK
\e[0m 0.00
5290 cic:/Utrecht/ABP/abp_base/SUM9.con
\e[0;32mOK
\e[0m 0.00
5291 cic:/Utrecht/ABP/abp_base/TI1.con
\e[0;32mOK
\e[0m 0.00
5292 cic:/Utrecht/ABP/abp_base/TI2.con
\e[0;32mOK
\e[0m 0.00
5293 cic:/Utrecht/ABP/abp_base/TI3.con
\e[0;32mOK
\e[0m 0.00
5294 cic:/Utrecht/ABP/abp_base/TI4.con
\e[0;32mOK
\e[0m 0.00
5295 cic:/Utrecht/ABP/abp_base/TI5.con
\e[0;32mOK
\e[0m 0.00
5296 cic:/Utrecht/ABP/abp_base/ehlist_ind.con
\e[0;32mOK
\e[0m 0.00
5297 cic:/Utrecht/ABP/abp_base/ehlist_rec.con
\e[0;32mOK
\e[0m 0.00
5298 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/EqSt.ind
\e[0;32mOK
\e[0m 0.00
5299 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Exists.ind
\e[0;32mOK
\e[0m 0.00
5300 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend1.ind
\e[0;32mOK
\e[0m 0.00
5301 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend2.ind
\e[0;32mOK
\e[0m 0.00
5302 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Extend3.ind
\e[0;32mOK
\e[0m 0.00
5303 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/ExtendFrom.ind
\e[0;32mOK
\e[0m 0.00
5304 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/ForAllS.ind
\e[0;32mOK
\e[0m 0.00
5305 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/ForAllStr.ind
\e[0;32mOK
\e[0m 0.00
5306 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/ForAllStr2.ind
\e[0;32mOK
\e[0m 0.00
5307 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Str_nth_tl.con
\e[0;32mOK
\e[0m 0.00
5308 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/extend.con
\e[0;32mOK
\e[0m 0.00
5309 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/extend2.con
\e[0;32mOK
\e[0m 0.00
5310 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/extend3.con
\e[0;32mOK
\e[0m 0.00
5311 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/extendNTo1.con
\e[0;32mOK
\e[0m 0.00
5312 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/l_ListOfStr2StrOfLists.con
\e[0;32mOK
\e[0m 0.00
5313 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/mapStr.con
\e[0;32mOK
\e[0m 0.00
5314 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/mapStr2.con
\e[0;32mOK
\e[0m 0.00
5315 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/ForAllEntry.con
\e[0;32mOK
\e[0m 0.00
5316 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/ForAllEntry2.con
\e[0;32mOK
\e[0m 0.00
5317 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/HaveEntry.con
\e[0;32mOK
\e[0m 0.00
5318 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_addShdw.con
\e[0;32mOK
\e[0m 0.00
5319 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_chng.con
\e[0;32mOK
\e[0m 0.01
5320 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_codomain.con
\e[0;32mOK
\e[0m 0.00
5321 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_domain.con
\e[0;32mOK
\e[0m 0.00
5322 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_empty.con
\e[0;32mOK
\e[0m 0.00
5323 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_filter.con
\e[0;32mOK
\e[0m 0.00
5324 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_fromList.con
\e[0;32mOK
\e[0m 0.00
5325 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_map.con
\e[0;32mOK
\e[0m 0.01
5326 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_mapk.con
\e[0;32mOK
\e[0m 0.01
5327 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_toList.con
\e[0;32mOK
\e[0m 0.00
5328 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_zip.con
\e[0;32mOK
\e[0m 0.00
5329 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sndEqualDec.con
\e[0;32mOK
\e[0m 0.01
5330 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Remapping_Values/dico1.var
\e[0;32mOK
\e[0m 0.00
5331 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Iteration_On_Simple_Blocks_Of_Declarations/dico1.var
\e[0;32mOK
\e[0m 0.00
5332 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Iteration_On_Simple_Blocks_Of_Declarations/dico2.var
\e[0;32mOK
\e[0m 0.00
5333 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/Iteration_On_Simple_Blocks_Of_Declarations/dico22.var
\e[0;32mOK
\e[0m 0.00
5334 cic:/Suresnes/MiniC/Utilitaires/SetOf/IsSorted_ind.con
\e[0;32mOK
\e[0m 0.01
5335 cic:/Suresnes/MiniC/Utilitaires/SetOf/setOf.con
\e[0;32mOK
\e[0m 0.00
5336 cic:/Suresnes/MiniC/Utilitaires/MLImport/option_ind.con
\e[0;32mOK
\e[0m 0.00
5337 cic:/Suresnes/MiniC/Utilitaires/MLImport/option_rec.con
\e[0;32mOK
\e[0m 0.00
5338 cic:/Suresnes/MiniC/Utilitaires/ListDefs/Exists_ind.con
\e[0;32mOK
\e[0m 0.01
5339 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll2_ind.con
\e[0;32mOK
\e[0m 0.01
5340 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll3_ind.con
\e[0;32mOK
\e[0m 0.01
5341 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll4_ind.con
\e[0;32mOK
\e[0m 0.01
5342 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAllDep.ind
\e[0;32mOK
\e[0m 0.00
5343 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAllLeft.ind
\e[0;32mOK
\e[0m 0.00
5344 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAll_ind.con
\e[0;32mOK
\e[0m 0.01
5345 cic:/Suresnes/MiniC/Utilitaires/ListDefs/addList.con
\e[0;32mOK
\e[0m 0.00
5346 cic:/Suresnes/MiniC/Utilitaires/ListDefs/filterDec.con
\e[0;32mOK
\e[0m 0.00
5347 cic:/Suresnes/MiniC/Utilitaires/ListDefs/forAll.con
\e[0;32mOK
\e[0m 0.00
5348 cic:/Suresnes/MiniC/Utilitaires/ListDefs/list_visit.con
\e[0;32mOK
\e[0m 0.00
5349 cic:/Suresnes/MiniC/Utilitaires/ListDefs/mapAndConcatLeft.con
\e[0;32mOK
\e[0m 0.00
5350 cic:/Suresnes/MiniC/Utilitaires/ListDefs/mapAndConcatRight.con
\e[0;32mOK
\e[0m 0.00
5351 cic:/Suresnes/MiniC/Utilitaires/ListDefs/mapIndex.con
\e[0;32mOK
\e[0m 0.00
5352 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_AddShdw1.con
\e[0;32mOK
\e[0m 0.00
5353 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_AddShdw2.con
\e[0;32mOK
\e[0m 0.00
5354 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_AssocValIs.con
\e[0;32mOK
\e[0m 0.00
5355 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_Empty.con
\e[0;32mOK
\e[0m 0.00
5356 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_Filter.con
\e[0;32mOK
\e[0m 0.00
5357 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_Remove.con
\e[0;32mOK
\e[0m 0.00
5358 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_add.con
\e[0;32mOK
\e[0m 0.00
5359 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_codomain.con
\e[0;32mOK
\e[0m 0.00
5360 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_domain.con
\e[0;32mOK
\e[0m 0.00
5361 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_fold_left.con
\e[0;32mOK
\e[0m 0.00
5362 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_fold_right.con
\e[0;32mOK
\e[0m 0.00
5363 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_fromList.con
\e[0;32mOK
\e[0m 0.00
5364 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_image.con
\e[0;32mOK
\e[0m 0.00
5365 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_image2.con
\e[0;32mOK
\e[0m 0.00
5366 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_visit.con
\e[0;32mOK
\e[0m 0.00
5367 cic:/Suresnes/MiniC/Utilitaires/DecisionProcedures/eq_bool_dec.con
\e[0;32mOK
\e[0m 0.01
5368 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_AssocValIs.con
\e[0;32mOK
\e[0m 0.01
5369 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_addShdw.con
\e[0;32mOK
\e[0m 0.00
5370 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_addone.con
\e[0;32mOK
\e[0m 0.00
5371 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_codomain.con
\e[0;32mOK
\e[0m 0.00
5372 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_domain.con
\e[0;32mOK
\e[0m 0.00
5373 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_empty.con
\e[0;32mOK
\e[0m 0.00
5374 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_filter.con
\e[0;32mOK
\e[0m 0.00
5375 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_toList.con
\e[0;32mOK
\e[0m 0.00
5376 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_toLists.con
\e[0;32mOK
\e[0m 0.01
5377 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/Iteration_On_Blocks_Of_Declarations/dico1.var
\e[0;32mOK
\e[0m 0.00
5378 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/Iteration_On_Blocks_Of_Declarations/dico2.var
\e[0;32mOK
\e[0m 0.00
5379 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/Block_Of_Variables_Declaration/Well_Formed/P.var
\e[0;32mOK
\e[0m 0.00
5380 cic:/Suresnes/MiniC/MiniC/State/n_type.ind
\e[0;31mFAIL
\e[0m
5381 cic:/Suresnes/MiniC/MiniC/Stack/stack.con
\e[0;32mOK
\e[0m 0.00
5382 cic:/Suresnes/MiniC/MiniC/Memory/memo_access.con
\e[0;32mOK
\e[0m 0.00
5383 cic:/Suresnes/MiniC/MiniC/Memory/memo_store.con
\e[0;32mOK
\e[0m 0.00
5384 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_literal.con
\e[0;32mOK
\e[0m 0.00
5385 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_type.ind
\e[0;31mFAIL
\e[0m
5386 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_unOp_ind.con
\e[0;32mOK
\e[0m 0.00
5387 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_unOp_rec.con
\e[0;32mOK
\e[0m 0.00
5388 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_basicValueEq.con
\e[0;32mOK
\e[0m 0.00
5389 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_basicValue_rect.con
\e[0;32mOK
\e[0m 0.01
5390 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_boolAnd.con
\e[0;32mOK
\e[0m 0.00
5391 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_boolOr.con
\e[0;32mOK
\e[0m 0.00
5392 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_natMult.con
\e[0;32mOK
\e[0m 0.00
5393 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_value.ind
\e[0;31mFAIL
\e[0m
5394 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Case_recursion/HDpl.var
\e[0;32mOK
\e[0m 0.00
5395 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Case_recursion/HDpr.var
\e[0;32mOK
\e[0m 0.00
5396 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Case_recursion/HDw.var
\e[0;32mOK
\e[0m 0.00
5397 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Sons_to_Node/p.var
\e[0;32mOK
\e[0m 0.00
5398 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Node_to_Sons/p.var
\e[0;32mOK
\e[0m 0.00
5399 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Head.con
\e[0;32mOK
\e[0m 0.00
5400 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Of.con
\e[0;32mOK
\e[0m 0.00
5401 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Solution.ind
\e[0;32mOK
\e[0m 0.00
5402 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Monotony/Inf_refl.con
\e[0;32mOK
\e[0m 0.00
5403 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Monotony/Inf_trans.con
\e[0;32mOK
\e[0m 0.00
5404 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Monotony/Monotonic.con
\e[0;32mOK
\e[0m 0.00
5405 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Commutative_andb.con
\e[0;32mOK
\e[0m 0.01
5406 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Commutative_orb.con
\e[0;32mOK
\e[0m 0.01
5407 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/deMorgan_not_and.con
\e[0;32mOK
\e[0m 0.00
5408 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/excluded_middle.con
\e[0;32mOK
\e[0m 0.00
5409 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/AND.con
\e[0;32mOK
\e[0m 0.00
5410 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Ass_eq_refl.con
\e[0;32mOK
\e[0m 0.00
5411 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Ass_eq_sym.con
\e[0;32mOK
\e[0m 0.00
5412 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/BF_eq.con
\e[0;32mOK
\e[0m 0.00
5413 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Boolean.con
\e[0;32mOK
\e[0m 0.00
5414 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Cases_Assign_i.con
\e[0;32mOK
\e[0m 0.00
5415 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Extensionality_Assignments.con
\e[0;32mOK
\e[0m 0.00
5416 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/F.con
\e[0;32mOK
\e[0m 0.00
5417 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/IF_.con
\e[0;32mOK
\e[0m 0.00
5418 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/NOT.con
\e[0;32mOK
\e[0m 0.00
5419 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/OR.con
\e[0;32mOK
\e[0m 0.00
5420 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/BDT_ind.con
\e[0;32mOK
\e[0m 0.00
5421 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/BDT_rec.con
\e[0;32mOK
\e[0m 0.00
5422 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Components_eq_nodes_eq.con
\e[0;32mOK
\e[0m 0.01
5423 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/dim_ind.con
\e[0;32mOK
\e[0m 0.00
5424 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/neq_Node_One.con
\e[0;32mOK
\e[0m 0.00
5425 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/neq_Node_Zero.con
\e[0;32mOK
\e[0m 0.00
5426 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/neq_One_Zero.con
\e[0;32mOK
\e[0m 0.00
5427 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/neq_Zero_One.con
\e[0;32mOK
\e[0m 0.00
5428 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/neq_left_neq_BDTs.con
\e[0;32mOK
\e[0m 0.01
5429 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/neq_right_neq_BDTs.con
\e[0;32mOK
\e[0m 0.01
5430 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/neq_vars_neq_BDTs.con
\e[0;32mOK
\e[0m 0.01
5431 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/node_decomposition_ind.con
\e[0;32mOK
\e[0m 0.00
5432 cic:/Suresnes/BDD/canonicite/Order/order.con
\e[0;32mOK
\e[0m 0.00
5433 cic:/Suresnes/BDD/canonicite/Finite_sets/Im.con
\e[0;32mOK
\e[0m 0.00
5434 cic:/Suresnes/BDD/canonicite/Finite_sets/In_not_In.con
\e[0;32mOK
\e[0m 0.00
5435 cic:/Suresnes/BDD/canonicite/Finite_sets/add.con
\e[0;32mOK
\e[0m 0.00
5436 cic:/Suresnes/BDD/canonicite/Finite_sets/decidable.ind
\e[0;32mOK
\e[0m 0.00
5437 cic:/Suresnes/BDD/canonicite/Finite_sets/decidable_on.ind
\e[0;32mOK
\e[0m 0.00
5438 cic:/Suresnes/BDD/canonicite/Finite_sets/greatest.ind
\e[0;32mOK
\e[0m 0.00
5439 cic:/Suresnes/BDD/canonicite/Finite_sets/in_allV.con
\e[0;32mOK
\e[0m 0.00
5440 cic:/Suresnes/BDD/canonicite/Finite_sets/in_empty.con
\e[0;32mOK
\e[0m 0.00
5441 cic:/Suresnes/BDD/canonicite/Finite_sets/incl.con
\e[0;32mOK
\e[0m 0.00
5442 cic:/Suresnes/BDD/canonicite/Finite_sets/inhabited.ind
\e[0;32mOK
\e[0m 0.00
5443 cic:/Suresnes/BDD/canonicite/Finite_sets/inter.con
\e[0;32mOK
\e[0m 0.00
5444 cic:/Suresnes/BDD/canonicite/Finite_sets/order.con
\e[0;32mOK
\e[0m 0.00
5445 cic:/Suresnes/BDD/canonicite/Finite_sets/soustr.con
\e[0;32mOK
\e[0m 0.00
5446 cic:/Suresnes/BDD/canonicite/Finite_sets/union.con
\e[0;32mOK
\e[0m 0.00
5447 cic:/Suresnes/BDD/canonicite/Complete_induction/lt_hereditary.con
\e[0;32mOK
\e[0m 0.00
5448 cic:/Sophia-Antipolis/param_pi/typing_proofs/eqe_refl.con
\e[0;32mOK
\e[0m 0.00
5449 cic:/Sophia-Antipolis/param_pi/typing_proofs/eqe_sym.con
\e[0;32mOK
\e[0m 0.00
5450 cic:/Sophia-Antipolis/param_pi/typing_proofs/eqv_trans.con
\e[0;32mOK
\e[0m 0.00
5451 cic:/Sophia-Antipolis/param_pi/subtyping/est_refl.con
\e[0;32mOK
\e[0m 0.00
5452 cic:/Sophia-Antipolis/param_pi/processus/act_ind.con
\e[0;32mOK
\e[0m 0.00
5453 cic:/Sophia-Antipolis/param_pi/processus/act_rec.con
\e[0;32mOK
\e[0m 0.00
5454 cic:/Sophia-Antipolis/param_pi/processus/addenv.con
\e[0;32mOK
\e[0m 0.00
5455 cic:/Sophia-Antipolis/param_pi/processus/capst_trans.con
\e[0;32mOK
\e[0m 0.01
5456 cic:/Sophia-Antipolis/param_pi/processus/fresh.ind
\e[0;32mOK
\e[0m 0.00
5457 cic:/Sophia-Antipolis/param_pi/processus/freshact_ind.con
\e[0;32mOK
\e[0m 0.01
5458 cic:/Sophia-Antipolis/param_pi/processus/freshname_ind.con
\e[0;32mOK
\e[0m 0.00
5459 cic:/Sophia-Antipolis/param_pi/processus/freshvar.ind
\e[0;32mOK
\e[0m 0.00
5460 cic:/Sophia-Antipolis/param_pi/processus/freshvarname_ind.con
\e[0;32mOK
\e[0m 0.00
5461 cic:/Sophia-Antipolis/param_pi/processus/name_ind.con
\e[0;32mOK
\e[0m 0.00
5462 cic:/Sophia-Antipolis/param_pi/processus/name_rec.con
\e[0;32mOK
\e[0m 0.00
5463 cic:/Sophia-Antipolis/param_pi/processus/proc_rect.con
\e[0;32mOK
\e[0m 0.01
5464 cic:/Sophia-Antipolis/param_pi/processus/subs_par_name.con
\e[0;32mOK
\e[0m 0.00
5465 cic:/Sophia-Antipolis/param_pi/processus/subs_var_name.con
\e[0;32mOK
\e[0m 0.00
5466 cic:/Sophia-Antipolis/param_pi/processus/swap_env.con
\e[0;32mOK
\e[0m 0.01
5467 cic:/Sophia-Antipolis/param_pi/processus/swap_name.con
\e[0;32mOK
\e[0m 0.01
5468 cic:/Sophia-Antipolis/param_pi/processus/swap_par.con
\e[0;32mOK
\e[0m 0.01
5469 cic:/Sophia-Antipolis/param_pi/fresh/freshvarname_is.con
\e[0;32mOK
\e[0m 0.01
5470 cic:/Sophia-Antipolis/geometry/vecteur/conversion_PP.con
\e[0;32mOK
\e[0m 0.01
5471 cic:/Sophia-Antipolis/geometry/vecteur/parallelogramme.con
\e[0;32mOK
\e[0m 0.00
5472 cic:/Sophia-Antipolis/geometry/trigo/repere_orthonormal_direct.con
\e[0;32mOK
\e[0m 0.00
5473 cic:/Sophia-Antipolis/geometry/trigo/repere_orthonormal_indirect.con
\e[0;32mOK
\e[0m 0.00
5474 cic:/Sophia-Antipolis/geometry/similitudes_directes/similitude_def_centre.con
\e[0;32mOK
\e[0m 0.00
5475 cic:/Sophia-Antipolis/geometry/repere_ortho_plan/repere_orthonormal.con
\e[0;32mOK
\e[0m 0.01
5476 cic:/Sophia-Antipolis/geometry/reflexion_plane/reflexion_def.con
\e[0;32mOK
\e[0m 0.00
5477 cic:/Sophia-Antipolis/geometry/reflexion_plane/reflexion_def2.con
\e[0;32mOK
\e[0m 0.00
5478 cic:/Sophia-Antipolis/geometry/produit_scalaire/scalaire_mult_g.con
\e[0;32mOK
\e[0m 0.00
5479 cic:/Sophia-Antipolis/geometry/produit_scalaire/scalaire_non_degenere.con
\e[0;32mOK
\e[0m 0.00
5480 cic:/Sophia-Antipolis/geometry/produit_scalaire/scalaire_somme_g.con
\e[0;32mOK
\e[0m 0.00
5481 cic:/Sophia-Antipolis/geometry/produit_scalaire/scalaire_sym.con
\e[0;32mOK
\e[0m 0.00
5482 cic:/Sophia-Antipolis/geometry/parallelisme_concours/paralleles_refl.con
\e[0;32mOK
\e[0m 0.01
5483 cic:/Sophia-Antipolis/geometry/orthogonalite_espace/def_orthogonales.con
\e[0;32mOK
\e[0m 0.00
5484 cic:/Sophia-Antipolis/geometry/orthogonalite_espace/def_orthogonales2.con
\e[0;32mOK
\e[0m 0.00
5485 cic:/Sophia-Antipolis/geometry/orthogonalite/def_orthogonal.con
\e[0;32mOK
\e[0m 0.00
5486 cic:/Sophia-Antipolis/geometry/orthogonalite/def_orthogonal2.con
\e[0;32mOK
\e[0m 0.00
5487 cic:/Sophia-Antipolis/geometry/orthocentre/orthocentre_def.con
\e[0;32mOK
\e[0m 0.01
5488 cic:/Sophia-Antipolis/geometry/orthocentre/orthocentre_def2.con
\e[0;32mOK
\e[0m 0.00
5489 cic:/Sophia-Antipolis/geometry/operations_complexes/Cdiv_def.con
\e[0;32mOK
\e[0m 0.00
5490 cic:/Sophia-Antipolis/geometry/operations_complexes/Cinv_def.con
\e[0;32mOK
\e[0m 0.00
5491 cic:/Sophia-Antipolis/geometry/operations_complexes/Cinv_def2.con
\e[0;32mOK
\e[0m 0.00
5492 cic:/Sophia-Antipolis/geometry/operations_complexes/Cmult_argument.con
\e[0;32mOK
\e[0m 0.00
5493 cic:/Sophia-Antipolis/geometry/operations_complexes/module_un_trivial.con
\e[0;32mOK
\e[0m 0.00
5494 cic:/Sophia-Antipolis/geometry/milieu/centre_gravite.con
\e[0;32mOK
\e[0m 0.00
5495 cic:/Sophia-Antipolis/geometry/milieu/existence_milieu.con
\e[0;32mOK
\e[0m 0.00
5496 cic:/Sophia-Antipolis/geometry/metrique_triangle/angles_egaux_triangle.con
\e[0;32mOK
\e[0m 0.01
5497 cic:/Sophia-Antipolis/geometry/metrique_triangle/angles_egaux_triangle_indirect.con
\e[0;32mOK
\e[0m 0.01
5498 cic:/Sophia-Antipolis/geometry/mesure_algebrique/def_mes_alg.con
\e[0;32mOK
\e[0m 0.01
5499 cic:/Sophia-Antipolis/geometry/formes_complexes/Rinj_un.con
\e[0;32mOK
\e[0m 0.00
5500 cic:/Sophia-Antipolis/geometry/formes_complexes/Rinj_zero.con
\e[0;32mOK
\e[0m 0.00
5501 cic:/Sophia-Antipolis/geometry/formes_complexes/argument_def.con
\e[0;32mOK
\e[0m 0.00
5502 cic:/Sophia-Antipolis/geometry/formes_complexes/forme_polaire_def.con
\e[0;32mOK
\e[0m 0.00
5503 cic:/Sophia-Antipolis/geometry/exercice_espace/carre.con
\e[0;32mOK
\e[0m 0.00
5504 cic:/Sophia-Antipolis/geometry/exercice_espace/parallelepipede.con
\e[0;32mOK
\e[0m 0.00
5505 cic:/Sophia-Antipolis/geometry/equations_droites/vec_directeur_def.con
\e[0;32mOK
\e[0m 0.00
5506 cic:/Sophia-Antipolis/geometry/equations_droites/vec_directeur_def2.con
\e[0;32mOK
\e[0m 0.00
5507 cic:/Sophia-Antipolis/geometry/equations_droites/vec_normal_def.con
\e[0;32mOK
\e[0m 0.00
5508 cic:/Sophia-Antipolis/geometry/equations_droites/vec_normal_def2.con
\e[0;32mOK
\e[0m 0.00
5509 cic:/Sophia-Antipolis/geometry/dilatations/symetrie.con
\e[0;32mOK
\e[0m 0.01
5510 cic:/Sophia-Antipolis/geometry/determinant/determinant_def.con
\e[0;32mOK
\e[0m 0.00
5511 cic:/Sophia-Antipolis/geometry/complexes_transformations/affixe_image.con
\e[0;32mOK
\e[0m 0.01
5512 cic:/Sophia-Antipolis/geometry/complexes/affixe_point_vecteur.con
\e[0;32mOK
\e[0m 0.00
5513 cic:/Sophia-Antipolis/geometry/complexes/affixe_vecteur_point.con
\e[0;32mOK
\e[0m 0.00
5514 cic:/Sophia-Antipolis/geometry/complexes/cart_point_complexe.con
\e[0;32mOK
\e[0m 0.00
5515 cic:/Sophia-Antipolis/geometry/complexes/complexe_cart_point.con
\e[0;32mOK
\e[0m 0.00
5516 cic:/Sophia-Antipolis/geometry/complexes/image_point_vecteur.con
\e[0;32mOK
\e[0m 0.00
5517 cic:/Sophia-Antipolis/geometry/complexes/image_vecteur_point.con
\e[0;32mOK
\e[0m 0.00
5518 cic:/Sophia-Antipolis/geometry/cocyclicite/angles_orthogonal.con
\e[0;32mOK
\e[0m 0.00
5519 cic:/Sophia-Antipolis/geometry/angles_vecteurs/Chasles.con
\e[0;32mOK
\e[0m 0.00
5520 cic:/Sophia-Antipolis/geometry/angles_vecteurs/angle_plat.con
\e[0;32mOK
\e[0m 0.00
5521 cic:/Sophia-Antipolis/geometry/angles_vecteurs/angles_representants_unitaires.con
\e[0;32mOK
\e[0m 0.00
5522 cic:/Sophia-Antipolis/geometry/angles_vecteurs/def_opp.con
\e[0;32mOK
\e[0m 0.00
5523 cic:/Sophia-Antipolis/geometry/angles_vecteurs/deuxpi.con
\e[0;32mOK
\e[0m 0.00
5524 cic:/Sophia-Antipolis/geometry/angles_vecteurs/droit_direct_ou_indirect.con
\e[0;32mOK
\e[0m 0.00
5525 cic:/Sophia-Antipolis/geometry/angles_vecteurs/milieu_angles_orthogonaux.con
\e[0;32mOK
\e[0m 0.00
5526 cic:/Sophia-Antipolis/geometry/angles_vecteurs/pisurdeux_droit.con
\e[0;32mOK
\e[0m 0.00
5527 cic:/Sophia-Antipolis/geometry/angles_vecteurs/tout_angle_a_une_mesure.con
\e[0;32mOK
\e[0m 0.00
5528 cic:/Sophia-Antipolis/geometry/angles_droites/AV_vers_AD.con
\e[0;32mOK
\e[0m 0.00
5529 cic:/Sophia-Antipolis/geometry/angles_droites/droites_paralleles_angle.con
\e[0;32mOK
\e[0m 0.00
5530 cic:/Sophia-Antipolis/geometry/alignement/alignes.con
\e[0;32mOK
\e[0m 0.00
5531 cic:/Sophia-Antipolis/geometry/alignement/col_vec.con
\e[0;32mOK
\e[0m 0.00
5532 cic:/Sophia-Antipolis/geometry/aire_signee/aire_distrib_l.con
\e[0;32mOK
\e[0m 0.00
5533 cic:/Sophia-Antipolis/geometry/aire_signee/def_aire_0.con
\e[0;32mOK
\e[0m 0.00
5534 cic:/Sophia-Antipolis/geometry/Field_affine/AM_theory.con
\e[0;32mOK
\e[0m 0.00
5535 cic:/Sophia-Antipolis/Rsa/MiscRsa/factorial.con
\e[0;32mOK
\e[0m 0.00
5536 cic:/Sophia-Antipolis/Rsa/MiscRsa/is_div.ind
\e[0;32mOK
\e[0m 0.00
5537 cic:/Sophia-Antipolis/Rsa/MiscRsa/mult_eq.con
\e[0;32mOK
\e[0m 0.00
5538 cic:/Sophia-Antipolis/Rsa/MiscRsa/mult_eqO.con
\e[0;32mOK
\e[0m 0.01
5539 cic:/Sophia-Antipolis/Rsa/MiscRsa/plus_eqO.con
\e[0;32mOK
\e[0m 0.01
5540 cic:/Sophia-Antipolis/Rsa/MiscRsa/power.con
\e[0;32mOK
\e[0m 0.00
5541 cic:/Sophia-Antipolis/Rsa/Divides/congruent.ind
\e[0;32mOK
\e[0m 0.00
5542 cic:/Sophia-Antipolis/Rsa/Divides/divides.ind
\e[0;32mOK
\e[0m 0.00
5543 cic:/Sophia-Antipolis/Rsa/Divides/gcd_spec.ind
\e[0;32mOK
\e[0m 0.00
5544 cic:/Sophia-Antipolis/Rsa/Binomials/binomial_def1.con
\e[0;32mOK
\e[0m 0.00
5545 cic:/Sophia-Antipolis/Rsa/Binomials/binomial_def4.con
\e[0;32mOK
\e[0m 0.00
5546 cic:/Sophia-Antipolis/Rsa/Binomials/sum_nm_i.con
\e[0;32mOK
\e[0m 0.00
5547 cic:/Sophia-Antipolis/Rsa/Binomials/t_sum_Svars.con
\e[0;32mOK
\e[0m 0.01
5548 cic:/Sophia-Antipolis/RecursiveDefinition/data9/div2_lt.con
\e[0;32mOK
\e[0m 0.00
5549 cic:/Sophia-Antipolis/RecursiveDefinition/data8/mod_decrease.con
\e[0;32mOK
\e[0m 0.00
5550 cic:/Sophia-Antipolis/RecursiveDefinition/data7/div2_lt.con
\e[0;32mOK
\e[0m 0.00
5551 cic:/Sophia-Antipolis/RecursiveDefinition/data6/div2_lt.con
\e[0;32mOK
\e[0m 0.00
5552 cic:/Sophia-Antipolis/RecursiveDefinition/data4/div2_lt.con
\e[0;32mOK
\e[0m 0.00
5553 cic:/Sophia-Antipolis/RecursiveDefinition/data3/div2_lt.con
\e[0;32mOK
\e[0m 0.00
5554 cic:/Sophia-Antipolis/RecursiveDefinition/data2/div2_lt.con
\e[0;32mOK
\e[0m 0.00
5555 cic:/Sophia-Antipolis/RecursiveDefinition/data1/le_lt_div4.con
\e[0;32mOK
\e[0m 0.00
5556 cic:/Sophia-Antipolis/MATHS/Z/Zle/tech_posOZ_pos.con
\e[0;32mOK
\e[0m 0.00
5557 cic:/Sophia-Antipolis/MATHS/Z/Zbase/Z_ind.con
\e[0;32mOK
\e[0m 0.00
5558 cic:/Sophia-Antipolis/MATHS/Z/Zbase/Z_rec.con
\e[0;32mOK
\e[0m 0.00
5559 cic:/Sophia-Antipolis/MATHS/Z/Zadd/abs_eq_or_oppZ.con
\e[0;32mOK
\e[0m 0.01
5560 cic:/Sophia-Antipolis/MATHS/Z/Zadd/tech_opp_pos_negZ.con
\e[0;32mOK
\e[0m 0.01
5561 cic:/Sophia-Antipolis/MATHS/Z/Z_succ_pred/succZ.con
\e[0;32mOK
\e[0m 0.00
5562 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/tech_opp_pos_negZ1.con
\e[0;32mOK
\e[0m 0.00
5563 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/tech_opp_pos_negZ2.con
\e[0;32mOK
\e[0m 0.00
5564 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Second/h0.var
\e[0;32mOK
\e[0m 0.00
5565 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Premier/inhabited.var
\e[0;32mOK
\e[0m 0.00
5566 cic:/Sophia-Antipolis/MATHS/GROUPS/Relations/Antisymmetric.con
\e[0;32mOK
\e[0m 0.00
5567 cic:/Sophia-Antipolis/MATHS/GROUPS/Relations/Reflexive.con
\e[0;32mOK
\e[0m 0.00
5568 cic:/Sophia-Antipolis/MATHS/GROUPS/Relations/Symmetric.con
\e[0;32mOK
\e[0m 0.00
5569 cic:/Sophia-Antipolis/MATHS/GROUPS/Relations/Transitive.con
\e[0;32mOK
\e[0m 0.00
5570 cic:/Sophia-Antipolis/MATHS/GROUPS/Laws/endo_function.con
\e[0;32mOK
\e[0m 0.00
5571 cic:/Sophia-Antipolis/MATHS/GROUPS/Laws/endo_operation.con
\e[0;32mOK
\e[0m 0.00
5572 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/Ort.con
\e[0;32mOK
\e[0m 0.00
5573 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Apartness.ind
\e[0;32mOK
\e[0m 0.00
5574 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/EqLn.con
\e[0;32mOK
\e[0m 0.00
5575 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/EqPt.con
\e[0;32mOK
\e[0m 0.00
5576 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Equivalence_rect.con
\e[0;32mOK
\e[0m 0.00
5577 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Par.con
\e[0;32mOK
\e[0m 0.00
5578 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Segment_rect.con
\e[0;32mOK
\e[0m 0.00
5579 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Sym_imp_NegSym.con
\e[0;32mOK
\e[0m 0.00
5580 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Twolines_rect.con
\e[0;32mOK
\e[0m 0.00
5581 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/extremity.con
\e[0;32mOK
\e[0m 0.00
5582 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/line1.con
\e[0;32mOK
\e[0m 0.00
5583 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/line2.con
\e[0;32mOK
\e[0m 0.00
5584 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/origin.con
\e[0;32mOK
\e[0m 0.00
5585 cic:/Sophia-Antipolis/MATHS/GEOMETRY/affinity/DiLn_qimp_con.con
\e[0;32mOK
\e[0m 0.01
5586 cic:/Sophia-Antipolis/Huffman/sTactic/Contradict1.con
\e[0;32mOK
\e[0m 0.00
5587 cic:/Sophia-Antipolis/Huffman/sTactic/Contradict2.con
\e[0;32mOK
\e[0m 0.00
5588 cic:/Sophia-Antipolis/Huffman/WeightTree/le_sum.con
\e[0;32mOK
\e[0m 0.00
5589 cic:/Sophia-Antipolis/Huffman/WeightTree/sum_order.con
\e[0;32mOK
\e[0m 0.00
5590 cic:/Sophia-Antipolis/Huffman/WeightTree/weight_tree.con
\e[0;32mOK
\e[0m 0.00
5591 cic:/Sophia-Antipolis/Huffman/UniqueKey/unique_key.ind
\e[0;32mOK
\e[0m 0.00
5592 cic:/Sophia-Antipolis/Huffman/UList/ulist.ind
\e[0;32mOK
\e[0m 0.00
5593 cic:/Sophia-Antipolis/Huffman/SubstPred/subst_pred.ind
\e[0;32mOK
\e[0m 0.01
5594 cic:/Sophia-Antipolis/Huffman/SameSumLeaves/same_sum_leaves.con
\e[0;32mOK
\e[0m 0.01
5595 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_ind.con
\e[0;32mOK
\e[0m 0.01
5596 cic:/Sophia-Antipolis/Huffman/Permutation/split_one.con
\e[0;32mOK
\e[0m 0.01
5597 cic:/Sophia-Antipolis/Huffman/PBTree/all_pbleaves.con
\e[0;32mOK
\e[0m 0.00
5598 cic:/Sophia-Antipolis/Huffman/PBTree/compute_pbcode.con
\e[0;32mOK
\e[0m 0.01
5599 cic:/Sophia-Antipolis/Huffman/PBTree/distinct_pbleaves.con
\e[0;32mOK
\e[0m 0.00
5600 cic:/Sophia-Antipolis/Huffman/PBTree/inpb_ind.con
\e[0;32mOK
\e[0m 0.01
5601 cic:/Sophia-Antipolis/Huffman/PBTree/pbbuild.con
\e[0;32mOK
\e[0m 0.00
5602 cic:/Sophia-Antipolis/Huffman/PBTree/pbfree_ind.con
\e[0;32mOK
\e[0m 0.01
5603 cic:/Sophia-Antipolis/Huffman/PBTree/pbleaf_or_not.con
\e[0;32mOK
\e[0m 0.01
5604 cic:/Sophia-Antipolis/Huffman/PBTree/pbtree_ind.con
\e[0;32mOK
\e[0m 0.00
5605 cic:/Sophia-Antipolis/Huffman/PBTree/pbtree_rec.con
\e[0;32mOK
\e[0m 0.00
5606 cic:/Sophia-Antipolis/Huffman/OrderedCover/ordered_cover.ind
\e[0;32mOK
\e[0m 0.00
5607 cic:/Sophia-Antipolis/Huffman/Ordered/ordered_ind.con
\e[0;32mOK
\e[0m 0.01
5608 cic:/Sophia-Antipolis/Huffman/Ordered/ordered_inv.con
\e[0;32mOK
\e[0m 0.03
5609 cic:/Sophia-Antipolis/Huffman/Ordered/ordered_inv_order.con
\e[0;32mOK
\e[0m 0.03
5610 cic:/Sophia-Antipolis/Huffman/ISort/isort.con
\e[0;32mOK
\e[0m 0.00
5611 cic:/Sophia-Antipolis/Huffman/HeightPred/height_pred.ind
\e[0;32mOK
\e[0m 0.00
5612 cic:/Sophia-Antipolis/Huffman/Frequency/add_frequency_list.con
\e[0;32mOK
\e[0m 0.01
5613 cic:/Sophia-Antipolis/Huffman/Frequency/number_of_occurrences.con
\e[0;32mOK
\e[0m 0.01
5614 cic:/Sophia-Antipolis/Huffman/Cover/cover.ind
\e[0;32mOK
\e[0m 0.00
5615 cic:/Sophia-Antipolis/Huffman/Code/find_code.con
\e[0;32mOK
\e[0m 0.01
5616 cic:/Sophia-Antipolis/Huffman/Code/in_alphabet.con
\e[0;32mOK
\e[0m 0.00
5617 cic:/Sophia-Antipolis/Huffman/Code/is_prefix_ind.con
\e[0;32mOK
\e[0m 0.01
5618 cic:/Sophia-Antipolis/Huffman/Code/not_null.con
\e[0;32mOK
\e[0m 0.00
5619 cic:/Sophia-Antipolis/Huffman/BTree/all_leaves.con
\e[0;32mOK
\e[0m 0.00
5620 cic:/Sophia-Antipolis/Huffman/BTree/btree_ind.con
\e[0;32mOK
\e[0m 0.00
5621 cic:/Sophia-Antipolis/Huffman/BTree/btree_rec.con
\e[0;32mOK
\e[0m 0.00
5622 cic:/Sophia-Antipolis/Huffman/BTree/compute_code.con
\e[0;32mOK
\e[0m 0.01
5623 cic:/Sophia-Antipolis/Huffman/BTree/distinct_leaves.con
\e[0;32mOK
\e[0m 0.00
5624 cic:/Sophia-Antipolis/Huffman/BTree/inb_ind.con
\e[0;32mOK
\e[0m 0.01
5625 cic:/Sophia-Antipolis/Huffman/Aux/eq_bool_dec.con
\e[0;32mOK
\e[0m 0.01
5626 cic:/Sophia-Antipolis/Huffman/Aux/first_n_skip_n_app.con
\e[0;32mOK
\e[0m 0.01
5627 cic:/Sophia-Antipolis/Huffman/Aux/le_minus.con
\e[0;32mOK
\e[0m 0.00
5628 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/Mux.con
\e[0;32mOK
\e[0m 0.00
5629 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/V1.con
\e[0;32mOK
\e[0m 0.00
5630 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/V2.con
\e[0;32mOK
\e[0m 0.00
5631 cic:/Sophia-Antipolis/HARDWARE/GENE/Memo/Memo.con
\e[0;32mOK
\e[0m 0.00
5632 cic:/Sophia-Antipolis/HARDWARE/GENE/Memo/MemoSize.con
\e[0;32mOK
\e[0m 0.00
5633 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/trunc_inv.con
\e[0;32mOK
\e[0m 0.00
5634 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/app_eq1.con
\e[0;32mOK
\e[0m 0.00
5635 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/app_eq2.con
\e[0;32mOK
\e[0m 0.00
5636 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/eq_cons.con
\e[0;32mOK
\e[0m 0.00
5637 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/len_app.con
\e[0;32mOK
\e[0m 0.02
5638 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/len_ind.con
\e[0;32mOK
\e[0m 0.01
5639 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/len_list_const.con
\e[0;32mOK
\e[0m 0.01
5640 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/len_nil_inv.con
\e[0;32mOK
\e[0m 0.01
5641 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/length_eq1.con
\e[0;32mOK
\e[0m 0.06
5642 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/length_eq2.con
\e[0;32mOK
\e[0m 0.01
5643 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/length_list_const.con
\e[0;32mOK
\e[0m 0.01
5644 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/list_const_eq1.con
\e[0;32mOK
\e[0m 0.00
5645 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/list_const_eq2.con
\e[0;32mOK
\e[0m 0.01
5646 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/nil_cons.con
\e[0;32mOK
\e[0m 0.01
5647 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/not_len_nil_Sn.con
\e[0;32mOK
\e[0m 0.02
5648 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/rev.con
\e[0;32mOK
\e[0m 0.00
5649 cic:/Sophia-Antipolis/HARDWARE/GENE/Bool_compl/F_If.con
\e[0;32mOK
\e[0m 0.00
5650 cic:/Sophia-Antipolis/HARDWARE/GENE/Bool_compl/IfIf.con
\e[0;32mOK
\e[0m 0.01
5651 cic:/Sophia-Antipolis/HARDWARE/GENE/Bool_compl/If_cond_false.con
\e[0;32mOK
\e[0m 0.01
5652 cic:/Sophia-Antipolis/HARDWARE/GENE/Bool_compl/If_eq.con
\e[0;32mOK
\e[0m 0.00
5653 cic:/Sophia-Antipolis/HARDWARE/GENE/Bool_compl/If_neg.con
\e[0;32mOK
\e[0m 0.00
5654 cic:/Sophia-Antipolis/HARDWARE/GENE/Bool_compl/bool_to_nat_all.con
\e[0;32mOK
\e[0m 0.01
5655 cic:/Sophia-Antipolis/HARDWARE/GENE/Bool_compl/xorb.con
\e[0;32mOK
\e[0m 0.00
5656 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/BV_null.con
\e[0;32mOK
\e[0m 0.00
5657 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/BV_to_nat.con
\e[0;32mOK
\e[0m 0.00
5658 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/BVnot.con
\e[0;32mOK
\e[0m 0.01
5659 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/appbv.con
\e[0;32mOK
\e[0m 0.00
5660 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/bitset.con
\e[0;32mOK
\e[0m 0.01
5661 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/consbv.con
\e[0;32mOK
\e[0m 0.01
5662 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/lenbv.con
\e[0;32mOK
\e[0m 0.01
5663 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/lengthbv.con
\e[0;32mOK
\e[0m 0.00
5664 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/nilbv.con
\e[0;32mOK
\e[0m 0.00
5665 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/truncbv.con
\e[0;32mOK
\e[0m 0.00
5666 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/plus_O_O.con
\e[0;32mOK
\e[0m 0.01
5667 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/power2_eq2.con
\e[0;32mOK
\e[0m 0.01
5668 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_proof/DC_a.con
\e[0;32mOK
\e[0m 0.00
5669 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_proof/DC_d.con
\e[0;32mOK
\e[0m 0.00
5670 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_defs/IsNull.con
\e[0;32mOK
\e[0m 0.00
5671 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_defs/al_init.con
\e[0;32mOK
\e[0m 0.00
5672 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_defs/cx_init.con
\e[0;32mOK
\e[0m 0.00
5673 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_defs/di_init.con
\e[0;32mOK
\e[0m 0.00
5674 cic:/Sophia-Antipolis/HARDWARE/ADDER/IncrDecr/BV_decrement_limit_carry.con
\e[0;32mOK
\e[0m 0.00
5675 cic:/Sophia-Antipolis/HARDWARE/ADDER/IncrDecr/BV_increment_limit_carry.con
\e[0;32mOK
\e[0m 0.00
5676 cic:/Sophia-Antipolis/HARDWARE/ADDER/HalfAdder/half_adder_carry.con
\e[0;32mOK
\e[0m 0.00
5677 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_th1_proof_Out.con
\e[0;32mOK
\e[0m 0.00
5678 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Contains_NN.ind
\e[0;32mOK
\e[0m 0.00
5679 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ.ind
\e[0;32mOK
\e[0m 0.00
5680 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EXISTS.con
\e[0;32mOK
\e[0m 0.00
5681 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EmptySet_pr.con
\e[0;32mOK
\e[0m 0.00
5682 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Intersection.con
\e[0;32mOK
\e[0m 0.00
5683 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Its_nonempty.con
\e[0;32mOK
\e[0m 0.00
5684 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Powerset.con
\e[0;32mOK
\e[0m 0.00
5685 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Restriction_rect.con
\e[0;32mOK
\e[0m 0.00
5686 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Second.con
\e[0;32mOK
\e[0m 0.01
5687 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Set_Of.con
\e[0;32mOK
\e[0m 0.00
5688 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/boundedsubprops1_Out.con
\e[0;32mOK
\e[0m 0.00
5689 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/false_implies_everything.con
\e[0;32mOK
\e[0m 0.01
5690 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/has_leq_0_elements.con
\e[0;32mOK
\e[0m 0.01
5691 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/nested_IN_ab.con
\e[0;32mOK
\e[0m 0.01
5692 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/nested_IN_bc.con
\e[0;32mOK
\e[0m 0.01
5693 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/nested_IN_rect.con
\e[0;32mOK
\e[0m 0.00
5694 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/remaining_property.con
\e[0;32mOK
\e[0m 0.00
5695 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/subset_reflexive_Out.con
\e[0;32mOK
\e[0m 0.01
5696 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/the_restriction.con
\e[0;32mOK
\e[0m 0.00
5697 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_pr1.con
\e[0;32mOK
\e[0m 0.00
5698 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_pr2.con
\e[0;32mOK
\e[0m 0.00
5699 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_pr3.con
\e[0;32mOK
\e[0m 0.00
5700 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/well_def_1/h.var
\e[0;32mOK
\e[0m 0.00
5701 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4_proof/ut4contra/ut4b/step4.var
\e[0;32mOK
\e[0m 0.00
5702 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4_proof/ut4contra/ut4a/step1.var
\e[0;32mOK
\e[0m 0.00
5703 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/m.var
\e[0;32mOK
\e[0m 0.01
5704 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_and_pairs_1/step1.var
\e[0;32mOK
\e[0m 0.01
5705 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_and_pairs_1/step2.var
\e[0;32mOK
\e[0m 0.00
5706 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_trans1_proof/k.var
\e[0;32mOK
\e[0m 0.00
5707 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_next_proof/N.var
\e[0;32mOK
\e[0m 0.00
5708 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_next_proof/h.var
\e[0;32mOK
\e[0m 0.00
5709 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/singletons_have_leq_1_elements_proof/iXS.var
\e[0;32mOK
\e[0m 0.00
5710 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/singletons_have_leq_1_elements_proof/iYS.var
\e[0;32mOK
\e[0m 0.00
5711 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restriction_bounded_proof/R.var
\e[0;32mOK
\e[0m 0.00
5712 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relation_1/h.var
\e[0;32mOK
\e[0m 0.00
5713 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power5/a.var
\e[0;32mOK
\e[0m 0.00
5714 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/fA.var
\e[0;32mOK
\e[0m 0.00
5715 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/fC.var
\e[0;32mOK
\e[0m 0.00
5716 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/not_in_itself_Zero/h.var
\e[0;32mOK
\e[0m 0.00
5717 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/N.var
\e[0;32mOK
\e[0m 0.00
5718 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/IH_zero.var
\e[0;32mOK
\e[0m 0.01
5719 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/naturals_inductionA1/N.var
\e[0;32mOK
\e[0m 0.00
5720 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/its_empty_implies_equals_emptyset_proof/k.var
\e[0;32mOK
\e[0m 0.00
5721 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/intersection4/s.var
\e[0;32mOK
\e[0m 0.00
5722 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/intersection4/t.var
\e[0;32mOK
\e[0m 0.00
5723 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_then_strictsub_Zero_proof/h.var
\e[0;32mOK
\e[0m 0.00
5724 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_relation_proof/x.var
\e[0;32mOK
\e[0m 0.00
5725 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/first_uniqueness/F.var
\e[0;32mOK
\e[0m 0.00
5726 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/first_uniqueness/G.var
\e[0;32mOK
\e[0m 0.00
5727 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyfn_1/i.var
\e[0;32mOK
\e[0m 0.00
5728 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/Doub.var
\e[0;32mOK
\e[0m 0.00
5729 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4b_proof/k.var
\e[0;32mOK
\e[0m 0.00
5730 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4a_proof/k.var
\e[0;32mOK
\e[0m 0.00
5731 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/D.var
\e[0;32mOK
\e[0m 0.00
5732 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/k.var
\e[0;32mOK
\e[0m 0.00
5733 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/doubleton_th4_sub2/u.var
\e[0;32mOK
\e[0m 0.00
5734 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/doubleton_th4_sub1/u.var
\e[0;32mOK
\e[0m 0.00
5735 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th3_proof/D.var
\e[0;32mOK
\e[0m 0.00
5736 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th2_proof/D.var
\e[0;32mOK
\e[0m 0.00
5737 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th2_proof/iYsY.var
\e[0;32mOK
\e[0m 0.00
5738 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th1_proof/D.var
\e[0;32mOK
\e[0m 0.00
5739 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th1_proof/iXsX.var
\e[0;32mOK
\e[0m 0.00
5740 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/distinct_doubletons_have_geq_2_elements_proof/D.var
\e[0;32mOK
\e[0m 0.00
5741 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/big_extensionality_proof/D.var
\e[0;32mOK
\e[0m 0.00
5742 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Union_th1_proof/step1.var
\e[0;32mOK
\e[0m 0.00
5743 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th2_proof/h.var
\e[0;32mOK
\e[0m 0.00
5744 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th2_proof/step1.var
\e[0;32mOK
\e[0m 0.00
5745 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th1_proof/Singleton_th1_sub1/h2.var
\e[0;32mOK
\e[0m 0.00
5746 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/SUB_trans_proof/h.var
\e[0;32mOK
\e[0m 0.00
5747 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/SUB_trans_proof/k.var
\e[0;32mOK
\e[0m 0.00
5748 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Nexts_element_of_NN_proof/N.var
\e[0;32mOK
\e[0m 0.00
5749 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Its_nonempty_proof/h2.var
\e[0;32mOK
\e[0m 0.00
5750 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Intersection_section1/Intersection_section1_1/h.var
\e[0;32mOK
\e[0m 0.00
5751 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EXISTS_th1_proof/h.var
\e[0;32mOK
\e[0m 0.00
5752 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_th1_proof/step1.var
\e[0;32mOK
\e[0m 0.00
5753 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops2/A.var
\e[0;32mOK
\e[0m 0.00
5754 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops1/h.var
\e[0;32mOK
\e[0m 0.00
5755 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops1/boundedsubprops1/step1.var
\e[0;32mOK
\e[0m 0.00
5756 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/A_sub_next_A_proof/N.var
\e[0;32mOK
\e[0m 0.01
5757 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/A_in_next_A_proof/N.var
\e[0;32mOK
\e[0m 0.00
5758 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/A_in_next_A_proof/step1.var
\e[0;32mOK
\e[0m 0.00
5759 cic:/Sophia-Antipolis/Float/sTactic/Contradict1.con
\e[0;32mOK
\e[0m 0.00
5760 cic:/Sophia-Antipolis/Float/sTactic/Contradict2.con
\e[0;32mOK
\e[0m 0.00
5761 cic:/Sophia-Antipolis/Float/Zenum/mProd.con
\e[0;32mOK
\e[0m 0.01
5762 cic:/Sophia-Antipolis/Float/Power/pow_O.con
\e[0;32mOK
\e[0m 0.00
5763 cic:/Sophia-Antipolis/Float/Paux/compare_SUP_dec.con
\e[0;32mOK
\e[0m 0.01
5764 cic:/Sophia-Antipolis/Float/Paux/exp.con
\e[0;32mOK
\e[0m 0.00
5765 cic:/Sophia-Antipolis/Float/MSBProp/MSBProp/precisionGreaterThanOne.var
\e[0;32mOK
\e[0m 0.00
5766 cic:/Sophia-Antipolis/Float/FroundProp/FRoundP/precisionGreaterThanOne.var
\e[0;32mOK
\e[0m 0.00
5767 cic:/Sophia-Antipolis/Float/FroundPlus/FRoundP/precisionGreaterThanOne.var
\e[0;32mOK
\e[0m 0.00
5768 cic:/Sophia-Antipolis/Float/FroundMult/FRoundP/precisionGreaterThanOne.var
\e[0;32mOK
\e[0m 0.00
5769 cic:/Sophia-Antipolis/Float/Fround/TotalP.con
\e[0;32mOK
\e[0m 0.00
5770 cic:/Sophia-Antipolis/Float/Fround/FRound/precisionGreaterThanOne.var
\e[0;32mOK
\e[0m 0.00
5771 cic:/Sophia-Antipolis/Float/Fodd/FOdd/precisionGreaterThanOne.var
\e[0;32mOK
\e[0m 0.00
5772 cic:/Sophia-Antipolis/Float/FminOp/rResult.ind
\e[0;32mOK
\e[0m 0.00
5773 cic:/Sophia-Antipolis/Float/FminOp/FminOp/precisionNotZero.var
\e[0;32mOK
\e[0m 0.00
5774 cic:/Sophia-Antipolis/Float/Float/Fexp.con
\e[0;32mOK
\e[0m 0.00
5775 cic:/Sophia-Antipolis/Float/Float/Fnum.con
\e[0;32mOK
\e[0m 0.00
5776 cic:/Sophia-Antipolis/Float/Float/Fzero.con
\e[0;32mOK
\e[0m 0.00
5777 cic:/Sophia-Antipolis/Float/Float/float_rect.con
\e[0;32mOK
\e[0m 0.00
5778 cic:/Sophia-Antipolis/Float/Fbound/Fbound_ind.con
\e[0;32mOK
\e[0m 0.00
5779 cic:/Sophia-Antipolis/Float/Fbound/Fbound_rec.con
\e[0;32mOK
\e[0m 0.00
5780 cic:/Sophia-Antipolis/Float/Faux/Zabs_Zopp.con
\e[0;32mOK
\e[0m 0.00
5781 cic:/Sophia-Antipolis/Float/Faux/Zabs_intro.con
\e[0;32mOK
\e[0m 0.00
5782 cic:/Sophia-Antipolis/Float/Faux/Zmax.con
\e[0;32mOK
\e[0m 0.00
5783 cic:/Sophia-Antipolis/Float/Faux/lt_S_le.con
\e[0;32mOK
\e[0m 0.00
5784 cic:/Sophia-Antipolis/Float/Faux/minus_inv_lt_aux.con
\e[0;32mOK
\e[0m 0.01
5785 cic:/Sophia-Antipolis/Float/FSucc/suc1/precisionNotZero.var
\e[0;32mOK
\e[0m 0.00
5786 cic:/Sophia-Antipolis/Float/ClosestProp/Fclosestp/precisionGreaterThanOne.var
\e[0;32mOK
\e[0m 0.00
5787 cic:/Sophia-Antipolis/Float/ClosestPlus/ClosestP/precisionGreaterThanOne.var
\e[0;32mOK
\e[0m 0.00
5788 cic:/Sophia-Antipolis/Float/ClosestMult/FRoundP/precisionGreaterThanOne.var
\e[0;32mOK
\e[0m 0.00
5789 cic:/Sophia-Antipolis/Float/Closest2Prop/F2/precisionNotZero.var
\e[0;32mOK
\e[0m 0.00
5790 cic:/Sophia-Antipolis/Float/Closest2Plus/F2/precisionNotZero.var
\e[0;32mOK
\e[0m 0.00
5791 cic:/Sophia-Antipolis/Float/Closest/Fclosest/precisionGreaterThanOne.var
\e[0;32mOK
\e[0m 0.00
5792 cic:/Sophia-Antipolis/Cours-de-Coq/ex1_auto/Praeclarum.con
\e[0;32mOK
\e[0m 0.00
5793 cic:/Sophia-Antipolis/Cours-de-Coq/ex1_auto/and_commutative.con
\e[0;32mOK
\e[0m 0.00
5794 cic:/Sophia-Antipolis/Cours-de-Coq/ex1_auto/mini_cases.con
\e[0;32mOK
\e[0m 0.00
5795 cic:/Sophia-Antipolis/Cours-de-Coq/ex1_auto/not_not_converse.con
\e[0;32mOK
\e[0m 0.00
5796 cic:/Sophia-Antipolis/Cours-de-Coq/ex1/Praeclarum.con
\e[0;32mOK
\e[0m 0.00
5797 cic:/Sophia-Antipolis/Cours-de-Coq/ex1/and_commutative.con
\e[0;32mOK
\e[0m 0.00
5798 cic:/Sophia-Antipolis/Cours-de-Coq/ex1/mini_cases.con
\e[0;32mOK
\e[0m 0.00
5799 cic:/Sophia-Antipolis/Cours-de-Coq/ex1/not_not.con
\e[0;32mOK
\e[0m 0.00
5800 cic:/Sophia-Antipolis/Cours-de-Coq/ex1/not_not_converse.con
\e[0;32mOK
\e[0m 0.00
5801 cic:/Sophia-Antipolis/Cours-de-Coq/ex1/not_quite_classic.con
\e[0;32mOK
\e[0m 0.00
5802 cic:/Sophia-Antipolis/Cours-de-Coq/drinker/drinker's_theorem.con
\e[0;32mOK
\e[0m 0.01
5803 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_3/noetherian.ind
\e[0;32mOK
\e[0m 0.00
5804 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2/Rplus.ind
\e[0;32mOK
\e[0m 0.00
5805 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2/Rstar.ind
\e[0;32mOK
\e[0m 0.00
5806 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2/Rstar1.ind
\e[0;32mOK
\e[0m 0.00
5807 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2/Strongly_confluent.con
\e[0;32mOK
\e[0m 0.00
5808 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Antisymmetric.con
\e[0;32mOK
\e[0m 0.00
5809 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Reflexive.con
\e[0;32mOK
\e[0m 0.00
5810 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Symmetric.con
\e[0;32mOK
\e[0m 0.00
5811 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Transitive.con
\e[0;32mOK
\e[0m 0.00
5812 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/same_relation.con
\e[0;32mOK
\e[0m 0.00
5813 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Empty_set_ind.con
\e[0;32mOK
\e[0m 0.00
5814 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Empty_set_rec.con
\e[0;32mOK
\e[0m 0.00
5815 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Included.con
\e[0;32mOK
\e[0m 0.00
5816 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Intersection.ind
\e[0;32mOK
\e[0m 0.00
5817 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Non_empty.ind
\e[0;32mOK
\e[0m 0.00
5818 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Setminus.ind
\e[0;32mOK
\e[0m 0.00
5819 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Singleton_ind.con
\e[0;32mOK
\e[0m 0.00
5820 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Singleton_rec.con
\e[0;32mOK
\e[0m 0.00
5821 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Union.ind
\e[0;32mOK
\e[0m 0.00
5822 cic:/Sophia-Antipolis/Buchberger/WfR0/thRO/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5823 cic:/Sophia-Antipolis/Buchberger/Term/T2M.con
\e[0;32mOK
\e[0m 0.00
5824 cic:/Sophia-Antipolis/Buchberger/Term/eqTerm.con
\e[0;32mOK
\e[0m 0.00
5825 cic:/Sophia-Antipolis/Buchberger/Term/invTerm.con
\e[0;32mOK
\e[0m 0.00
5826 cic:/Sophia-Antipolis/Buchberger/Term/minusTerm.con
\e[0;32mOK
\e[0m 0.00
5827 cic:/Sophia-Antipolis/Buchberger/Term/plusTerm.con
\e[0;32mOK
\e[0m 0.00
5828 cic:/Sophia-Antipolis/Buchberger/Term/zeroP.con
\e[0;32mOK
\e[0m 0.00
5829 cic:/Sophia-Antipolis/Buchberger/Term/Term/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5830 cic:/Sophia-Antipolis/Buchberger/Pspoly/Pspoly/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5831 cic:/Sophia-Antipolis/Buchberger/Pspminus/Pspminus/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5832 cic:/Sophia-Antipolis/Buchberger/Preducestar/Preducestar/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5833 cic:/Sophia-Antipolis/Buchberger/Preduceplus/Preduceplus/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5834 cic:/Sophia-Antipolis/Buchberger/Preduce/Preduce/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5835 cic:/Sophia-Antipolis/Buchberger/Pplus/Pplus/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5836 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/ffst.var
\e[0;32mOK
\e[0m 0.00
5837 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5838 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/ppair.var
\e[0;32mOK
\e[0m 0.00
5839 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/ssnd.var
\e[0;32mOK
\e[0m 0.00
5840 cic:/Sophia-Antipolis/Buchberger/Pmult/Pmult/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5841 cic:/Sophia-Antipolis/Buchberger/Pminus/Pminus/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5842 cic:/Sophia-Antipolis/Buchberger/Peq/size.con
\e[0;32mOK
\e[0m 0.00
5843 cic:/Sophia-Antipolis/Buchberger/Peq/Peq/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5844 cic:/Sophia-Antipolis/Buchberger/Pcrit/crit/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5845 cic:/Sophia-Antipolis/Buchberger/Pcomb/Pcomb/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5846 cic:/Sophia-Antipolis/Buchberger/POrder/app2_inv.con
\e[0;32mOK
\e[0m 0.04
5847 cic:/Sophia-Antipolis/Buchberger/POrder/pO.con
\e[0;32mOK
\e[0m 0.00
5848 cic:/Sophia-Antipolis/Buchberger/POrder/pX.con
\e[0;32mOK
\e[0m 0.00
5849 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5850 cic:/Sophia-Antipolis/Buchberger/Monomials/div_mon.con
\e[0;32mOK
\e[0m 0.01
5851 cic:/Sophia-Antipolis/Buchberger/Monomials/gen_mon.con
\e[0;32mOK
\e[0m 0.00
5852 cic:/Sophia-Antipolis/Buchberger/Monomials/mdiv_ind.con
\e[0;32mOK
\e[0m 0.01
5853 cic:/Sophia-Antipolis/Buchberger/Monomials/mon_ind.con
\e[0;32mOK
\e[0m 0.00
5854 cic:/Sophia-Antipolis/Buchberger/Monomials/mon_rec.con
\e[0;32mOK
\e[0m 0.00
5855 cic:/Sophia-Antipolis/Buchberger/Monomials/mult_mon.con
\e[0;32mOK
\e[0m 0.01
5856 cic:/Sophia-Antipolis/Buchberger/Monomials/ppcm_mon.con
\e[0;32mOK
\e[0m 0.01
5857 cic:/Sophia-Antipolis/Buchberger/Monomials/recomp.con
\e[0;32mOK
\e[0m 0.01
5858 cic:/Sophia-Antipolis/Buchberger/Monomials/zero_mon.con
\e[0;32mOK
\e[0m 0.00
5859 cic:/Sophia-Antipolis/Buchberger/LexiOrder/orderc.ind
\e[0;32mOK
\e[0m 0.00
5860 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/cb_comp.var
\e[0;32mOK
\e[0m 0.00
5861 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/cb_compo.var
\e[0;32mOK
\e[0m 0.00
5862 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/cb_id.var
\e[0;32mOK
\e[0m 0.00
5863 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/cb_nf.var
\e[0;32mOK
\e[0m 0.00
5864 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/cb_trans.var
\e[0;32mOK
\e[0m 0.00
5865 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/cb_zerop.var
\e[0;32mOK
\e[0m 0.00
5866 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/def_grobner.var
\e[0;32mOK
\e[0m 0.00
5867 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/div_reduce.var
\e[0;32mOK
\e[0m 0.00
5868 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/grobner_def.var
\e[0;32mOK
\e[0m 0.00
5869 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/nf_cb.var
\e[0;32mOK
\e[0m 0.00
5870 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/nf_div.var
\e[0;32mOK
\e[0m 0.00
5871 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/nf_div_zero.var
\e[0;32mOK
\e[0m 0.00
5872 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/nf_div_zero1.var
\e[0;32mOK
\e[0m 0.00
5873 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/zerop_elim_cb.var
\e[0;32mOK
\e[0m 0.00
5874 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5875 cic:/Sophia-Antipolis/Buchberger/Dickson/jjProp2.con
\e[0;32mOK
\e[0m 0.02
5876 cic:/Sophia-Antipolis/Buchberger/Dickson/nat_double_ind_set.con
\e[0;32mOK
\e[0m 0.01
5877 cic:/Sophia-Antipolis/Buchberger/Dickson/sndL.con
\e[0;32mOK
\e[0m 0.00
5878 cic:/Sophia-Antipolis/Buchberger/Dickson/Dickson/declt.var
\e[0;32mOK
\e[0m 0.00
5879 cic:/Sophia-Antipolis/Buchberger/BuchRed/BuchRed/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5880 cic:/Sophia-Antipolis/Buchberger/BuchAux/BuchAux/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5881 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/ltM_dec.var
\e[0;32mOK
\e[0m 0.00
5882 cic:/Sophia-Antipolis/Buchberger/Bar/Bar_rect.con
\e[0;32mOK
\e[0m 0.01
5883 cic:/Sophia-Antipolis/Buchberger/Bar/ExistsL_rect.con
\e[0;32mOK
\e[0m 0.01
5884 cic:/Sophia-Antipolis/Buchberger/Bar/GoodR.ind
\e[0;32mOK
\e[0m 0.00
5885 cic:/Sophia-Antipolis/Bertrand/why/WhyArrays/access.con
\e[0;32mOK
\e[0m 0.00
5886 cic:/Sophia-Antipolis/Bertrand/why/WhyArrays/array_length.con
\e[0;32mOK
\e[0m 0.00
5887 cic:/Sophia-Antipolis/Bertrand/why/WhyArrays/new.con
\e[0;32mOK
\e[0m 0.00
5888 cic:/Sophia-Antipolis/Bertrand/sTactic/Contradict1.con
\e[0;32mOK
\e[0m 0.00
5889 cic:/Sophia-Antipolis/Bertrand/sTactic/Contradict2.con
\e[0;32mOK
\e[0m 0.00
5890 cic:/Sophia-Antipolis/Bertrand/Summation/sum_nm_i.con
\e[0;32mOK
\e[0m 0.00
5891 cic:/Sophia-Antipolis/Bertrand/Summation/t_sum_Svars.con
\e[0;32mOK
\e[0m 0.01
5892 cic:/Sophia-Antipolis/Bertrand/Product/prod_nm.con
\e[0;32mOK
\e[0m 0.00
5893 cic:/Sophia-Antipolis/Bertrand/Power/power.con
\e[0;32mOK
\e[0m 0.00
5894 cic:/Sophia-Antipolis/Bertrand/Misc/mult_eqO.con
\e[0;32mOK
\e[0m 0.01
5895 cic:/Sophia-Antipolis/Bertrand/Misc/plus_eqO.con
\e[0;32mOK
\e[0m 0.01
5896 cic:/Sophia-Antipolis/Bertrand/Knuth_def/pairZ.con
\e[0;32mOK
\e[0m 0.01
5897 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_spec.ind
\e[0;32mOK
\e[0m 0.00
5898 cic:/Sophia-Antipolis/Bertrand/Factorial_bis/factorial.con
\e[0;32mOK
\e[0m 0.00
5899 cic:/Sophia-Antipolis/Bertrand/Divides/divides.con
\e[0;32mOK
\e[0m 0.00
5900 cic:/Sophia-Antipolis/Bertrand/Divides/is_div.con
\e[0;32mOK
\e[0m 0.00
5901 cic:/Sophia-Antipolis/Bertrand/Div/ominus_id.con
\e[0;32mOK
\e[0m 0.00
5902 cic:/Sophia-Antipolis/Bertrand/Div/pdiv.con
\e[0;32mOK
\e[0m 0.00
5903 cic:/Sophia-Antipolis/Bertrand/Binomial/binomial_def1.con
\e[0;32mOK
\e[0m 0.00
5904 cic:/Sophia-Antipolis/Bertrand/Binomial/binomial_def4.con
\e[0;32mOK
\e[0m 0.00
5905 cic:/Sophia-Antipolis/Angles/point_tangente/abba.con
\e[0;32mOK
\e[0m 0.01
5906 cic:/Sophia-Antipolis/Angles/point_tangente/circonscrit.con
\e[0;32mOK
\e[0m 0.00
5907 cic:/Sophia-Antipolis/Angles/point_tangente/double_pisurdeux.con
\e[0;32mOK
\e[0m 0.00
5908 cic:/Sophia-Antipolis/Angles/point_cocyclicite/abba.con
\e[0;32mOK
\e[0m 0.01
5909 cic:/Sophia-Antipolis/Angles/point_cocyclicite/circonscrit.con
\e[0;32mOK
\e[0m 0.00
5910 cic:/Sophia-Antipolis/Angles/point_cocyclicite/double_pisurdeux.con
\e[0;32mOK
\e[0m 0.00
5911 cic:/Sophia-Antipolis/Angles/point_angle/Chasles_2.con
\e[0;32mOK
\e[0m 0.01
5912 cic:/Sophia-Antipolis/Angles/point_angle/R_double.con
\e[0;32mOK
\e[0m 0.00
5913 cic:/Sophia-Antipolis/Angles/point_angle/colineaire.con
\e[0;32mOK
\e[0m 0.00
5914 cic:/Sophia-Antipolis/Angles/point_angle/compatible_croix.con
\e[0;32mOK
\e[0m 0.00
5915 cic:/Sophia-Antipolis/Angles/point_angle/opp_opp.con
\e[0;32mOK
\e[0m 0.01
5916 cic:/Sophia-Antipolis/Angles/point_angle/orthogonal.con
\e[0;32mOK
\e[0m 0.00
5917 cic:/Sophia-Antipolis/Angles/point_angle/permute.con
\e[0;32mOK
\e[0m 0.00
5918 cic:/Sophia-Antipolis/Angles/point_angle/plus_zero.con
\e[0;32mOK
\e[0m 0.01
5919 cic:/Sophia-Antipolis/Angles/point_angle/u_oppv.con
\e[0;32mOK
\e[0m 0.01
5920 cic:/Sophia-Antipolis/Angles/point_angle/zero_plus.con
\e[0;32mOK
\e[0m 0.01
5921 cic:/Sophia-Antipolis/Algebra/Sets/partial_equivalence.con
\e[0;32mOK
\e[0m 0.00
5922 cic:/Rocq/ZF/zfc/Big.con
\e[0;32mOK
\e[0m 0.00
5923 cic:/Rocq/ZF/zfc/CIN.con
\e[0;32mOK
\e[0m 0.00
5924 cic:/Rocq/ZF/zfc/EQC_EQ.con
\e[0;32mOK
\e[0m 0.02
5925 cic:/Rocq/ZF/zfc/EQC_refl.con
\e[0;32mOK
\e[0m 0.01
5926 cic:/Rocq/ZF/zfc/EQC_sym.con
\e[0;32mOK
\e[0m 0.03
5927 cic:/Rocq/ZF/zfc/EQC_tran.con
\e[0;32mOK
\e[0m 0.08
5928 cic:/Rocq/ZF/zfc/EQ_refl.con
\e[0;32mOK
\e[0m 0.01
5929 cic:/Rocq/ZF/zfc/EQ_sym.con
\e[0;32mOK
\e[0m 0.02
5930 cic:/Rocq/ZF/zfc/EQ_tran.con
\e[0;32mOK
\e[0m 0.04
5931 cic:/Rocq/ZF/zfc/IN.con
\e[0;32mOK
\e[0m 0.01
5932 cic:/Rocq/ZF/zfc/Sing.con
\e[0;32mOK
\e[0m 0.01
5933 cic:/Rocq/ZF/zfc/functional.con
\e[0;32mOK
\e[0m 0.01
5934 cic:/Rocq/ZF/zfc/inj_sound.con
\e[0;32mOK
\e[0m 0.03
5935 cic:/Rocq/ZF/zfc/pi2.con
\e[0;32mOK
\e[0m 0.01
5936 cic:/Rocq/ZF/Sets/EQ_refl.con
\e[0;32mOK
\e[0m 0.01
5937 cic:/Rocq/ZF/Sets/EQ_sym.con
\e[0;32mOK
\e[0m 0.02
5938 cic:/Rocq/ZF/Sets/EQ_tran.con
\e[0;32mOK
\e[0m 0.05
5939 cic:/Rocq/ZF/Sets/IN.con
\e[0;32mOK
\e[0m 0.01
5940 cic:/Rocq/ZF/Replacement/functional.con
\e[0;32mOK
\e[0m 0.01
5941 cic:/Rocq/ZF/Plump/PI2.con
\e[0;32mOK
\e[0m 0.02
5942 cic:/Rocq/ZF/Hierarchy/Big.con
\e[0;32mOK
\e[0m 0.01
5943 cic:/Rocq/ZF/Hierarchy/inj_sound.con
\e[0;32mOK
\e[0m 0.03
5944 cic:/Rocq/ZF/Constructive/CIN.con
\e[0;32mOK
\e[0m 0.01
5945 cic:/Rocq/ZF/Constructive/EQC_EQ.con
\e[0;32mOK
\e[0m 0.03
5946 cic:/Rocq/ZF/Constructive/EQC_refl.con
\e[0;32mOK
\e[0m 0.02
5947 cic:/Rocq/ZF/Constructive/EQC_sym.con
\e[0;32mOK
\e[0m 0.04
5948 cic:/Rocq/ZF/Constructive/EQC_tran.con
\e[0;32mOK
\e[0m 0.09
5949 cic:/Rocq/ZF/Axioms/Sing.con
\e[0;32mOK
\e[0m 0.09
5950 cic:/Rocq/ZF/Axioms/pi2.con
\e[0;32mOK
\e[0m 0.02
5951 cic:/Rocq/TreeAutomata/union/union_pl.con
\e[0;32mOK
\e[0m 0.04
5952 cic:/Rocq/TreeAutomata/union/upl_conv_0.con
\e[0;32mOK
\e[0m 0.03
5953 cic:/Rocq/TreeAutomata/union/upl_conv_1.con
\e[0;32mOK
\e[0m 0.00
5954 cic:/Rocq/TreeAutomata/signature/pl_compat.con
\e[0;32mOK
\e[0m 0.02
5955 cic:/Rocq/TreeAutomata/signature/pl_compat_check.con
\e[0;32mOK
\e[0m 0.01
5956 cic:/Rocq/TreeAutomata/signature/pl_tl_length.ind
\e[0;32mOK
\e[0m 0.01
5957 cic:/Rocq/TreeAutomata/signature/pre_ad_concat.con
\e[0;32mOK
\e[0m 0.02
5958 cic:/Rocq/TreeAutomata/signature/signature.con
\e[0;32mOK
\e[0m 0.01
5959 cic:/Rocq/TreeAutomata/semantics/conservation_0_0.con
\e[0;32mOK
\e[0m 0.01
5960 cic:/Rocq/TreeAutomata/pl_path/pl_path_incl.ind
\e[0;32mOK
\e[0m 0.01
5961 cic:/Rocq/TreeAutomata/pl_path/pl_path_length.con
\e[0;32mOK
\e[0m 0.01
5962 cic:/Rocq/TreeAutomata/pl_path/pl_path_rect.con
\e[0;32mOK
\e[0m 0.01
5963 cic:/Rocq/TreeAutomata/lattice_fixpoint/MapFlag.ind
\e[0;32mOK
\e[0m 0.01
5964 cic:/Rocq/TreeAutomata/lattice_fixpoint/andb_inc_l.con
\e[0;32mOK
\e[0m 0.01
5965 cic:/Rocq/TreeAutomata/lattice_fixpoint/andb_inc_r.con
\e[0;32mOK
\e[0m 0.01
5966 cic:/Rocq/TreeAutomata/lattice_fixpoint/domain_equal.con
\e[0;32mOK
\e[0m 0.01
5967 cic:/Rocq/TreeAutomata/lattice_fixpoint/eq_bool_equal.con
\e[0;32mOK
\e[0m 0.01
5968 cic:/Rocq/TreeAutomata/lattice_fixpoint/eqm_bool.con
\e[0;32mOK
\e[0m 0.01
5969 cic:/Rocq/TreeAutomata/lattice_fixpoint/equal_eq_bool.con
\e[0;32mOK
\e[0m 0.01
5970 cic:/Rocq/TreeAutomata/lattice_fixpoint/leb_antisymmetric.con
\e[0;32mOK
\e[0m 0.01
5971 cic:/Rocq/TreeAutomata/lattice_fixpoint/leb_reflexive.con
\e[0;32mOK
\e[0m 0.01
5972 cic:/Rocq/TreeAutomata/lattice_fixpoint/leb_transitive.con
\e[0;32mOK
\e[0m 0.01
5973 cic:/Rocq/TreeAutomata/lattice_fixpoint/lem.con
\e[0;32mOK
\e[0m 0.01
5974 cic:/Rocq/TreeAutomata/lattice_fixpoint/mEnsemble.con
\e[0;32mOK
\e[0m 0.00
5975 cic:/Rocq/TreeAutomata/lattice_fixpoint/mRelation.con
\e[0;32mOK
\e[0m 0.00
5976 cic:/Rocq/TreeAutomata/lattice_fixpoint/map_fill.con
\e[0;32mOK
\e[0m 0.01
5977 cic:/Rocq/TreeAutomata/lattice_fixpoint/orb_inc_l.con
\e[0;32mOK
\e[0m 0.01
5978 cic:/Rocq/TreeAutomata/lattice_fixpoint/orb_inc_r.con
\e[0;32mOK
\e[0m 0.01
5979 cic:/Rocq/TreeAutomata/lattice_fixpoint/prechain.ind
\e[0;32mOK
\e[0m 0.01
5980 cic:/Rocq/TreeAutomata/inter_correct/positive_sum.con
\e[0;32mOK
\e[0m 0.02
5981 cic:/Rocq/TreeAutomata/inter/ad_couple_rect.con
\e[0;32mOK
\e[0m 0.01
5982 cic:/Rocq/TreeAutomata/inter/iad_conv.con
\e[0;32mOK
\e[0m 0.01
5983 cic:/Rocq/TreeAutomata/inter/iad_conv_aux_0_1_img_disj.con
\e[0;32mOK
\e[0m 0.06
5984 cic:/Rocq/TreeAutomata/inter/iad_conv_inv_0.con
\e[0;32mOK
\e[0m 0.01
5985 cic:/Rocq/TreeAutomata/inter/iad_conv_prop.con
\e[0;32mOK
\e[0m 0.01
5986 cic:/Rocq/TreeAutomata/inter/pl_card.con
\e[0;32mOK
\e[0m 0.01
5987 cic:/Rocq/TreeAutomata/inter/pl_prof.con
\e[0;32mOK
\e[0m 0.01
5988 cic:/Rocq/TreeAutomata/defs/lst_length.con
\e[0;32mOK
\e[0m 0.01
5989 cic:/Rocq/TreeAutomata/defs/mtaille_term_list.con
\e[0;32mOK
\e[0m 0.02
5990 cic:/Rocq/TreeAutomata/defs/prec_contained.ind
\e[0;32mOK
\e[0m 0.01
5991 cic:/Rocq/TreeAutomata/defs/prec_list_rect.con
\e[0;32mOK
\e[0m 0.01
5992 cic:/Rocq/TreeAutomata/defs/prec_occur.ind
\e[0;32mOK
\e[0m 0.01
5993 cic:/Rocq/TreeAutomata/defs/state.con
\e[0;32mOK
\e[0m 0.01
5994 cic:/Rocq/TreeAutomata/defs/taille_0.con
\e[0;32mOK
\e[0m 0.01
5995 cic:/Rocq/TreeAutomata/defs/taille_term.con
\e[0;32mOK
\e[0m 0.01
5996 cic:/Rocq/TreeAutomata/defs/term_high.con
\e[0;32mOK
\e[0m 0.01
5997 cic:/Rocq/TreeAutomata/defs/term_high_0.con
\e[0;32mOK
\e[0m 0.01
5998 cic:/Rocq/TreeAutomata/defs/term_list_rect.con
\e[0;32mOK
\e[0m 0.01
5999 cic:/Rocq/TreeAutomata/defs/term_list_term_ind.con
\e[0;31mFAIL
\e[0m
6000 cic:/Rocq/TreeAutomata/defs/term_list_term_rec.con
\e[0;31mFAIL
\e[0m
6001 cic:/Rocq/TreeAutomata/defs/term_occur.ind
\e[0;32mOK
\e[0m 0.01
6002 cic:/Rocq/TreeAutomata/defs/term_rect.con
\e[0;32mOK
\e[0m 0.06
6003 cic:/Rocq/TreeAutomata/defs/term_term_list_ind.con
\e[0;31mFAIL
\e[0m
6004 cic:/Rocq/TreeAutomata/defs/term_term_list_rec.con
\e[0;31mFAIL
\e[0m
6005 cic:/Rocq/TreeAutomata/coacc_test/map_or.con
\e[0;32mOK
\e[0m 0.02
6006 cic:/Rocq/TreeAutomata/coacc_test/map_replace.con
\e[0;32mOK
\e[0m 0.01
6007 cic:/Rocq/TreeAutomata/bases/Sn_eq_Sm_n_eq_m.con
\e[0;32mOK
\e[0m 0.03
6008 cic:/Rocq/TreeAutomata/bases/aux_ad_eq_1_0.con
\e[0;32mOK
\e[0m 0.01
6009 cic:/Rocq/TreeAutomata/bases/beq_nat_correct.con
\e[0;32mOK
\e[0m 0.01
6010 cic:/Rocq/TreeAutomata/bases/bool_is_false_or_true.con
\e[0;32mOK
\e[0m 0.01
6011 cic:/Rocq/TreeAutomata/bases/bool_is_true_or_false.con
\e[0;32mOK
\e[0m 0.01
6012 cic:/Rocq/TreeAutomata/bases/nat_sum.con
\e[0;32mOK
\e[0m 0.01
6013 cic:/Rocq/THREE_GAP/tools/N_classic.con
\e[0;32mOK
\e[0m 0.03
6014 cic:/Rocq/THREE_GAP/three_gap/gap/Hn.var
\e[0;32mOK
\e[0m 0.01
6015 cic:/Rocq/THREE_GAP/three_gap/gap/prop_N.var
\e[0;32mOK
\e[0m 0.01
6016 cic:/Rocq/THREE_GAP/prop_fl/theoreme/prop_N.var
\e[0;32mOK
\e[0m 0.01
6017 cic:/Rocq/THREE_GAP/preuve2/Three/prop_N.var
\e[0;32mOK
\e[0m 0.01
6018 cic:/Rocq/THREE_GAP/preuve1/particular/prop_N.var
\e[0;32mOK
\e[0m 0.01
6019 cic:/Rocq/THREE_GAP/Nat_compl/contraposee_ou.con
\e[0;32mOK
\e[0m 0.01
6020 cic:/Rocq/THREE_GAP/Nat_compl/not_symt_et.con
\e[0;32mOK
\e[0m 0.01
6021 cic:/Rocq/SUBST/sur_les_relations/Ex_PQ.con
\e[0;32mOK
\e[0m 0.01
6022 cic:/Rocq/SUBST/sur_les_relations/Rplus_Rstar.con
\e[0;32mOK
\e[0m 0.01
6023 cic:/Rocq/SUBST/sur_les_relations/Rplus_transitive.con
\e[0;32mOK
\e[0m 0.01
6024 cic:/Rocq/SUBST/sur_les_relations/adjoint.con
\e[0;32mOK
\e[0m 0.01
6025 cic:/Rocq/SUBST/sur_les_relations/comp_case.con
\e[0;32mOK
\e[0m 0.01
6026 cic:/Rocq/SUBST/sur_les_relations/comp_relplus.con
\e[0;32mOK
\e[0m 0.01
6027 cic:/Rocq/SUBST/sur_les_relations/explicit_confluence.con
\e[0;32mOK
\e[0m 0.01
6028 cic:/Rocq/SUBST/sur_les_relations/explicit_local_confluence.con
\e[0;32mOK
\e[0m 0.01
6029 cic:/Rocq/SUBST/sur_les_relations/explicit_strong_confluence.con
\e[0;32mOK
\e[0m 0.00
6030 cic:/Rocq/SUBST/sur_les_relations/inclus_comp.con
\e[0;32mOK
\e[0m 0.01
6031 cic:/Rocq/SUBST/sur_les_relations/inclus_reg_star.con
\e[0;32mOK
\e[0m 0.01
6032 cic:/Rocq/SUBST/sur_les_relations/star_case.con
\e[0;32mOK
\e[0m 0.01
6033 cic:/Rocq/SUBST/sur_les_relations/star_trans.con
\e[0;32mOK
\e[0m 0.01
6034 cic:/Rocq/SUBST/sigma_lift/reg_app.ind
\e[0;32mOK
\e[0m 0.01
6035 cic:/Rocq/SUBST/sigma_lift/reg_assenv.ind
\e[0;32mOK
\e[0m 0.01
6036 cic:/Rocq/SUBST/sigma_lift/reg_clos.ind
\e[0;32mOK
\e[0m 0.06
6037 cic:/Rocq/SUBST/sigma_lift/reg_fvarcons.ind
\e[0;32mOK
\e[0m 0.00
6038 cic:/Rocq/SUBST/sigma_lift/reg_fvarlift1.ind
\e[0;32mOK
\e[0m 0.00
6039 cic:/Rocq/SUBST/sigma_lift/reg_fvarlift2.ind
\e[0;32mOK
\e[0m 0.00
6040 cic:/Rocq/SUBST/sigma_lift/reg_id.ind
\e[0;32mOK
\e[0m 0.00
6041 cic:/Rocq/SUBST/sigma_lift/reg_idl.ind
\e[0;32mOK
\e[0m 0.00
6042 cic:/Rocq/SUBST/sigma_lift/reg_idr.ind
\e[0;32mOK
\e[0m 0.00
6043 cic:/Rocq/SUBST/sigma_lift/reg_lambda.ind
\e[0;32mOK
\e[0m 0.01
6044 cic:/Rocq/SUBST/sigma_lift/reg_lift1.ind
\e[0;32mOK
\e[0m 0.00
6045 cic:/Rocq/SUBST/sigma_lift/reg_lift2.ind
\e[0;32mOK
\e[0m 0.00
6046 cic:/Rocq/SUBST/sigma_lift/reg_liftenv.ind
\e[0;32mOK
\e[0m 0.00
6047 cic:/Rocq/SUBST/sigma_lift/reg_liftid.ind
\e[0;32mOK
\e[0m 0.00
6048 cic:/Rocq/SUBST/sigma_lift/reg_mapenv.ind
\e[0;32mOK
\e[0m 0.00
6049 cic:/Rocq/SUBST/sigma_lift/reg_rvarcons.ind
\e[0;32mOK
\e[0m 0.00
6050 cic:/Rocq/SUBST/sigma_lift/reg_rvarlift1.ind
\e[0;32mOK
\e[0m 0.05
6051 cic:/Rocq/SUBST/sigma_lift/reg_rvarlift2.ind
\e[0;32mOK
\e[0m 0.00
6052 cic:/Rocq/SUBST/sigma_lift/reg_shiftcons.ind
\e[0;32mOK
\e[0m 0.00
6053 cic:/Rocq/SUBST/sigma_lift/reg_shiftlift1.ind
\e[0;32mOK
\e[0m 0.00
6054 cic:/Rocq/SUBST/sigma_lift/reg_shiftlift2.ind
\e[0;32mOK
\e[0m 0.00
6055 cic:/Rocq/SUBST/sigma_lift/reg_varshift1.ind
\e[0;32mOK
\e[0m 0.00
6056 cic:/Rocq/SUBST/sigma_lift/reg_varshift2.ind
\e[0;32mOK
\e[0m 0.00
6057 cic:/Rocq/SUBST/lambda_sigma_lift/reg_beta.ind
\e[0;32mOK
\e[0m 0.02
6058 cic:/Rocq/SUBST/egaliteTS/diff_app_env.con
\e[0;32mOK
\e[0m 0.01
6059 cic:/Rocq/SUBST/egaliteTS/diff_app_lambda.con
\e[0;32mOK
\e[0m 0.01
6060 cic:/Rocq/SUBST/egaliteTS/diff_comp_lift.con
\e[0;32mOK
\e[0m 0.01
6061 cic:/Rocq/SUBST/egaliteTS/diff_cons_comp.con
\e[0;32mOK
\e[0m 0.01
6062 cic:/Rocq/SUBST/egaliteTS/diff_cons_lift.con
\e[0;32mOK
\e[0m 0.01
6063 cic:/Rocq/SUBST/egaliteTS/diff_id_comp.con
\e[0;32mOK
\e[0m 0.01
6064 cic:/Rocq/SUBST/egaliteTS/diff_id_cons.con
\e[0;32mOK
\e[0m 0.01
6065 cic:/Rocq/SUBST/egaliteTS/diff_id_lift.con
\e[0;32mOK
\e[0m 0.01
6066 cic:/Rocq/SUBST/egaliteTS/diff_id_shift.con
\e[0;32mOK
\e[0m 0.01
6067 cic:/Rocq/SUBST/egaliteTS/diff_lambda_env.con
\e[0;32mOK
\e[0m 0.01
6068 cic:/Rocq/SUBST/egaliteTS/diff_shift_comp.con
\e[0;32mOK
\e[0m 0.01
6069 cic:/Rocq/SUBST/egaliteTS/diff_shift_cons.con
\e[0;32mOK
\e[0m 0.01
6070 cic:/Rocq/SUBST/egaliteTS/diff_shift_lift.con
\e[0;32mOK
\e[0m 0.01
6071 cic:/Rocq/SUBST/egaliteTS/diff_var_app.con
\e[0;32mOK
\e[0m 0.01
6072 cic:/Rocq/SUBST/egaliteTS/diff_var_env.con
\e[0;32mOK
\e[0m 0.01
6073 cic:/Rocq/SUBST/egaliteTS/diff_var_lambda.con
\e[0;32mOK
\e[0m 0.01
6074 cic:/Rocq/SUBST/egaliteTS/proj_app1.con
\e[0;32mOK
\e[0m 0.01
6075 cic:/Rocq/SUBST/egaliteTS/proj_app2.con
\e[0;32mOK
\e[0m 0.01
6076 cic:/Rocq/SUBST/egaliteTS/proj_comp1.con
\e[0;32mOK
\e[0m 0.01
6077 cic:/Rocq/SUBST/egaliteTS/proj_comp2.con
\e[0;32mOK
\e[0m 0.01
6078 cic:/Rocq/SUBST/egaliteTS/proj_cons1.con
\e[0;32mOK
\e[0m 0.01
6079 cic:/Rocq/SUBST/egaliteTS/proj_cons2.con
\e[0;32mOK
\e[0m 0.01
6080 cic:/Rocq/SUBST/egaliteTS/proj_env1.con
\e[0;32mOK
\e[0m 0.01
6081 cic:/Rocq/SUBST/egaliteTS/proj_env2.con
\e[0;32mOK
\e[0m 0.01
6082 cic:/Rocq/SUBST/egaliteTS/proj_lambda.con
\e[0;32mOK
\e[0m 0.01
6083 cic:/Rocq/SUBST/egaliteTS/proj_lift.con
\e[0;32mOK
\e[0m 0.01
6084 cic:/Rocq/SUBST/egaliteTS/proj_var.con
\e[0;32mOK
\e[0m 0.01
6085 cic:/Rocq/SUBST/comparith/S_plus.con
\e[0;32mOK
\e[0m 0.02
6086 cic:/Rocq/SUBST/comparith/eq_mult_reg_l.con
\e[0;32mOK
\e[0m 0.01
6087 cic:/Rocq/SUBST/comparith/eq_mult_reg_r.con
\e[0;32mOK
\e[0m 0.01
6088 cic:/Rocq/SUBST/comparith/eq_plus_reg_l.con
\e[0;32mOK
\e[0m 0.01
6089 cic:/Rocq/SUBST/comparith/eq_plus_reg_r.con
\e[0;32mOK
\e[0m 0.01
6090 cic:/Rocq/SUBST/comparith/mult_n_1.con
\e[0;32mOK
\e[0m 0.01
6091 cic:/Rocq/SUBST/comparith/power2.con
\e[0;32mOK
\e[0m 0.01
6092 cic:/Rocq/SUBST/betapar/e_beta_par.ind
\e[0;32mOK
\e[0m 0.02
6093 cic:/Rocq/SUBST/Yokouchi/YokouchiS/commut1.var
\e[0;32mOK
\e[0m 0.01
6094 cic:/Rocq/SUBST/TS/Psubst.con
\e[0;32mOK
\e[0m 0.01
6095 cic:/Rocq/SUBST/TS/Pterms.con
\e[0;32mOK
\e[0m 0.01
6096 cic:/Rocq/SUBST/TS/TS_ind.con
\e[0;32mOK
\e[0m 0.01
6097 cic:/Rocq/SUBST/TS/TS_rec.con
\e[0;32mOK
\e[0m 0.01
6098 cic:/Rocq/SUBST/Pol2/e_P2.con
\e[0;32mOK
\e[0m 0.02
6099 cic:/Rocq/SHUFFLE/Words/conc_ind.con
\e[0;32mOK
\e[0m 0.02
6100 cic:/Rocq/SHUFFLE/Words/even_ind.con
\e[0;32mOK
\e[0m 0.01
6101 cic:/Rocq/SHUFFLE/Words/inv_even.con
\e[0;32mOK
\e[0m 0.01
6102 cic:/Rocq/SHUFFLE/Words/inv_odd.con
\e[0;32mOK
\e[0m 0.02
6103 cic:/Rocq/SHUFFLE/Words/not_odd_empty.con
\e[0;32mOK
\e[0m 0.01
6104 cic:/Rocq/SHUFFLE/Words/odd_ind.con
\e[0;32mOK
\e[0m 0.01
6105 cic:/Rocq/SHUFFLE/Words/word_ind.con
\e[0;32mOK
\e[0m 0.01
6106 cic:/Rocq/SHUFFLE/Words/word_rec.con
\e[0;32mOK
\e[0m 0.00
6107 cic:/Rocq/SHUFFLE/Shuffle/shuffle_ind.con
\e[0;32mOK
\e[0m 0.02
6108 cic:/Rocq/SHUFFLE/Paired/paired_ind.con
\e[0;32mOK
\e[0m 0.02
6109 cic:/Rocq/SHUFFLE/Paired/paired_odd_l.con
\e[0;32mOK
\e[0m 0.01
6110 cic:/Rocq/SHUFFLE/Paired/paired_odd_r.con
\e[0;32mOK
\e[0m 0.01
6111 cic:/Rocq/SHUFFLE/Paired/rotate.con
\e[0;32mOK
\e[0m 0.01
6112 cic:/Rocq/SHUFFLE/Opposite/not_opp_empty_l.con
\e[0;32mOK
\e[0m 0.02
6113 cic:/Rocq/SHUFFLE/Opposite/not_opp_empty_r.con
\e[0;32mOK
\e[0m 0.02
6114 cic:/Rocq/SHUFFLE/Opposite/opposite_ind.con
\e[0;32mOK
\e[0m 0.01
6115 cic:/Rocq/SHUFFLE/Gilbreath/Context/A.var
\e[0;32mOK
\e[0m 0.01
6116 cic:/Rocq/SHUFFLE/Gilbreath/Context/C.var
\e[0;32mOK
\e[0m 0.00
6117 cic:/Rocq/SHUFFLE/Gilbreath/Context/Even_x.var
\e[0;32mOK
\e[0m 0.01
6118 cic:/Rocq/SHUFFLE/Gilbreath/Context/S.var
\e[0;32mOK
\e[0m 0.00
6119 cic:/Rocq/SHUFFLE/Gilbreath/Context/Case2_/Even_u.var
\e[0;32mOK
\e[0m 0.02
6120 cic:/Rocq/SHUFFLE/Gilbreath/Context/Case1_/Odd_u.var
\e[0;32mOK
\e[0m 0.01
6121 cic:/Rocq/SHUFFLE/Alternate/alt_eq.con
\e[0;32mOK
\e[0m 0.02
6122 cic:/Rocq/SHUFFLE/Alternate/alt_ind.con
\e[0;32mOK
\e[0m 0.01
6123 cic:/Rocq/SHUFFLE/Alternate/alt_neg_intro.con
\e[0;32mOK
\e[0m 0.02
6124 cic:/Rocq/SHUFFLE/Alternate/alternate.ind
\e[0;32mOK
\e[0m 0.01
6125 cic:/Rocq/SCHROEDER/Sums/Set_Sum.ind
\e[0;32mOK
\e[0m 0.01
6126 cic:/Rocq/SCHROEDER/Schroeder/in_or_not_in.con
\e[0;32mOK
\e[0m 0.02
6127 cic:/Rocq/SCHROEDER/Schroeder/Schroeder_Bernstein/A.var
\e[0;32mOK
\e[0m 0.01
6128 cic:/Rocq/SCHROEDER/Schroeder/Schroeder_Bernstein/B.var
\e[0;32mOK
\e[0m 0.00
6129 cic:/Rocq/SCHROEDER/Functions/Im.ind
\e[0;32mOK
\e[0m 0.01
6130 cic:/Rocq/SCHROEDER/Functions/Rel.ind
\e[0;32mOK
\e[0m 0.01
6131 cic:/Rocq/SCHROEDER/Functions/au_moins_un_ant.con
\e[0;32mOK
\e[0m 0.01
6132 cic:/Rocq/SCHROEDER/Functions/au_moins_une_im.con
\e[0;32mOK
\e[0m 0.01
6133 cic:/Rocq/SCHROEDER/Functions/au_plus_un_ant.con
\e[0;32mOK
\e[0m 0.00
6134 cic:/Rocq/SCHROEDER/Functions/au_plus_une_im.con
\e[0;32mOK
\e[0m 0.01
6135 cic:/Rocq/PARADOXES/diaconescu/eq_bool_dec.con
\e[0;32mOK
\e[0m 0.02
6136 cic:/Rocq/PARADOXES/diaconescu/rel_sym.con
\e[0;32mOK
\e[0m 0.02
6137 cic:/Rocq/PARADOXES/diaconescu/rel_trans.con
\e[0;32mOK
\e[0m 0.01
6138 cic:/Rocq/PARADOXES/diaconescu/TTDiaconescu2/TTAC2.var
\e[0;32mOK
\e[0m 0.01
6139 cic:/Rocq/PARADOXES/diaconescu/TTDiaconescu/TTCA.var
\e[0;32mOK
\e[0m 0.01
6140 cic:/Rocq/PARADOXES/Reynolds1/iter_A0.con
\e[0;32mOK
\e[0m 0.02
6141 cic:/Rocq/PARADOXES/Log_Rel1/per_Eq.con
\e[0;32mOK
\e[0m 0.02
6142 cic:/Rocq/PARADOXES/Log_Rel1/per_rect.con
\e[0;32mOK
\e[0m 0.01
6143 cic:/Rocq/PARADOXES/Log_Rel1/power.con
\e[0;32mOK
\e[0m 0.00
6144 cic:/Rocq/PARADOXES/Log_Rel/per_equiv.con
\e[0;32mOK
\e[0m 0.01
6145 cic:/Rocq/PARADOXES/Log_Rel/per_rect.con
\e[0;32mOK
\e[0m 0.01
6146 cic:/Rocq/PARADOXES/Hurkens_Set/le.con
\e[0;32mOK
\e[0m 0.02
6147 cic:/Rocq/PARADOXES/Hurkens_Set/p2b.con
\e[0;32mOK
\e[0m 0.01
6148 cic:/Rocq/PARADOXES/BuraliForti/Omega.con
\e[0;32mOK
\e[0m 0.01
6149 cic:/Rocq/PARADOXES/BuraliForti/emb_ind.con
\e[0;32mOK
\e[0m 0.01
6150 cic:/Rocq/PARADOXES/BuraliForti/sub.ind
\e[0;32mOK
\e[0m 0.00
6151 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/Memo_ind.con
\e[0;32mOK
\e[0m 0.01
6152 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/Memo_rec.con
\e[0;32mOK
\e[0m 0.01
6153 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/pc.con
\e[0;32mOK
\e[0m 0.01
6154 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/update_pc.con
\e[0;32mOK
\e[0m 0.01
6155 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/update_tour.con
\e[0;32mOK
\e[0m 0.00
6156 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/Scheduler/choix.var
\e[0;32mOK
\e[0m 0.01
6157 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/Scheduler/p.var
\e[0;32mOK
\e[0m 0.01
6158 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/Exists.ind
\e[0;32mOK
\e[0m 0.01
6159 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/is.con
\e[0;32mOK
\e[0m 0.01
6160 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/Memo_ind.con
\e[0;32mOK
\e[0m 0.01
6161 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/Memo_rec.con
\e[0;32mOK
\e[0m 0.00
6162 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/choix.con
\e[0;32mOK
\e[0m 0.01
6163 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/pc.con
\e[0;32mOK
\e[0m 0.01
6164 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/update_pc.con
\e[0;32mOK
\e[0m 0.00
6165 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/update_tour.con
\e[0;32mOK
\e[0m 0.00
6166 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/Scheduler/choix.var
\e[0;32mOK
\e[0m 0.01
6167 cic:/Rocq/LAMBDA/Terms/lambda_ind.con
\e[0;32mOK
\e[0m 0.02
6168 cic:/Rocq/LAMBDA/Terms/lambda_rec.con
\e[0;32mOK
\e[0m 0.01
6169 cic:/Rocq/LAMBDA/Redexes/bool_max_Sym.con
\e[0;32mOK
\e[0m 0.01
6170 cic:/Rocq/LAMBDA/Redexes/comp_ind.con
\e[0;32mOK
\e[0m 0.02
6171 cic:/Rocq/LAMBDA/Redexes/max_false.con
\e[0;32mOK
\e[0m 0.01
6172 cic:/Rocq/LAMBDA/Redexes/redexes_ind.con
\e[0;32mOK
\e[0m 0.01
6173 cic:/Rocq/LAMBDA/Redexes/redexes_rec.con
\e[0;32mOK
\e[0m 0.00
6174 cic:/Rocq/LAMBDA/Redexes/sub_ind.con
\e[0;32mOK
\e[0m 0.01
6175 cic:/Rocq/LAMBDA/Redexes/union_ind.con
\e[0;32mOK
\e[0m 0.01
6176 cic:/Rocq/LAMBDA/Cube/compat_ind.con
\e[0;32mOK
\e[0m 0.02
6177 cic:/Rocq/HIGMAN/Higman/A.ind
\e[0;32mOK
\e[0m 0.01
6178 cic:/Rocq/HIGMAN/Higman/A0_A1.con
\e[0;32mOK
\e[0m 0.01
6179 cic:/Rocq/HIGMAN/Higman/IN_ind.con
\e[0;32mOK
\e[0m 0.01
6180 cic:/Rocq/HIGMAN/Higman/Leastp.ind
\e[0;32mOK
\e[0m 0.01
6181 cic:/Rocq/HIGMAN/Higman/Xn.ind
\e[0;32mOK
\e[0m 0.01
6182 cic:/Rocq/HIGMAN/Higman/cex.con
\e[0;32mOK
\e[0m 0.01
6183 cic:/Rocq/HIGMAN/Higman/connected_ind.con
\e[0;32mOK
\e[0m 0.01
6184 cic:/Rocq/HIGMAN/Higman/connected_rec.con
\e[0;32mOK
\e[0m 0.01
6185 cic:/Rocq/HIGMAN/Higman/eqgn.con
\e[0;32mOK
\e[0m 0.00
6186 cic:/Rocq/HIGMAN/Higman/eql.con
\e[0;32mOK
\e[0m 0.00
6187 cic:/Rocq/HIGMAN/Higman/exi_im.con
\e[0;32mOK
\e[0m 0.01
6188 cic:/Rocq/HIGMAN/Higman/f.ind
\e[0;32mOK
\e[0m 0.00
6189 cic:/Rocq/HIGMAN/Higman/lel.con
\e[0;32mOK
\e[0m 0.00
6190 cic:/Rocq/HIGMAN/Higman/ltM_connected.con
\e[0;32mOK
\e[0m 0.01
6191 cic:/Rocq/HIGMAN/Higman/ltM_ind.con
\e[0;32mOK
\e[0m 0.00
6192 cic:/Rocq/HIGMAN/Higman/ltM_rec.con
\e[0;32mOK
\e[0m 0.00
6193 cic:/Rocq/HIGMAN/Higman/ltl.con
\e[0;32mOK
\e[0m 0.00
6194 cic:/Rocq/HIGMAN/Higman/the_next_after.con
\e[0;32mOK
\e[0m 0.00
6195 cic:/Rocq/HIGMAN/Higman/uniq_im.con
\e[0;32mOK
\e[0m 0.01
6196 cic:/Rocq/HIGMAN/Higman/word_ind.con
\e[0;32mOK
\e[0m 0.00
6197 cic:/Rocq/HIGMAN/Higman/word_rec.con
\e[0;32mOK
\e[0m 0.00
6198 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/infinitely_many_/thick_h.var
\e[0;32mOK
\e[0m 0.01
6199 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/contradiction/f_0_f0.var
\e[0;32mOK
\e[0m 0.01
6200 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/BadMin_/f_0_f0.var
\e[0;32mOK
\e[0m 0.00
6201 cic:/Rocq/GRAPHS/zcgraph/ZCGForm_rect.con
\e[0;32mOK
\e[0m 0.05
6202 cic:/Rocq/GRAPHS/zcgraph/ZCGevalDef/Zrho_zero.var
\e[0;32mOK
\e[0m 0.00
6203 cic:/Rocq/GRAPHS/cgraph/CGForm_rect.con
\e[0;32mOK
\e[0m 0.02
6204 cic:/Rocq/GRAPHS/cgraph/CGSForm_rect.con
\e[0;32mOK
\e[0m 0.01
6205 cic:/Rocq/GRAPHS/cgraph/CGSeq.con
\e[0;32mOK
\e[0m 0.01
6206 cic:/Rocq/GRAPHS/cgraph/CGSnot.con
\e[0;32mOK
\e[0m 0.01
6207 cic:/Rocq/GRAPHS/cgraph/CG_of_CGS.con
\e[0;32mOK
\e[0m 0.01
6208 cic:/Rocq/GRAPHS/cgraph/CGeval.con
\e[0;32mOK
\e[0m 0.01
6209 cic:/Rocq/GRAPHS/cgraph/CGraph1.con
\e[0;32mOK
\e[0m 0.01
6210 cic:/Rocq/GRAPHS/cgraph/Ddle_refl.con
\e[0;32mOK
\e[0m 0.01
6211 cic:/Rocq/GRAPHS/cgraph/Ddle_trans.con
\e[0;32mOK
\e[0m 0.02
6212 cic:/Rocq/GRAPHS/cgraph/Ddmin.con
\e[0;32mOK
\e[0m 0.01
6213 cic:/Rocq/GRAPHS/cgraph/Dle_neg.con
\e[0;32mOK
\e[0m 0.01
6214 cic:/Rocq/GRAPHS/cgraph/Dle_neg_2.con
\e[0;32mOK
\e[0m 0.01
6215 cic:/Rocq/GRAPHS/cgraph/Dle_noteq_notle.con
\e[0;32mOK
\e[0m 0.01
6216 cic:/Rocq/GRAPHS/cgraph/Dle_true_permut.con
\e[0;32mOK
\e[0m 0.02
6217 cic:/Rocq/GRAPHS/cgraph/Dmin_le_5.con
\e[0;32mOK
\e[0m 0.02
6218 cic:/Rocq/GRAPHS/cgraph/Dneg_Dz.con
\e[0;32mOK
\e[0m 0.01
6219 cic:/Rocq/GRAPHS/cgraph/Dnotle_3_cases.con
\e[0;32mOK
\e[0m 0.02
6220 cic:/Rocq/GRAPHS/cgraph/Dnotle_noteq.con
\e[0;32mOK
\e[0m 0.01
6221 cic:/Rocq/GRAPHS/cgraph/Dplus_reg_r.con
\e[0;32mOK
\e[0m 0.02
6222 cic:/Rocq/GRAPHS/cgraph/FSize.con
\e[0;32mOK
\e[0m 0.01
6223 cic:/Rocq/DEMOS/compile_ml/Access.ind
\e[0;32mOK
\e[0m 0.01
6224 cic:/Rocq/DEMOS/compile_ml/Commande_rect.con
\e[0;32mOK
\e[0m 0.02
6225 cic:/Rocq/DEMOS/compile_ml/MLexp_rect.con
\e[0;32mOK
\e[0m 0.02
6226 cic:/Rocq/DEMOS/compile_ml/Squelette_rect.con
\e[0;32mOK
\e[0m 0.01
6227 cic:/Rocq/DEMOS/compile_ml/Value_ind.con
\e[0;32mOK
\e[0m 0.01
6228 cic:/Rocq/DEMOS/compile_ml/Value_rec.con
\e[0;32mOK
\e[0m 0.00
6229 cic:/Rocq/DEMOS/compile_ml/two.con
\e[0;32mOK
\e[0m 0.01
6230 cic:/Rocq/DEMOS/Sorting/Ln2Tas.con
\e[0;32mOK
\e[0m 0.01
6231 cic:/Rocq/DEMOS/Sorting/Ln2abr.con
\e[0;32mOK
\e[0m 0.01
6232 cic:/Rocq/DEMOS/Sorting/Tas2Ln.con
\e[0;32mOK
\e[0m 0.01
6233 cic:/Rocq/DEMOS/Sorting/arbin_ind.con
\e[0;32mOK
\e[0m 0.01
6234 cic:/Rocq/DEMOS/Sorting/arbin_rec.con
\e[0;32mOK
\e[0m 0.01
6235 cic:/Rocq/DEMOS/Sorting/bubble.con
\e[0;32mOK
\e[0m 0.01
6236 cic:/Rocq/DEMOS/Sorting/diff_true_false.con
\e[0;32mOK
\e[0m 0.01
6237 cic:/Rocq/DEMOS/Sorting/fusion_eq1.con
\e[0;32mOK
\e[0m 0.01
6238 cic:/Rocq/DEMOS/Sorting/fusion_eq2.con
\e[0;32mOK
\e[0m 0.00
6239 cic:/Rocq/DEMOS/Sorting/fusion_eq3.con
\e[0;32mOK
\e[0m 0.01
6240 cic:/Rocq/DEMOS/Sorting/ins_eq1.con
\e[0;32mOK
\e[0m 0.01
6241 cic:/Rocq/DEMOS/Sorting/ins_eq2.con
\e[0;32mOK
\e[0m 0.01
6242 cic:/Rocq/DEMOS/Sorting/nocc_eq1.con
\e[0;32mOK
\e[0m 0.01
6243 cic:/Rocq/DEMOS/Sorting/nocc_eq2.con
\e[0;32mOK
\e[0m 0.01
6244 cic:/Rocq/DEMOS/Sorting/sorted_eq1.con
\e[0;32mOK
\e[0m 0.01
6245 cic:/Rocq/DEMOS/Sorting/sorted_eq2.con
\e[0;32mOK
\e[0m 0.00
6246 cic:/Rocq/DEMOS/Sorting/sorted_eq3.con
\e[0;32mOK
\e[0m 0.01
6247 cic:/Rocq/DEMOS/Sorting/tri_ins.con
\e[0;32mOK
\e[0m 0.01
6248 cic:/Rocq/DEMOS/Sorting/tri_merge0.con
\e[0;32mOK
\e[0m 0.01
6249 cic:/Rocq/DEMOS/Demo_tauto/Ex_Klenne''.con
\e[0;32mOK
\e[0m 0.02
6250 cic:/Rocq/DEMOS/Demo_tauto/Ex_Klenne'.con
\e[0;32mOK
\e[0m 0.01
6251 cic:/Rocq/DEMOS/Demo_tauto/Ex_Klenne.con
\e[0;32mOK
\e[0m 0.01
6252 cic:/Rocq/DEMOS/Demo_tauto/Ex_Wallen.con
\e[0;32mOK
\e[0m 0.01
6253 cic:/Rocq/DEMOS/Demo_tauto/Intu.con
\e[0;32mOK
\e[0m 0.01
6254 cic:/Rocq/DEMOS/Demo_tauto/NoMember.con
\e[0;32mOK
\e[0m 0.01
6255 cic:/Rocq/DEMOS/Demo_tauto/a.con
\e[0;32mOK
\e[0m 0.00
6256 cic:/Rocq/DEMOS/Demo_tauto/a2.con
\e[0;32mOK
\e[0m 0.01
6257 cic:/Rocq/DEMOS/Demo_tauto/a4.con
\e[0;32mOK
\e[0m 0.00
6258 cic:/Rocq/DEMOS/Demo_tauto/e2.con
\e[0;32mOK
\e[0m 0.01
6259 cic:/Rocq/DEMOS/Demo_tauto/e4.con
\e[0;32mOK
\e[0m 0.01
6260 cic:/Rocq/DEMOS/Demo_tauto/y0.con
\e[0;32mOK
\e[0m 0.01
6261 cic:/Rocq/DEMOS/Demo_tauto/y1.con
\e[0;32mOK
\e[0m 0.00
6262 cic:/Rocq/DEMOS/Demo_tauto/y3.con
\e[0;32mOK
\e[0m 0.00
6263 cic:/Rocq/DEMOS/Demo/Plus_S.con
\e[0;32mOK
\e[0m 0.01
6264 cic:/Rocq/DEMOS/Demo/Plus_assoc.con
\e[0;32mOK
\e[0m 0.01
6265 cic:/Rocq/DEMOS/Demo/Plus_n_O.con
\e[0;32mOK
\e[0m 0.01
6266 cic:/Rocq/DEMOS/Ack/Ack_ack.con
\e[0;32mOK
\e[0m 0.02
6267 cic:/Rocq/DEMOS/Ack/Ackermann.con
\e[0;32mOK
\e[0m 0.02
6268 cic:/Rocq/DEMOS/Ack/ack_Ack.con
\e[0;32mOK
\e[0m 0.02
6269 cic:/Rocq/COMPILER/Mini_ML/Access.ind
\e[0;32mOK
\e[0m 0.01
6270 cic:/Rocq/COMPILER/Mini_ML/CSem_val.ind
\e[0;32mOK
\e[0m 0.00
6271 cic:/Rocq/COMPILER/Mini_ML/Commande_rect.con
\e[0;32mOK
\e[0m 0.01
6272 cic:/Rocq/COMPILER/Mini_ML/MLexp_rect.con
\e[0;32mOK
\e[0m 0.02
6273 cic:/Rocq/COMPILER/Mini_ML/MLval.ind
\e[0;32mOK
\e[0m 0.00
6274 cic:/Rocq/COMPILER/Mini_ML/Squelette_rect.con
\e[0;32mOK
\e[0m 0.01
6275 cic:/Rocq/COMPILER/Mini_ML/Value_ind.con
\e[0;32mOK
\e[0m 0.01
6276 cic:/Rocq/COMPILER/Mini_ML/Value_rec.con
\e[0;32mOK
\e[0m 0.00
6277 cic:/Rocq/COC/Termes/mem_sort_ind.con
\e[0;32mOK
\e[0m 0.01
6278 cic:/Rocq/COC/Termes/subt_bind_ind.con
\e[0;32mOK
\e[0m 0.01
6279 cic:/Rocq/COC/Termes/subt_nobind_ind.con
\e[0;32mOK
\e[0m 0.01
6280 cic:/Rocq/COC/Termes/subterm.ind
\e[0;32mOK
\e[0m 0.00
6281 cic:/Rocq/COC/Termes/term_ind.con
\e[0;32mOK
\e[0m 0.01
6282 cic:/Rocq/COC/Termes/term_rec.con
\e[0;32mOK
\e[0m 0.01
6283 cic:/Rocq/COC/Names/name_dec.con
\e[0;32mOK
\e[0m 0.02
6284 cic:/Rocq/COC/Names/var_of_nat.con
\e[0;32mOK
\e[0m 0.00
6285 cic:/Rocq/COC/MyList/In.ind
\e[0;32mOK
\e[0m 0.01
6286 cic:/Rocq/COC/MyList/first_item.ind
\e[0;32mOK
\e[0m 0.01
6287 cic:/Rocq/COC/MyList/insert.ind
\e[0;32mOK
\e[0m 0.01
6288 cic:/Rocq/COC/MyList/item.ind
\e[0;32mOK
\e[0m 0.01
6289 cic:/Rocq/COC/MyList/nth_def.con
\e[0;32mOK
\e[0m 0.01
6290 cic:/Rocq/COC/MyList/trunc.ind
\e[0;32mOK
\e[0m 0.00
6291 cic:/Rocq/COC/MlTypes/dangerous_int_injection.con
\e[0;32mOK
\e[0m 0.02
6292 cic:/Rocq/COC/Machine/ast.ind
\e[0;32mOK
\e[0m 0.01
6293 cic:/Rocq/COC/Machine/command_rect.con
\e[0;32mOK
\e[0m 0.01
6294 cic:/Rocq/COC/Machine/error.ind
\e[0;32mOK
\e[0m 0.00
6295 cic:/Rocq/COC/Machine/message.ind
\e[0;32mOK
\e[0m 0.00
6296 cic:/Rocq/COC/Machine/pmessage.ind
\e[0;32mOK
\e[0m 0.01
6297 cic:/Rocq/COC/Machine/ptype_error.ind
\e[0;32mOK
\e[0m 0.00
6298 cic:/Rocq/COC/ListType/TIns_ind.con
\e[0;32mOK
\e[0m 0.02
6299 cic:/Rocq/COC/ListType/TList_ind.con
\e[0;32mOK
\e[0m 0.01
6300 cic:/Rocq/COC/ListType/TList_rec.con
\e[0;32mOK
\e[0m 0.00
6301 cic:/Rocq/COC/ListType/TTrunc_ind.con
\e[0;32mOK
\e[0m 0.01
6302 cic:/Rocq/COC/ListType/Tfor_all2_ind.con
\e[0;32mOK
\e[0m 0.02
6303 cic:/Rocq/COC/ListType/Tfor_all_fold_ind.con
\e[0;32mOK
\e[0m 0.01
6304 cic:/Rocq/COC/ListType/Tfor_all_ind.con
\e[0;32mOK
\e[0m 0.01
6305 cic:/Rocq/COC/Int_typ/Int_K.ind
\e[0;32mOK
\e[0m 0.01
6306 cic:/Rocq/COC/Int_term/shift_intt.con
\e[0;32mOK
\e[0m 0.02
6307 cic:/Rocq/COC/Infer/inf_error.ind
\e[0;32mOK
\e[0m 0.01
6308 cic:/Rocq/COC/Infer/type_error_rect.con
\e[0;32mOK
\e[0m 0.01
6309 cic:/Rocq/COC/Expr/alpha.ind
\e[0;32mOK
\e[0m 0.02
6310 cic:/Rocq/COC/Expr/expr_rect.con
\e[0;32mOK
\e[0m 0.01
6311 cic:/Rocq/COC/Expr/expr_vars.ind
\e[0;32mOK
\e[0m 0.01
6312 cic:/Rocq/COC/Expr/transl_name_ind.con
\e[0;32mOK
\e[0m 0.02
6313 cic:/Rocq/COC/Ered/mem_sort2_ind.con
\e[0;32mOK
\e[0m 0.02
6314 cic:/Rocq/COC/Equiv/equiv_env.ind
\e[0;32mOK
\e[0m 0.01
6315 cic:/Rocq/COC/Consistency/is_atom.con
\e[0;32mOK
\e[0m 0.02
6316 cic:/Rocq/COC/Class/EQ_skel.con
\e[0;32mOK
\e[0m 0.03
6317 cic:/Rocq/COC/Class/adj_cls_ind.con
\e[0;32mOK
\e[0m 0.01
6318 cic:/Rocq/COC/Class/cl_term.con
\e[0;32mOK
\e[0m 0.01
6319 cic:/Rocq/COC/Class/class_ind.con
\e[0;32mOK
\e[0m 0.01
6320 cic:/Rocq/COC/Class/class_rec.con
\e[0;32mOK
\e[0m 0.00
6321 cic:/Rocq/COC/Class/commut_case.con
\e[0;32mOK
\e[0m 0.06
6322 cic:/Rocq/COC/Class/loose_eqc_ind.con
\e[0;32mOK
\e[0m 0.01
6323 cic:/Rocq/COC/Class/typ_cls_ind.con
\e[0;32mOK
\e[0m 0.01
6324 cic:/Rocq/COC/Can/eq_can.con
\e[0;32mOK
\e[0m 0.02
6325 cic:/Rocq/CHECKER/Functions/Finite.con
\e[0;32mOK
\e[0m 0.01
6326 cic:/Rocq/CHECKER/Functions/Injections_compose.con
\e[0;32mOK
\e[0m 0.01
6327 cic:/Rocq/CHECKER/Functions/Surjections_right.con
\e[0;32mOK
\e[0m 0.01
6328 cic:/Rocq/CHECKER/Checker/BW_One_one.con
\e[0;32mOK
\e[0m 0.01
6329 cic:/Rocq/CHECKER/Checker/Domino_one_one.con
\e[0;32mOK
\e[0m 0.00
6330 cic:/Rocq/ARITH/ZChinese/rings/is_gcd.con
\e[0;32mOK
\e[0m 0.01
6331 cic:/Rocq/ARITH/ZChinese/misc/inv_com.con
\e[0;32mOK
\e[0m 0.01
6332 cic:/Rocq/ARITH/ZChinese/misc/pi1.con
\e[0;32mOK
\e[0m 0.01
6333 cic:/Rocq/ARITH/ZChinese/Lci/neutral_add.con
\e[0;32mOK
\e[0m 0.02
6334 cic:/Rocq/ARITH/ZChinese/Lci/opp_com.con
\e[0;32mOK
\e[0m 0.01
6335 cic:/Rocq/ARITH/ZChinese/Lci/opposite.con
\e[0;32mOK
\e[0m 0.00
6336 cic:/Rocq/ARITH/Chinese/rings/is_gcd.con
\e[0;32mOK
\e[0m 0.02
6337 cic:/Rocq/ARITH/Chinese/misc/inv_com.con
\e[0;32mOK
\e[0m 0.02
6338 cic:/Rocq/ARITH/Chinese/misc/pi1.con
\e[0;32mOK
\e[0m 0.01
6339 cic:/Rocq/ARITH/Chinese/Zle/tech_posOZ_pos.con
\e[0;32mOK
\e[0m 0.01
6340 cic:/Rocq/ARITH/Chinese/Zbase/Z_ind.con
\e[0;32mOK
\e[0m 0.02
6341 cic:/Rocq/ARITH/Chinese/Zbase/Z_rec.con
\e[0;32mOK
\e[0m 0.00
6342 cic:/Rocq/ARITH/Chinese/Zadd/abs_eq_or_oppZ.con
\e[0;32mOK
\e[0m 0.02
6343 cic:/Rocq/ARITH/Chinese/Zadd/addneg.con
\e[0;32mOK
\e[0m 0.01
6344 cic:/Rocq/ARITH/Chinese/Zadd/tech_opp_pos_negZ.con
\e[0;32mOK
\e[0m 0.01
6345 cic:/Rocq/ARITH/Chinese/Z_succ_pred/succZ.con
\e[0;32mOK
\e[0m 0.02
6346 cic:/Rocq/ARITH/Chinese/Lci/neutral_add.con
\e[0;32mOK
\e[0m 0.03
6347 cic:/Rocq/ARITH/Chinese/Lci/opp_com.con
\e[0;32mOK
\e[0m 0.01
6348 cic:/Rocq/ARITH/Chinese/Lci/opposite.con
\e[0;32mOK
\e[0m 0.00
6349 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Antisymmetric.con
\e[0;32mOK
\e[0m 0.01
6350 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Reflexive.con
\e[0;32mOK
\e[0m 0.01
6351 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Same_relation.con
\e[0;32mOK
\e[0m 0.01
6352 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Symmetric.con
\e[0;32mOK
\e[0m 0.01
6353 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Transitive.con
\e[0;32mOK
\e[0m 0.03
6354 cic:/Rocq/ALGEBRA/RELATIONS/Noetherian/noetherian.ind
\e[0;32mOK
\e[0m 0.01
6355 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Confluence/Rplus.ind
\e[0;32mOK
\e[0m 0.01
6356 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Confluence/Rstar.ind
\e[0;32mOK
\e[0m 0.01
6357 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Confluence/Rstar1.ind
\e[0;32mOK
\e[0m 0.01
6358 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Confluence/Strongly_confluent.con
\e[0;32mOK
\e[0m 0.01
6359 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_13_rect.con
\e[0;32mOK
\e[0m 0.03
6360 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_21_rect.con
\e[0;32mOK
\e[0m 0.01
6361 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_23_rect.con
\e[0;32mOK
\e[0m 0.01
6362 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_31_rect.con
\e[0;32mOK
\e[0m 0.02
6363 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_mor_ind.con
\e[0;32mOK
\e[0m 0.01
6364 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_mor_rec.con
\e[0;32mOK
\e[0m 0.01
6365 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_21_rect.con
\e[0;32mOK
\e[0m 0.02
6366 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_mor_ind.con
\e[0;32mOK
\e[0m 0.01
6367 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_mor_rec.con
\e[0;32mOK
\e[0m 0.01
6368 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Discr_mor_ind.con
\e[0;32mOK
\e[0m 0.01
6369 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Discr_mor_rec.con
\e[0;32mOK
\e[0m 0.01
6370 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/One_mor_ind.con
\e[0;32mOK
\e[0m 0.01
6371 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/One_mor_rec.con
\e[0;32mOK
\e[0m 0.01
6372 cic:/Rocq/AILS/trajectory_const/MaxBank.con
\e[0;32mOK
\e[0m 0.01
6373 cic:/Rocq/AILS/trajectory_const/TypeSpeed.ind
\e[0;32mOK
\e[0m 0.01
6374 cic:/Rocq/AILS/trajectory_const/g.con
\e[0;32mOK
\e[0m 0.01
6375 cic:/Rocq/AILS/trajectory_const/tan_lb_MaxBank.con
\e[0;32mOK
\e[0m 0.01
6376 cic:/Rocq/AILS/trajectory_const/tan_ub_MaxBank.con
\e[0;32mOK
\e[0m 0.01
6377 cic:/Rocq/AILS/constants/MinBeta.con
\e[0;32mOK
\e[0m 0.02
6378 cic:/Rocq/AILS/constants/MinT.con
\e[0;32mOK
\e[0m 0.01
6379 cic:/Rocq/AILS/ails/chkrange.con
\e[0;32mOK
\e[0m 0.01
6380 cic:/Rocq/AILS/ails/mod_eq_0.con
\e[0;32mOK
\e[0m 0.01
6381 cic:/Paris/ZF/src/useful/lem_and_assoc_l.con
\e[0;32mOK
\e[0m 0.01
6382 cic:/Paris/ZF/src/useful/lem_and_contract.con
\e[0;32mOK
\e[0m 0.01
6383 cic:/Paris/ZF/src/useful/lem_and_dist.con
\e[0;32mOK
\e[0m 0.01
6384 cic:/Paris/ZF/src/useful/lem_and_fact.con
\e[0;32mOK
\e[0m 0.01
6385 cic:/Paris/ZF/src/useful/lem_and_rew_l.con
\e[0;32mOK
\e[0m 0.01
6386 cic:/Paris/ZF/src/useful/lem_and_rew_lr.con
\e[0;32mOK
\e[0m 0.01
6387 cic:/Paris/ZF/src/useful/lem_and_rew_r.con
\e[0;32mOK
\e[0m 0.01
6388 cic:/Paris/ZF/src/useful/lem_and_sym.con
\e[0;32mOK
\e[0m 0.01
6389 cic:/Paris/ZF/src/useful/lem_iff_sym.con
\e[0;32mOK
\e[0m 0.01
6390 cic:/Paris/ZF/src/useful/lem_or_and_conv_l.con
\e[0;32mOK
\e[0m 0.01
6391 cic:/Paris/ZF/src/useful/lem_or_and_conv_r.con
\e[0;32mOK
\e[0m 0.01
6392 cic:/Paris/ZF/src/useful/lem_or_dist.con
\e[0;32mOK
\e[0m 0.01
6393 cic:/Paris/ZF/src/useful/lem_or_fact.con
\e[0;32mOK
\e[0m 0.01
6394 cic:/Paris/ZF/src/useful/lem_or_rew_l.con
\e[0;32mOK
\e[0m 0.01
6395 cic:/Paris/ZF/src/useful/lem_or_rew_lr.con
\e[0;32mOK
\e[0m 0.01
6396 cic:/Paris/ZF/src/useful/lem_or_rew_r.con
\e[0;32mOK
\e[0m 0.01
6397 cic:/Paris/ZF/src/couples/Osomme_disj.con
\e[0;32mOK
\e[0m 0.01
6398 cic:/Paris/ZF/src/couples/couple.con
\e[0;32mOK
\e[0m 0.01
6399 cic:/Paris/ZF/src/axs_reunion/lem_reunion_unique.con
\e[0;32mOK
\e[0m 0.03
6400 cic:/Paris/ZF/src/axs_reunion/lem_union_propertie.con
\e[0;32mOK
\e[0m 0.04
6401 cic:/Paris/ZF/src/axs_paire/lem_in_singleton.con
\e[0;32mOK
\e[0m 0.02
6402 cic:/Paris/ZF/src/axs_paire/lem_paire_sym.con
\e[0;32mOK
\e[0m 0.02
6403 cic:/Paris/ZF/src/axs_paire/lem_paire_unique.con
\e[0;32mOK
\e[0m 0.03
6404 cic:/Paris/ZF/src/axs_paire/lem_x_in_sing_x.con
\e[0;32mOK
\e[0m 0.01
6405 cic:/Paris/ZF/src/axs_comprehension/Delta.con
\e[0;32mOK
\e[0m 0.01
6406 cic:/Paris/ZF/src/axs_comprehension/inter.con
\e[0;32mOK
\e[0m 0.01
6407 cic:/Paris/ZF/src/axs_comprehension/lem_Comp_eq_OComp.con
\e[0;32mOK
\e[0m 0.03
6408 cic:/Paris/ZF/src/axs_comprehension/lem_comprehension_lr.con
\e[0;32mOK
\e[0m 0.01
6409 cic:/Paris/ZF/src/axs_comprehension/lem_comprehension_rl.con
\e[0;32mOK
\e[0m 0.01
6410 cic:/Paris/ZF/src/axs_comprehension/notEEexists.con
\e[0;32mOK
\e[0m 0.05
6411 cic:/Paris/ZF/src/axs_comprehension/vide.con
\e[0;32mOK
\e[0m 0.00
6412 cic:/Paris/ZF/src/applications/lem_subset.con
\e[0;32mOK
\e[0m 0.03
6413 cic:/Paris/ZF/src/ZFbasis/lem_eq_or.con
\e[0;32mOK
\e[0m 0.02
6414 cic:/Orsay/QArith/Qreduction/Z2P_correct2.con
\e[0;32mOK
\e[0m 0.01
6415 cic:/Orsay/QArith/QArith_base/Q_rect.con
\e[0;32mOK
\e[0m 0.01
6416 cic:/Orsay/QArith/QArith_base/Qden.con
\e[0;32mOK
\e[0m 0.01
6417 cic:/Orsay/QArith/QArith_base/Qnum.con
\e[0;32mOK
\e[0m 0.01
6418 cic:/Orsay/QArith/QArith_base/inject_Z.con
\e[0;32mOK
\e[0m 0.00
6419 cic:/Orsay/MiniCompiler/compiler/C.con
\e[0;32mOK
\e[0m 0.02
6420 cic:/Orsay/MiniCompiler/compiler/cell_ind.con
\e[0;32mOK
\e[0m 0.01
6421 cic:/Orsay/MiniCompiler/compiler/cell_rec.con
\e[0;32mOK
\e[0m 0.00
6422 cic:/Orsay/MiniCompiler/compiler/expr_ind.con
\e[0;32mOK
\e[0m 0.01
6423 cic:/Orsay/MiniCompiler/compiler/expr_rec.con
\e[0;32mOK
\e[0m 0.01
6424 cic:/Orsay/MiniCompiler/compiler/instr_ind.con
\e[0;32mOK
\e[0m 0.01
6425 cic:/Orsay/MiniCompiler/compiler/instr_rec.con
\e[0;32mOK
\e[0m 0.00
6426 cic:/Orsay/ExactRealArithmetic/definition/absolue_reelc.con
\e[0;32mOK
\e[0m 0.01
6427 cic:/Orsay/ExactRealArithmetic/definition/msd.con
\e[0;32mOK
\e[0m 0.01
6428 cic:/Orsay/ExactRealArithmetic/definition/oppose_reelc.con
\e[0;32mOK
\e[0m 0.00
6429 cic:/Orsay/ExactRealArithmetic/Zsgn_complemnts/Zsgn_nul.con
\e[0;32mOK
\e[0m 0.02
6430 cic:/Orsay/ExactRealArithmetic/Zmax/Zmax.con
\e[0;32mOK
\e[0m 0.01
6431 cic:/Orsay/ExactRealArithmetic/Zind_complements/Zabs_ind_ter.con
\e[0;32mOK
\e[0m 0.02
6432 cic:/Orsay/ExactRealArithmetic/Zabs_complements/Zabs_O.con
\e[0;32mOK
\e[0m 0.04
6433 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rlt_gt.con
\e[0;32mOK
\e[0m 0.01
6434 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rlt_2_to_Rlt.con
\e[0;32mOK
\e[0m 0.02
6435 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rlt_2_trans.con
\e[0;32mOK
\e[0m 0.01
6436 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/penible.con
\e[0;32mOK
\e[0m 0.01
6437 cic:/Nijmegen/REM/Rem/closure.con
\e[0;32mOK
\e[0m 0.02
6438 cic:/Nijmegen/REM/Rem/complement.con
\e[0;32mOK
\e[0m 0.01
6439 cic:/Nijmegen/REM/Rem/dense.con
\e[0;32mOK
\e[0m 0.01
6440 cic:/Nijmegen/REM/Rem/inclusion.con
\e[0;32mOK
\e[0m 0.01
6441 cic:/Nijmegen/REM/Rem/inter.con
\e[0;32mOK
\e[0m 0.01
6442 cic:/Nijmegen/REM/Rem/nbh.con
\e[0;32mOK
\e[0m 0.01
6443 cic:/Nijmegen/REM/Rem/refl_neighbour.con
\e[0;32mOK
\e[0m 0.01
6444 cic:/Nijmegen/REM/Rem/union.con
\e[0;32mOK
\e[0m 0.11
6445 cic:/Nijmegen/QArith/sqrt2/minus_minus.con
\e[0;32mOK
\e[0m 0.02
6446 cic:/Nijmegen/QArith/sqrt2/sqrt2_decrease/hyp_sqrt.var
\e[0;32mOK
\e[0m 0.01
6447 cic:/Nijmegen/QArith/sqrt2/sqrt2_decrease/pos_q.var
\e[0;32mOK
\e[0m 0.04
6448 cic:/Nijmegen/QArith/general_Q/Q_tail_Qinv.con
\e[0;32mOK
\e[0m 0.02
6449 cic:/Nijmegen/QArith/general_Q/Q_zerop_subproof0.con
\e[0;32mOK
\e[0m 0.01
6450 cic:/Nijmegen/QArith/general_Q/Q_zerop_subproof1.con
\e[0;32mOK
\e[0m 0.01
6451 cic:/Nijmegen/QArith/general_Q/Qinv_0.con
\e[0;32mOK
\e[0m 0.01
6452 cic:/Nijmegen/QArith/general_Q/Qinv_Qopp.con
\e[0;32mOK
\e[0m 0.01
6453 cic:/Nijmegen/QArith/general_Q/Qinv_resp_nonzero_subproof.con
\e[0;32mOK
\e[0m 0.01
6454 cic:/Nijmegen/QArith/general_Q/Qneg_injective.con
\e[0;32mOK
\e[0m 0.01
6455 cic:/Nijmegen/QArith/general_Q/Qopp_Qneg.con
\e[0;32mOK
\e[0m 0.01
6456 cic:/Nijmegen/QArith/general_Q/Qopp_Qpos.con
\e[0;32mOK
\e[0m 0.01
6457 cic:/Nijmegen/QArith/general_Q/Qopp_resp_nonzero.con
\e[0;32mOK
\e[0m 0.01
6458 cic:/Nijmegen/QArith/general_Q/Qpos_injective.con
\e[0;32mOK
\e[0m 0.01
6459 cic:/Nijmegen/QArith/general_Q/Qpositive_c_equal_subproof.con
\e[0;32mOK
\e[0m 0.01
6460 cic:/Nijmegen/QArith/general_Q/Qpositive_c_equal_subproof3.con
\e[0;32mOK
\e[0m 0.02
6461 cic:/Nijmegen/QArith/general_Q/Qpositive_i_c_subproof.con
\e[0;32mOK
\e[0m 0.01
6462 cic:/Nijmegen/QArith/general_Q/Qsgn_25.con
\e[0;32mOK
\e[0m 0.01
6463 cic:/Nijmegen/QArith/general_Q/Qsgn_28.con
\e[0;32mOK
\e[0m 0.01
6464 cic:/Nijmegen/QArith/general_Q/Qsgn_2_subproof.con
\e[0;32mOK
\e[0m 0.01
6465 cic:/Nijmegen/QArith/general_Q/not_O_S.con
\e[0;32mOK
\e[0m 0.02
6466 cic:/Nijmegen/QArith/Zaux/POS_resp_eq.con
\e[0;32mOK
\e[0m 0.02
6467 cic:/Nijmegen/QArith/Zaux/Zabs_min.con
\e[0;32mOK
\e[0m 0.01
6468 cic:/Nijmegen/QArith/Zaux/Zsgn_1.con
\e[0;32mOK
\e[0m 0.01
6469 cic:/Nijmegen/QArith/Zaux/Zsgn_2.con
\e[0;32mOK
\e[0m 0.01
6470 cic:/Nijmegen/QArith/Zaux/Zsgn_25.con
\e[0;32mOK
\e[0m 0.01
6471 cic:/Nijmegen/QArith/Zaux/Zsgn_3.con
\e[0;32mOK
\e[0m 0.01
6472 cic:/Nijmegen/QArith/Zaux/projP2.con
\e[0;32mOK
\e[0m 0.01
6473 cic:/Nijmegen/QArith/Qquadratic_sign_properties/Qquadratic_sign_tuple_equal.con
\e[0;32mOK
\e[0m 0.31
6474 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/bin2_eq_is_reflexive.con
\e[0;32mOK
\e[0m 0.02
6475 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/bin2_eq_is_symmetric.con
\e[0;32mOK
\e[0m 0.01
6476 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/bin2_eq_is_transitive.con
\e[0;32mOK
\e[0m 0.01
6477 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_denom_nonzero_Zero_Zero_ONE_Zero_subproof.con
\e[0;32mOK
\e[0m 0.02
6478 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_denom_nonzero_Zero_Zero_Zero_ONE_subproof.con
\e[0;32mOK
\e[0m 0.01
6479 cic:/Nijmegen/QArith/Qpositive_sub/Qpositive_sub.con
\e[0;32mOK
\e[0m 0.01
6480 cic:/Nijmegen/QArith/Qpositive_plus_mult/Qpositive_mult.con
\e[0;32mOK
\e[0m 0.02
6481 cic:/Nijmegen/QArith/Qpositive_plus_mult/Qpositive_plus.con
\e[0;32mOK
\e[0m 0.01
6482 cic:/Nijmegen/QArith/Qpositive_le/Qpositive_le'.con
\e[0;32mOK
\e[0m 0.01
6483 cic:/Nijmegen/QArith/Qpositive_le/Qpositive_le_antisym.con
\e[0;32mOK
\e[0m 0.03
6484 cic:/Nijmegen/QArith/Qpositive_le/Qpositive_le_refl.con
\e[0;32mOK
\e[0m 0.01
6485 cic:/Nijmegen/QArith/Qpositive_le/Qpositive_le_trans.con
\e[0;32mOK
\e[0m 0.04
6486 cic:/Nijmegen/QArith/Qpositive/minus_le.con
\e[0;32mOK
\e[0m 0.01
6487 cic:/Nijmegen/QArith/Qhomographic_sign_properties/sg_tuple_equal.con
\e[0;32mOK
\e[0m 0.13
6488 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/bin_eq_is_symmetric.con
\e[0;32mOK
\e[0m 0.02
6489 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/bin_eq_is_transitive.con
\e[0;32mOK
\e[0m 0.01
6490 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/bin_lt.con
\e[0;32mOK
\e[0m 0.01
6491 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_denom_nonzero_ONE_Zero_subproof.con
\e[0;32mOK
\e[0m 0.02
6492 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_denom_nonzero_Zero_ONE_subproof.con
\e[0;32mOK
\e[0m 0.01
6493 cic:/Nijmegen/QArith/Q_order/Qgt.ind
\e[0;32mOK
\e[0m 0.01
6494 cic:/Nijmegen/QArith/Q_order/not_one_zero.con
\e[0;32mOK
\e[0m 0.01
6495 cic:/Nijmegen/QArith/Q_field/Q_ind.con
\e[0;32mOK
\e[0m 0.02
6496 cic:/Nijmegen/QArith/Q_field/Q_rec.con
\e[0;32mOK
\e[0m 0.01
6497 cic:/Nijmegen/QArith/Merge_Order/well_ordering.ind
\e[0;32mOK
\e[0m 0.01
6498 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_1.con
\e[0;32mOK
\e[0m 0.04
6499 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_10.con
\e[0;32mOK
\e[0m 0.03
6500 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_100.con
\e[0;32mOK
\e[0m 0.04
6501 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_101.con
\e[0;32mOK
\e[0m 0.01
6502 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_102.con
\e[0;32mOK
\e[0m 0.01
6503 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_103.con
\e[0;32mOK
\e[0m 0.01
6504 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_104.con
\e[0;32mOK
\e[0m 0.02
6505 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_105.con
\e[0;32mOK
\e[0m 0.01
6506 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_106.con
\e[0;32mOK
\e[0m 0.02
6507 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_107.con
\e[0;32mOK
\e[0m 0.01
6508 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_108.con
\e[0;32mOK
\e[0m 0.01
6509 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_109.con
\e[0;32mOK
\e[0m 0.01
6510 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_11.con
\e[0;32mOK
\e[0m 0.02
6511 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_110.con
\e[0;32mOK
\e[0m 0.01
6512 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_111.con
\e[0;32mOK
\e[0m 0.02
6513 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_112.con
\e[0;32mOK
\e[0m 0.01
6514 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_113.con
\e[0;32mOK
\e[0m 0.01
6515 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_114.con
\e[0;32mOK
\e[0m 0.01
6516 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_115.con
\e[0;32mOK
\e[0m 0.02
6517 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_116.con
\e[0;32mOK
\e[0m 0.01
6518 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_117.con
\e[0;32mOK
\e[0m 0.02
6519 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_118.con
\e[0;32mOK
\e[0m 0.02
6520 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_119.con
\e[0;32mOK
\e[0m 0.02
6521 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_12.con
\e[0;32mOK
\e[0m 0.02
6522 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_120.con
\e[0;32mOK
\e[0m 0.02
6523 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_121.con
\e[0;32mOK
\e[0m 0.02
6524 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_122.con
\e[0;32mOK
\e[0m 0.02
6525 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_123.con
\e[0;32mOK
\e[0m 0.02
6526 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_124.con
\e[0;32mOK
\e[0m 0.04
6527 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_125.con
\e[0;32mOK
\e[0m 0.03
6528 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_126.con
\e[0;32mOK
\e[0m 0.03
6529 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_127.con
\e[0;32mOK
\e[0m 0.03
6530 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_128.con
\e[0;32mOK
\e[0m 0.03
6531 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_129.con
\e[0;32mOK
\e[0m 0.04
6532 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_13.con
\e[0;32mOK
\e[0m 0.02
6533 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_130.con
\e[0;32mOK
\e[0m 0.05
6534 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_131.con
\e[0;32mOK
\e[0m 0.03
6535 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_132.con
\e[0;32mOK
\e[0m 0.03
6536 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_133.con
\e[0;32mOK
\e[0m 0.02
6537 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_134.con
\e[0;32mOK
\e[0m 0.03
6538 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_135.con
\e[0;32mOK
\e[0m 0.02
6539 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_136.con
\e[0;32mOK
\e[0m 0.03
6540 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_137.con
\e[0;32mOK
\e[0m 0.03
6541 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_138.con
\e[0;32mOK
\e[0m 0.02
6542 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_139.con
\e[0;32mOK
\e[0m 0.02
6543 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_14.con
\e[0;32mOK
\e[0m 0.01
6544 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_140.con
\e[0;32mOK
\e[0m 0.05
6545 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_141.con
\e[0;32mOK
\e[0m 0.03
6546 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_142.con
\e[0;32mOK
\e[0m 0.03
6547 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_143.con
\e[0;32mOK
\e[0m 0.02
6548 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_144.con
\e[0;32mOK
\e[0m 0.02
6549 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_145.con
\e[0;32mOK
\e[0m 0.02
6550 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_146.con
\e[0;32mOK
\e[0m 0.03
6551 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_147.con
\e[0;32mOK
\e[0m 0.03
6552 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_148.con
\e[0;32mOK
\e[0m 0.04
6553 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_149.con
\e[0;32mOK
\e[0m 0.06
6554 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_15.con
\e[0;32mOK
\e[0m 0.01
6555 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_150.con
\e[0;32mOK
\e[0m 0.05
6556 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_151.con
\e[0;32mOK
\e[0m 0.01
6557 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_152.con
\e[0;32mOK
\e[0m 0.01
6558 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_153.con
\e[0;32mOK
\e[0m 0.02
6559 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_154.con
\e[0;32mOK
\e[0m 0.01
6560 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_155.con
\e[0;32mOK
\e[0m 0.01
6561 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_156.con
\e[0;32mOK
\e[0m 0.01
6562 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_157.con
\e[0;32mOK
\e[0m 0.01
6563 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_158.con
\e[0;32mOK
\e[0m 0.01
6564 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_159.con
\e[0;32mOK
\e[0m 0.01
6565 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_16.con
\e[0;32mOK
\e[0m 0.02
6566 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_160.con
\e[0;32mOK
\e[0m 0.01
6567 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_161.con
\e[0;32mOK
\e[0m 0.01
6568 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_162.con
\e[0;32mOK
\e[0m 0.01
6569 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_163.con
\e[0;32mOK
\e[0m 0.01
6570 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_164.con
\e[0;32mOK
\e[0m 0.01
6571 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_165.con
\e[0;32mOK
\e[0m 0.01
6572 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_166.con
\e[0;32mOK
\e[0m 0.01
6573 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_167.con
\e[0;32mOK
\e[0m 0.01
6574 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_168.con
\e[0;32mOK
\e[0m 0.01
6575 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_169.con
\e[0;32mOK
\e[0m 0.01
6576 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_17.con
\e[0;32mOK
\e[0m 0.02
6577 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_170.con
\e[0;32mOK
\e[0m 0.01
6578 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_171.con
\e[0;32mOK
\e[0m 0.01
6579 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_172.con
\e[0;32mOK
\e[0m 0.01
6580 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_173.con
\e[0;32mOK
\e[0m 0.01
6581 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_174.con
\e[0;32mOK
\e[0m 0.01
6582 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_175.con
\e[0;32mOK
\e[0m 0.01
6583 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_176.con
\e[0;32mOK
\e[0m 0.01
6584 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_177.con
\e[0;32mOK
\e[0m 0.01
6585 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_178.con
\e[0;32mOK
\e[0m 0.01
6586 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_179.con
\e[0;32mOK
\e[0m 0.01
6587 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_18.con
\e[0;32mOK
\e[0m 0.01
6588 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_180.con
\e[0;32mOK
\e[0m 0.01
6589 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_181.con
\e[0;32mOK
\e[0m 0.01
6590 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_182.con
\e[0;32mOK
\e[0m 0.01
6591 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_183.con
\e[0;32mOK
\e[0m 0.01
6592 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_184.con
\e[0;32mOK
\e[0m 0.01
6593 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_185.con
\e[0;32mOK
\e[0m 0.01
6594 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_186.con
\e[0;32mOK
\e[0m 0.01
6595 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_187.con
\e[0;32mOK
\e[0m 0.01
6596 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_188.con
\e[0;32mOK
\e[0m 0.01
6597 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_189.con
\e[0;32mOK
\e[0m 0.01
6598 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_19.con
\e[0;32mOK
\e[0m 0.02
6599 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_190.con
\e[0;32mOK
\e[0m 0.01
6600 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_191.con
\e[0;32mOK
\e[0m 0.01
6601 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_192.con
\e[0;32mOK
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6602 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_193.con
\e[0;32mOK
\e[0m 0.01
6603 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_194.con
\e[0;32mOK
\e[0m 0.01
6604 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_195.con
\e[0;32mOK
\e[0m 0.01
6605 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_196.con
\e[0;32mOK
\e[0m 0.01
6606 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_197.con
\e[0;32mOK
\e[0m 0.01
6607 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_198.con
\e[0;32mOK
\e[0m 0.01
6608 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_199.con
\e[0;32mOK
\e[0m 0.01
6609 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_2.con
\e[0;32mOK
\e[0m 0.01
6610 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_20.con
\e[0;32mOK
\e[0m 0.01
6611 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_200.con
\e[0;32mOK
\e[0m 0.01
6612 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_201.con
\e[0;32mOK
\e[0m 0.01
6613 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_202.con
\e[0;32mOK
\e[0m 0.01
6614 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_203.con
\e[0;32mOK
\e[0m 0.01
6615 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_204.con
\e[0;32mOK
\e[0m 0.01
6616 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_205.con
\e[0;32mOK
\e[0m 0.01
6617 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_206.con
\e[0;32mOK
\e[0m 0.01
6618 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_207.con
\e[0;32mOK
\e[0m 0.01
6619 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_208.con
\e[0;32mOK
\e[0m 0.01
6620 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_209.con
\e[0;32mOK
\e[0m 0.01
6621 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_21.con
\e[0;32mOK
\e[0m 0.01
6622 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_210.con
\e[0;32mOK
\e[0m 0.01
6623 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_211.con
\e[0;32mOK
\e[0m 0.01
6624 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_212.con
\e[0;32mOK
\e[0m 0.01
6625 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_213.con
\e[0;32mOK
\e[0m 0.01
6626 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_214.con
\e[0;32mOK
\e[0m 0.01
6627 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_215.con
\e[0;32mOK
\e[0m 0.01
6628 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_216.con
\e[0;32mOK
\e[0m 0.01
6629 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_217.con
\e[0;32mOK
\e[0m 0.01
6630 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_218.con
\e[0;32mOK
\e[0m 0.01
6631 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_219.con
\e[0;32mOK
\e[0m 0.01
6632 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_22.con
\e[0;32mOK
\e[0m 0.02
6633 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_220.con
\e[0;32mOK
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6634 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_221.con
\e[0;32mOK
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6635 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_222.con
\e[0;32mOK
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6636 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_223.con
\e[0;32mOK
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6637 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_224.con
\e[0;32mOK
\e[0m 0.01
6638 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_225.con
\e[0;32mOK
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6639 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_226.con
\e[0;32mOK
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6640 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_227.con
\e[0;32mOK
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6641 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_228.con
\e[0;32mOK
\e[0m 0.01
6642 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_229.con
\e[0;32mOK
\e[0m 0.01
6643 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_23.con
\e[0;32mOK
\e[0m 0.01
6644 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_230.con
\e[0;32mOK
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6645 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_231.con
\e[0;32mOK
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6646 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_232.con
\e[0;32mOK
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6647 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_233.con
\e[0;32mOK
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6648 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_234.con
\e[0;32mOK
\e[0m 0.01
6649 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_235.con
\e[0;32mOK
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6650 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_236.con
\e[0;32mOK
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6651 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_237.con
\e[0;32mOK
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6652 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_238.con
\e[0;32mOK
\e[0m 0.01
6653 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_239.con
\e[0;32mOK
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6654 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_24.con
\e[0;32mOK
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6655 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_240.con
\e[0;32mOK
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6656 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_241.con
\e[0;32mOK
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6657 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_242.con
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6658 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_243.con
\e[0;32mOK
\e[0m 0.01
6659 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_244.con
\e[0;32mOK
\e[0m 0.01
6660 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_245.con
\e[0;32mOK
\e[0m 0.01
6661 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_246.con
\e[0;32mOK
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6662 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_247.con
\e[0;32mOK
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6663 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_248.con
\e[0;32mOK
\e[0m 0.01
6664 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_249.con
\e[0;32mOK
\e[0m 0.02
6665 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_25.con
\e[0;32mOK
\e[0m 0.02
6666 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_250.con
\e[0;32mOK
\e[0m 0.01
6667 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_251.con
\e[0;32mOK
\e[0m 0.02
6668 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_252.con
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6669 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_253.con
\e[0;32mOK
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6670 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_254.con
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6671 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_255.con
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6672 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_256.con
\e[0;32mOK
\e[0m 0.01
6673 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_257.con
\e[0;32mOK
\e[0m 0.01
6674 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_258.con
\e[0;32mOK
\e[0m 0.01
6675 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_259.con
\e[0;32mOK
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6676 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_26.con
\e[0;32mOK
\e[0m 0.02
6677 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_260.con
\e[0;32mOK
\e[0m 0.01
6678 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_261.con
\e[0;32mOK
\e[0m 0.03
6679 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_262.con
\e[0;32mOK
\e[0m 0.01
6680 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_263.con
\e[0;32mOK
\e[0m 0.02
6681 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_264.con
\e[0;32mOK
\e[0m 0.01
6682 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_265.con
\e[0;32mOK
\e[0m 0.02
6683 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_266.con
\e[0;32mOK
\e[0m 0.01
6684 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_267.con
\e[0;32mOK
\e[0m 0.01
6685 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_268.con
\e[0;32mOK
\e[0m 0.01
6686 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_269.con
\e[0;32mOK
\e[0m 0.01
6687 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_27.con
\e[0;32mOK
\e[0m 0.03
6688 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_270.con
\e[0;32mOK
\e[0m 0.01
6689 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_271.con
\e[0;32mOK
\e[0m 0.02
6690 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_272.con
\e[0;32mOK
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6691 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_273.con
\e[0;32mOK
\e[0m 0.02
6692 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_274.con
\e[0;32mOK
\e[0m 0.01
6693 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_275.con
\e[0;32mOK
\e[0m 0.01
6694 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_276.con
\e[0;32mOK
\e[0m 0.01
6695 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_277.con
\e[0;32mOK
\e[0m 0.01
6696 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_278.con
\e[0;32mOK
\e[0m 0.01
6697 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_279.con
\e[0;32mOK
\e[0m 0.01
6698 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_28.con
\e[0;32mOK
\e[0m 0.02
6699 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_280.con
\e[0;32mOK
\e[0m 0.01
6700 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_281.con
\e[0;32mOK
\e[0m 0.01
6701 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_282.con
\e[0;32mOK
\e[0m 0.01
6702 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_283.con
\e[0;32mOK
\e[0m 0.01
6703 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_284.con
\e[0;32mOK
\e[0m 0.02
6704 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_285.con
\e[0;32mOK
\e[0m 0.01
6705 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_286.con
\e[0;32mOK
\e[0m 0.01
6706 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_287.con
\e[0;32mOK
\e[0m 0.01
6707 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_288.con
\e[0;32mOK
\e[0m 0.01
6708 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_289.con
\e[0;32mOK
\e[0m 0.02
6709 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_29.con
\e[0;32mOK
\e[0m 0.02
6710 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_290.con
\e[0;32mOK
\e[0m 0.01
6711 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_291.con
\e[0;32mOK
\e[0m 0.01
6712 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_292.con
\e[0;32mOK
\e[0m 0.01
6713 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_293.con
\e[0;32mOK
\e[0m 0.01
6714 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_294.con
\e[0;32mOK
\e[0m 0.01
6715 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_295.con
\e[0;32mOK
\e[0m 0.01
6716 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_296.con
\e[0;32mOK
\e[0m 0.01
6717 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_297.con
\e[0;32mOK
\e[0m 0.01
6718 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_298.con
\e[0;32mOK
\e[0m 0.01
6719 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_299.con
\e[0;32mOK
\e[0m 0.01
6720 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_3.con
\e[0;32mOK
\e[0m 0.02
6721 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_30.con
\e[0;32mOK
\e[0m 0.03
6722 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_300.con
\e[0;32mOK
\e[0m 0.01
6723 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_301.con
\e[0;32mOK
\e[0m 0.01
6724 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_302.con
\e[0;32mOK
\e[0m 0.01
6725 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_303.con
\e[0;32mOK
\e[0m 0.01
6726 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_304.con
\e[0;32mOK
\e[0m 0.04
6727 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_305.con
\e[0;32mOK
\e[0m 0.04
6728 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_306.con
\e[0;32mOK
\e[0m 0.01
6729 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_307.con
\e[0;32mOK
\e[0m 0.01
6730 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_308.con
\e[0;32mOK
\e[0m 0.01
6731 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_309.con
\e[0;32mOK
\e[0m 0.01
6732 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_31.con
\e[0;32mOK
\e[0m 0.03
6733 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_310.con
\e[0;32mOK
\e[0m 0.01
6734 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_311.con
\e[0;32mOK
\e[0m 0.01
6735 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_312.con
\e[0;32mOK
\e[0m 0.01
6736 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_313.con
\e[0;32mOK
\e[0m 0.02
6737 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_314.con
\e[0;32mOK
\e[0m 0.01
6738 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_315.con
\e[0;32mOK
\e[0m 0.01
6739 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_316.con
\e[0;32mOK
\e[0m 0.01
6740 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_317.con
\e[0;32mOK
\e[0m 0.01
6741 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_318.con
\e[0;32mOK
\e[0m 0.02
6742 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_319.con
\e[0;32mOK
\e[0m 0.19
6743 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_32.con
\e[0;32mOK
\e[0m 0.08
6744 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_320.con
\e[0;32mOK
\e[0m 0.02
6745 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_321.con
\e[0;32mOK
\e[0m 0.03
6746 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_322.con
\e[0;32mOK
\e[0m 0.02
6747 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_323.con
\e[0;32mOK
\e[0m 0.03
6748 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_324.con
\e[0;32mOK
\e[0m 0.02
6749 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_325.con
\e[0;32mOK
\e[0m 0.01
6750 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_326.con
\e[0;32mOK
\e[0m 0.01
6751 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_327.con
\e[0;32mOK
\e[0m 0.02
6752 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_328.con
\e[0;32mOK
\e[0m 0.01
6753 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_329.con
\e[0;32mOK
\e[0m 0.02
6754 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_33.con
\e[0;32mOK
\e[0m 0.04
6755 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_330.con
\e[0;32mOK
\e[0m 0.02
6756 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_331.con
\e[0;32mOK
\e[0m 0.01
6757 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_332.con
\e[0;32mOK
\e[0m 0.02
6758 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_333.con
\e[0;32mOK
\e[0m 0.02
6759 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_334.con
\e[0;32mOK
\e[0m 0.02
6760 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_335.con
\e[0;32mOK
\e[0m 0.03
6761 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_336.con
\e[0;32mOK
\e[0m 0.02
6762 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_337.con
\e[0;32mOK
\e[0m 0.02
6763 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_338.con
\e[0;32mOK
\e[0m 0.03
6764 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_339.con
\e[0;32mOK
\e[0m 0.02
6765 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_34.con
\e[0;32mOK
\e[0m 0.03
6766 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_340.con
\e[0;32mOK
\e[0m 0.02
6767 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_341.con
\e[0;32mOK
\e[0m 0.03
6768 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_342.con
\e[0;32mOK
\e[0m 0.01
6769 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_343.con
\e[0;32mOK
\e[0m 0.01
6770 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_344.con
\e[0;32mOK
\e[0m 0.02
6771 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_345.con
\e[0;32mOK
\e[0m 0.03
6772 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_346.con
\e[0;32mOK
\e[0m 0.02
6773 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_347.con
\e[0;32mOK
\e[0m 0.02
6774 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_348.con
\e[0;32mOK
\e[0m 0.03
6775 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_349.con
\e[0;32mOK
\e[0m 0.04
6776 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_35.con
\e[0;32mOK
\e[0m 0.03
6777 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_350.con
\e[0;32mOK
\e[0m 0.03
6778 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_351.con
\e[0;32mOK
\e[0m 0.05
6779 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_352.con
\e[0;32mOK
\e[0m 0.04
6780 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_353.con
\e[0;32mOK
\e[0m 0.04
6781 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_354.con
\e[0;32mOK
\e[0m 0.06
6782 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_355.con
\e[0;32mOK
\e[0m 0.05
6783 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_36.con
\e[0;32mOK
\e[0m 0.04
6784 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_37.con
\e[0;32mOK
\e[0m 0.05
6785 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_38.con
\e[0;32mOK
\e[0m 0.05
6786 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_39.con
\e[0;32mOK
\e[0m 0.03
6787 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_4.con
\e[0;32mOK
\e[0m 0.02
6788 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_40.con
\e[0;32mOK
\e[0m 0.03
6789 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_41.con
\e[0;32mOK
\e[0m 0.03
6790 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_42.con
\e[0;32mOK
\e[0m 0.02
6791 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_43.con
\e[0;32mOK
\e[0m 0.04
6792 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_44.con
\e[0;32mOK
\e[0m 0.04
6793 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_45.con
\e[0;32mOK
\e[0m 0.03
6794 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_46.con
\e[0;32mOK
\e[0m 0.04
6795 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_47.con
\e[0;32mOK
\e[0m 0.02
6796 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_48.con
\e[0;32mOK
\e[0m 0.03
6797 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_49.con
\e[0;32mOK
\e[0m 0.03
6798 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_5.con
\e[0;32mOK
\e[0m 0.02
6799 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_50.con
\e[0;32mOK
\e[0m 0.04
6800 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_51.con
\e[0;32mOK
\e[0m 0.01
6801 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_52.con
\e[0;32mOK
\e[0m 0.01
6802 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_53.con
\e[0;32mOK
\e[0m 0.02
6803 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_54.con
\e[0;32mOK
\e[0m 0.02
6804 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_55.con
\e[0;32mOK
\e[0m 0.01
6805 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_56.con
\e[0;32mOK
\e[0m 0.02
6806 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_57.con
\e[0;32mOK
\e[0m 0.02
6807 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_58.con
\e[0;32mOK
\e[0m 0.02
6808 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_59.con
\e[0;32mOK
\e[0m 0.03
6809 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_6.con
\e[0;32mOK
\e[0m 0.02
6810 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_60.con
\e[0;32mOK
\e[0m 0.05
6811 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_61.con
\e[0;32mOK
\e[0m 0.03
6812 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_62.con
\e[0;32mOK
\e[0m 0.02
6813 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_63.con
\e[0;32mOK
\e[0m 0.02
6814 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_64.con
\e[0;32mOK
\e[0m 0.02
6815 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_65.con
\e[0;32mOK
\e[0m 0.04
6816 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_66.con
\e[0;32mOK
\e[0m 0.02
6817 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_67.con
\e[0;32mOK
\e[0m 0.05
6818 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_68.con
\e[0;32mOK
\e[0m 0.04
6819 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_69.con
\e[0;32mOK
\e[0m 0.03
6820 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_7.con
\e[0;32mOK
\e[0m 0.02
6821 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_70.con
\e[0;32mOK
\e[0m 0.03
6822 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_71.con
\e[0;32mOK
\e[0m 0.03
6823 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_72.con
\e[0;32mOK
\e[0m 0.03
6824 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_73.con
\e[0;32mOK
\e[0m 0.05
6825 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_74.con
\e[0;32mOK
\e[0m 0.03
6826 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_75.con
\e[0;32mOK
\e[0m 0.03
6827 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_76.con
\e[0;32mOK
\e[0m 0.02
6828 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_77.con
\e[0;32mOK
\e[0m 0.02
6829 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_78.con
\e[0;32mOK
\e[0m 0.03
6830 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_79.con
\e[0;32mOK
\e[0m 0.03
6831 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_8.con
\e[0;32mOK
\e[0m 0.02
6832 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_80.con
\e[0;32mOK
\e[0m 0.02
6833 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_81.con
\e[0;32mOK
\e[0m 0.02
6834 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_82.con
\e[0;32mOK
\e[0m 0.01
6835 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_83.con
\e[0;32mOK
\e[0m 0.03
6836 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_84.con
\e[0;32mOK
\e[0m 0.01
6837 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_85.con
\e[0;32mOK
\e[0m 0.02
6838 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_86.con
\e[0;32mOK
\e[0m 0.02
6839 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_87.con
\e[0;32mOK
\e[0m 0.04
6840 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_88.con
\e[0;32mOK
\e[0m 0.03
6841 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_89.con
\e[0;32mOK
\e[0m 0.01
6842 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_9.con
\e[0;32mOK
\e[0m 0.01
6843 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_90.con
\e[0;32mOK
\e[0m 0.04
6844 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_91.con
\e[0;32mOK
\e[0m 0.02
6845 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_92.con
\e[0;32mOK
\e[0m 0.03
6846 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_93.con
\e[0;32mOK
\e[0m 0.03
6847 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_94.con
\e[0;32mOK
\e[0m 0.02
6848 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_95.con
\e[0;32mOK
\e[0m 0.02
6849 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_96.con
\e[0;32mOK
\e[0m 0.04
6850 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_97.con
\e[0;32mOK
\e[0m 0.03
6851 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_98.con
\e[0;32mOK
\e[0m 0.02
6852 cic:/Nijmegen/Coqoban/Coqoban_levels/Level_99.con
\e[0;32mOK
\e[0m 0.03
6853 cic:/Nijmegen/Coqoban/Coqoban_engine/Board_rect.con
\e[0;32mOK
\e[0m 0.02
6854 cic:/Nijmegen/Coqoban/Coqoban_engine/Can_rect.con
\e[0;32mOK
\e[0m 0.01
6855 cic:/Nijmegen/Coqoban/Coqoban_engine/Row_ind.con
\e[0;32mOK
\e[0m 0.01
6856 cic:/Nijmegen/Coqoban/Coqoban_engine/Row_rec.con
\e[0;32mOK
\e[0m 0.01
6857 cic:/Nijmegen/Coqoban/Coqoban_engine/Tri_rect.con
\e[0;32mOK
\e[0m 0.01
6858 cic:/Nijmegen/Coqoban/Coqoban_engine/b.con
\e[0;32mOK
\e[0m 0.01
6859 cic:/Nijmegen/Coqoban/Coqoban_engine/microban_1.con
\e[0;32mOK
\e[0m 0.01
6860 cic:/Nijmegen/Coqoban/Coqoban_engine/microban_2.con
\e[0;32mOK
\e[0m 0.01
6861 cic:/Nijmegen/Coqoban/Coqoban_engine/move.con
\e[0;32mOK
\e[0m 0.01
6862 cic:/Nijmegen/Coqoban/Coqoban_engine/ready.con
\e[0;32mOK
\e[0m 0.01
6863 cic:/Nijmegen/Coqoban/Coqoban_engine/triple_ind.con
\e[0;32mOK
\e[0m 0.01
6864 cic:/Nijmegen/Coqoban/Coqoban_engine/triple_rec.con
\e[0;32mOK
\e[0m 0.01
6865 cic:/Nancy/FOUnify/term_unif/REMOVE.con
\e[0;32mOK
\e[0m 0.03
6866 cic:/Nancy/FOUnify/term_unif/SUP.con
\e[0;32mOK
\e[0m 0.01
6867 cic:/Nancy/FOUnify/term_unif/head_diff.ind
\e[0;32mOK
\e[0m 0.01
6868 cic:/Nancy/FOUnify/term_unif/remove.ind
\e[0;32mOK
\e[0m 0.01
6869 cic:/Nancy/FOUnify/term_unif/sub.ind
\e[0;32mOK
\e[0m 0.01
6870 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/At_last_OK.con
\e[0;32mOK
\e[0m 0.01
6871 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/BC.con
\e[0;32mOK
\e[0m 0.01
6872 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/BConsArg.con
\e[0;32mOK
\e[0m 0.01
6873 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/BRoot.con
\e[0;32mOK
\e[0m 0.01
6874 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/BV.con
\e[0;32mOK
\e[0m 0.01
6875 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/Constr_f_OK.con
\e[0;32mOK
\e[0m 0.01
6876 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/Destr1.con
\e[0;32mOK
\e[0m 0.01
6877 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/Destr2.con
\e[0;32mOK
\e[0m 0.01
6878 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/Destrfun.con
\e[0;32mOK
\e[0m 0.01
6879 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/Destrvar.con
\e[0;32mOK
\e[0m 0.01
6880 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/Length.con
\e[0;32mOK
\e[0m 0.01
6881 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/List_queue_nat.con
\e[0;32mOK
\e[0m 0.01
6882 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/OK_At_last_rect.con
\e[0;32mOK
\e[0m 0.01
6883 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/OK_Constr_f_rect.con
\e[0;32mOK
\e[0m 0.01
6884 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/OK_List_queue_nat.ind
\e[0;32mOK
\e[0m 0.00
6885 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/SIMPLE.con
\e[0;32mOK
\e[0m 0.01
6886 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/list_nat_ind.con
\e[0;32mOK
\e[0m 0.01
6887 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/list_nat_rec.con
\e[0;32mOK
\e[0m 0.01
6888 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/quasiterm_rect.con
\e[0;32mOK
\e[0m 0.01
6889 cic:/Nancy/FOUnify/nat_complements/Diff.con
\e[0;32mOK
\e[0m 0.01
6890 cic:/Nancy/FOUnify/nat_complements/P_S_proof2.con
\e[0;32mOK
\e[0m 0.01
6891 cic:/Nancy/FOUnify/nat_complements/nat_caseS.con
\e[0;32mOK
\e[0m 0.01
6892 cic:/Nancy/FOUnify/nat_complements/pred_or.con
\e[0;32mOK
\e[0m 0.01
6893 cic:/Nancy/FOUnify/listv_is_in_lv/Appv.con
\e[0;32mOK
\e[0m 0.01
6894 cic:/Nancy/FOUnify/listv_is_in_lv/BConsv.con
\e[0;32mOK
\e[0m 0.01
6895 cic:/Nancy/FOUnify/listv_is_in_lv/BNilv.con
\e[0;32mOK
\e[0m 0.01
6896 cic:/Nancy/FOUnify/listv_is_in_lv/Headv.con
\e[0;32mOK
\e[0m 0.00
6897 cic:/Nancy/FOUnify/listv_is_in_lv/IS_IN_LV.con
\e[0;32mOK
\e[0m 0.00
6898 cic:/Nancy/FOUnify/listv_is_in_lv/Tailv.con
\e[0;32mOK
\e[0m 0.00
6899 cic:/Nancy/FOUnify/listv_is_in_lv/is_in_lv.ind
\e[0;32mOK
\e[0m 0.00
6900 cic:/Nancy/FOUnify/listv_is_in_lv/listv_rect.con
\e[0;32mOK
\e[0m 0.01
6901 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/IS_IN.con
\e[0;32mOK
\e[0m 0.02
6902 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/is_in.ind
\e[0;32mOK
\e[0m 0.01
6903 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/quasisubst.con
\e[0;32mOK
\e[0m 0.01
6904 cic:/Muenchen/Higman/Higman2/R.ind
\e[0;32mOK
\e[0m 0.01
6905 cic:/Muenchen/Higman/Higman2/emb.ind
\e[0;32mOK
\e[0m 0.01
6906 cic:/Muenchen/Higman/Higman2/is_prefix.ind
\e[0;32mOK
\e[0m 0.01
6907 cic:/Muenchen/Higman/Higman2/letter_eq_dec.con
\e[0;32mOK
\e[0m 0.01
6908 cic:/Muenchen/Higman/Higman2/letter_neq.con
\e[0;32mOK
\e[0m 0.02
6909 cic:/Muenchen/Higman/Higman/R.ind
\e[0;32mOK
\e[0m 0.02
6910 cic:/Muenchen/Higman/Higman/emb.ind
\e[0;32mOK
\e[0m 0.01
6911 cic:/Muenchen/Higman/Higman/is_prefix.ind
\e[0;32mOK
\e[0m 0.01
6912 cic:/Muenchen/Higman/Higman/letter_eq_dec.con
\e[0;32mOK
\e[0m 0.01
6913 cic:/Muenchen/Higman/Higman/letter_neq.con
\e[0;32mOK
\e[0m 0.02
6914 cic:/Montevideo/RailroadCrossing/time_clocks/Inc.con
\e[0;32mOK
\e[0m 0.01
6915 cic:/Montevideo/RailroadCrossing/time_clocks/ge_Ck.con
\e[0;32mOK
\e[0m 0.01
6916 cic:/Montevideo/RailroadCrossing/time_clocks/lt_Ck.con
\e[0;32mOK
\e[0m 0.01
6917 cic:/Montevideo/RailroadCrossing/railroad_crossing/Conj_S.con
\e[0;32mOK
\e[0m 0.05
6918 cic:/Montevideo/RailroadCrossing/railroad_crossing/Exists.ind
\e[0;32mOK
\e[0m 0.01
6919 cic:/Montevideo/RailroadCrossing/railroad_crossing/ExistsS_ind.con
\e[0;32mOK
\e[0m 0.01
6920 cic:/Montevideo/RailroadCrossing/railroad_crossing/ForAll.con
\e[0;32mOK
\e[0m 0.00
6921 cic:/Montevideo/RailroadCrossing/railroad_crossing/Mon_I_S.con
\e[0;32mOK
\e[0m 0.01
6922 cic:/Montevideo/RailroadCrossing/railroad_crossing/OneStep_EX.con
\e[0;32mOK
\e[0m 0.01
6923 cic:/Montevideo/RailroadCrossing/railroad_crossing/RState_ind.con
\e[0;32mOK
\e[0m 0.01
6924 cic:/Montevideo/RailroadCrossing/railroad_crossing/SiniC.con
\e[0;32mOK
\e[0m 0.01
6925 cic:/Montevideo/RailroadCrossing/railroad_crossing/SiniG.con
\e[0;32mOK
\e[0m 0.00
6926 cic:/Montevideo/RailroadCrossing/railroad_crossing/SiniT.con
\e[0;32mOK
\e[0m 0.01
6927 cic:/Montevideo/RailroadCrossing/railroad_crossing/StGlobal.con
\e[0;32mOK
\e[0m 0.00
6928 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial1.con
\e[0;32mOK
\e[0m 0.01
6929 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial2.con
\e[0;32mOK
\e[0m 0.00
6930 cic:/Montevideo/RailroadCrossing/railroad_crossing/Until_bound.ind
\e[0;32mOK
\e[0m 0.01
6931 cic:/Montevideo/RailroadCrossing/railroad_crossing/Until_ind.con
\e[0;32mOK
\e[0m 0.01
6932 cic:/Montevideo/RailroadCrossing/railroad_crossing/isTraceFrom.con
\e[0;32mOK
\e[0m 0.00
6933 cic:/Montevideo/RailroadCrossing/railroad_crossing/not_EX.con
\e[0;32mOK
\e[0m 0.01
6934 cic:/Montevideo/RailroadCrossing/railroad_crossing/not_le_lt.con
\e[0;32mOK
\e[0m 0.00
6935 cic:/Montevideo/FSSecModel/stat/stat_struct.ind
\e[0;32mOK
\e[0m 0.01
6936 cic:/Montevideo/FSSecModel/delUsrGrpFromAcl/DelUsrGrpFromAcl/NEWOWNER.var
\e[0;32mOK
\e[0m 0.01
6937 cic:/Montevideo/FSSecModel/SFSstate/AccessCtrlListData.ind
\e[0;32mOK
\e[0m 0.01
6938 cic:/Montevideo/FSSecModel/SFSstate/OBJDeq_dec.con
\e[0;32mOK
\e[0m 0.01
6939 cic:/Montevideo/FSSecModel/SFSstate/OBJFeq_dec.con
\e[0;32mOK
\e[0m 0.01
6940 cic:/Montevideo/FSSecModel/SFSstate/OBJTYPEeq_dec.con
\e[0;32mOK
\e[0m 0.01
6941 cic:/Montevideo/FSSecModel/SFSstate/PARTFUNC.con
\e[0;32mOK
\e[0m 0.01
6942 cic:/Montevideo/FSSecModel/SFSstate/PERMS_rect.con
\e[0;32mOK
\e[0m 0.01
6943 cic:/Montevideo/FSSecModel/SFSstate/RIGHTS_ind.con
\e[0;32mOK
\e[0m 0.01
6944 cic:/Montevideo/FSSecModel/SFSstate/RIGHTS_rec.con
\e[0;32mOK
\e[0m 0.00
6945 cic:/Montevideo/FSSecModel/SFSstate/ReadersWriters.ind
\e[0;32mOK
\e[0m 0.01
6946 cic:/Montevideo/FSSecModel/SFSstate/SecClass.ind
\e[0;32mOK
\e[0m 0.00
6947 cic:/Montevideo/FSSecModel/SFSstate/create_directories.con
\e[0;32mOK
\e[0m 0.01
6948 cic:/Montevideo/FSSecModel/SFSstate/create_files.con
\e[0;32mOK
\e[0m 0.03
6949 cic:/Montevideo/FSSecModel/SFSstate/groupp.con
\e[0;32mOK
\e[0m 0.01
6950 cic:/Montevideo/FSSecModel/SFSstate/mkdir_directories.con
\e[0;32mOK
\e[0m 0.00
6951 cic:/Montevideo/FSSecModel/SFSstate/otherp.con
\e[0;32mOK
\e[0m 0.00
6952 cic:/Montevideo/FSSecModel/SFSstate/ownerp.con
\e[0;32mOK
\e[0m 0.00
6953 cic:/Montevideo/FSSecModel/SFSstate/rmdir_directories.con
\e[0;32mOK
\e[0m 0.01
6954 cic:/Montevideo/FSSecModel/SFSstate/unlink_directories.con
\e[0;32mOK
\e[0m 0.01
6955 cic:/Montevideo/FSSecModel/SFSstate/unlink_files.con
\e[0;32mOK
\e[0m 0.01
6956 cic:/Montevideo/FSSecModel/SFSstate/write_files.con
\e[0;32mOK
\e[0m 0.00
6957 cic:/Montevideo/FSSecModel/ListSet/set_In.con
\e[0;32mOK
\e[0m 0.01
6958 cic:/Montevideo/FSSecModel/ListSet/set_add.con
\e[0;32mOK
\e[0m 0.01
6959 cic:/Montevideo/FSSecModel/ListSet/set_fold_left.con
\e[0;32mOK
\e[0m 0.01
6960 cic:/Montevideo/FSSecModel/ListSet/set_fold_right.con
\e[0;32mOK
\e[0m 0.01
6961 cic:/Montevideo/FSSecModel/ListSet/set_map.con
\e[0;32mOK
\e[0m 0.01
6962 cic:/Montevideo/FSSecModel/ListSet/set_mem.con
\e[0;32mOK
\e[0m 0.01
6963 cic:/Montevideo/FSSecModel/ListSet/set_remove.con
\e[0;32mOK
\e[0m 0.01
6964 cic:/Montevideo/FSSecModel/ListFunctions/allunique.con
\e[0;32mOK
\e[0m 0.01
6965 cic:/Montevideo/FSSecModel/InitialState/SysGroups.con
\e[0;32mOK
\e[0m 0.01
6966 cic:/Montevideo/CtlTctl/time_clocks/Inc.con
\e[0;32mOK
\e[0m 0.01
6967 cic:/Montevideo/CtlTctl/time_clocks/ge_Ck.con
\e[0;32mOK
\e[0m 0.01
6968 cic:/Montevideo/CtlTctl/time_clocks/lt_Ck.con
\e[0;32mOK
\e[0m 0.01
6969 cic:/Montevideo/CtlTctl/tctl/Until_bound.ind
\e[0;32mOK
\e[0m 0.01
6970 cic:/Montevideo/CtlTctl/ctl/Conj_S.con
\e[0;32mOK
\e[0m 0.05
6971 cic:/Montevideo/CtlTctl/ctl/ExistsS_ind.con
\e[0;32mOK
\e[0m 0.02
6972 cic:/Montevideo/CtlTctl/ctl/Mon_I_S.con
\e[0;32mOK
\e[0m 0.01
6973 cic:/Montevideo/CtlTctl/ctl/OneStep_EX.con
\e[0;32mOK
\e[0m 0.01
6974 cic:/Montevideo/CtlTctl/ctl/Until_ind.con
\e[0;32mOK
\e[0m 0.01
6975 cic:/Montevideo/CtlTctl/ctl/isTrace.ind
\e[0;32mOK
\e[0m 0.02
6976 cic:/Montevideo/CtlTctl/ctl/not_EX.con
\e[0;32mOK
\e[0m 0.01
6977 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/RState.ind
\e[0;32mOK
\e[0m 0.01
6978 cic:/Marseille/LTL/ltl/always.ind
\e[0;32mOK
\e[0m 0.02
6979 cic:/Marseille/LTL/ltl/and.con
\e[0;32mOK
\e[0m 0.01
6980 cic:/Marseille/LTL/ltl/enabled_ind.con
\e[0;32mOK
\e[0m 0.01
6981 cic:/Marseille/LTL/ltl/eventually.ind
\e[0;32mOK
\e[0m 0.00
6982 cic:/Marseille/LTL/ltl/fair_step.ind
\e[0;32mOK
\e[0m 0.00
6983 cic:/Marseille/LTL/ltl/next.con
\e[0;32mOK
\e[0m 0.00
6984 cic:/Marseille/LTL/ltl/state2stream_formula.con
\e[0;32mOK
\e[0m 0.01
6985 cic:/Marseille/LTL/ltl/step.ind
\e[0;32mOK
\e[0m 0.01
6986 cic:/Marseille/LTL/ltl/unless.ind
\e[0;32mOK
\e[0m 0.01
6987 cic:/Marseille/LTL/ltl/until.ind
\e[0;32mOK
\e[0m 0.00
6988 cic:/Marseille/GC/reachable/reachable/accessible.con
\e[0;32mOK
\e[0m 0.02
6989 cic:/Marseille/GC/reachable/reachable/reachable_ind.con
\e[0;32mOK
\e[0m 0.01
6990 cic:/Marseille/GC/mesure/parameters_card/card_color.con
\e[0;32mOK
\e[0m 0.02
6991 cic:/Marseille/GC/mesure/parameters_card/card_sons.ind
\e[0;32mOK
\e[0m 0.02
6992 cic:/Marseille/GC/mesure/parameters_card/grey_white_sons_rect.con
\e[0;32mOK
\e[0m 0.02
6993 cic:/Marseille/GC/mesure/parameters_card/update_heap.con
\e[0;32mOK
\e[0m 0.01
6994 cic:/Marseille/GC/logique/LTL/Eventually.ind
\e[0;32mOK
\e[0m 0.01
6995 cic:/Marseille/GC/logique/LTL/always.ind
\e[0;32mOK
\e[0m 0.00
6996 cic:/Marseille/GC/logique/LTL/and.con
\e[0;32mOK
\e[0m 0.02
6997 cic:/Marseille/GC/logique/LTL/enabled_ind.con
\e[0;32mOK
\e[0m 0.02
6998 cic:/Marseille/GC/logique/LTL/fair_step.ind
\e[0;32mOK
\e[0m 0.01
6999 cic:/Marseille/GC/logique/LTL/next.con
\e[0;32mOK
\e[0m 0.01
7000 cic:/Marseille/GC/logique/LTL/state2stream_formula.con
\e[0;32mOK
\e[0m 0.01
7001 cic:/Marseille/GC/logique/LTL/step.ind
\e[0;32mOK
\e[0m 0.01
7002 cic:/Marseille/GC/logique/LTL/unless.ind
\e[0;32mOK
\e[0m 0.01
7003 cic:/Marseille/GC/logique/LTL/until.ind
\e[0;32mOK
\e[0m 0.00
7004 cic:/Marseille/GC/lib_arith/lib_minus/pred_S_minus.con
\e[0;32mOK
\e[0m 0.06
7005 cic:/Marseille/GC/lib_arith/lib_S_pred/S_pred.con
\e[0;32mOK
\e[0m 0.02
7006 cic:/Marseille/GC/lib_arith/lib_S_pred/eqnm_eqSnSm.con
\e[0;32mOK
\e[0m 0.01
7007 cic:/Marseille/GC/lib_arith/lib_S_pred/pred_S.con
\e[0;32mOK
\e[0m 0.01
7008 cic:/Marseille/GC/lemma_step/lemma_step/trivial.con
\e[0;32mOK
\e[0m 0.03
7009 cic:/Marseille/GC/gc/parameters/ctl.con
\e[0;32mOK
\e[0m 0.02
7010 cic:/Marseille/GC/gc/parameters/eq_dec_color.con
\e[0;32mOK
\e[0m 0.02
7011 cic:/Marseille/GC/gc/parameters/hp.con
\e[0;32mOK
\e[0m 0.01
7012 cic:/Marseille/GC/gc/parameters/mk.con
\e[0;32mOK
\e[0m 0.00
7013 cic:/Marseille/GC/gc/parameters/state_rect.con
\e[0;32mOK
\e[0m 0.01
7014 cic:/Marseille/GC/gc/gc/grey_node_case_ind.con
\e[0;32mOK
\e[0m 0.01
7015 cic:/Marseille/GC/gc/gc/marking_add.con
\e[0;32mOK
\e[0m 0.01
7016 cic:/Marseille/GC/card/card_facts/update_M.con
\e[0;32mOK
\e[0m 0.02
7017 cic:/Marseille/GC/card/card_facts/update_N.con
\e[0;32mOK
\e[0m 0.01
7018 cic:/Marseille/GC/card/card/card_ind.con
\e[0;32mOK
\e[0m 0.02
7019 cic:/Marseille/GC/card/card/dif.con
\e[0;32mOK
\e[0m 0.12
7020 cic:/Marseille/GC/card/card/update.con
\e[0;32mOK
\e[0m 0.01
7021 cic:/Marseille/CCS/Trans_Sys/derivative_ind.con
\e[0;32mOK
\e[0m 0.01
7022 cic:/Marseille/CCS/Trans_Sys/refl_strong_eq.con
\e[0;31mFAIL
\e[0m
7023 cic:/Marseille/CCS/Trans_Sys/sym_strong_eq.con
\e[0;31mFAIL
\e[0m
7024 cic:/Marseille/CCS/Trans_Sys/trans_strong_eq.con
\e[0;31mFAIL
\e[0m
7025 cic:/Marseille/CCS/Trans_Sys/weak_derivative_ind.con
\e[0;32mOK
\e[0m 0.02
7026 cic:/Marseille/CCS/Trans_Sys/weak_eq.ind
\e[0;32mOK
\e[0m 0.01
7027 cic:/Marseille/CCS/Trans_Sys/weak_eq1.ind
\e[0;32mOK
\e[0m 0.01
7028 cic:/Lyon/STREAMS/GfpStreams/eq_streams.con
\e[0;32mOK
\e[0m 0.01
7029 cic:/Lyon/STREAMS/GfpStreams/out.con
\e[0;32mOK
\e[0m 0.01
7030 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/X.var
\e[0;32mOK
\e[0m 0.01
7031 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/Stream_X/X.var
\e[0;32mOK
\e[0m 0.02
7032 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/Properties/X.var
\e[0;32mOK
\e[0m 0.01
7033 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/Properties/Y.var
\e[0;32mOK
\e[0m 0.00
7034 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/Lemmes/Y.var
\e[0;32mOK
\e[0m 0.01
7035 cic:/Lyon/STREAMS/Eratosthene/div.con
\e[0;32mOK
\e[0m 0.03
7036 cic:/Lyon/PROCESSES/INTERPRETER/Processes/Action.ind
\e[0;32mOK
\e[0m 0.01
7037 cic:/Lyon/PROCESSES/INTERPRETER/Processes/Process.ind
\e[0;32mOK
\e[0m 0.01
7038 cic:/Lyon/PROCESSES/INTERPRETER/Processes/Signal_rect.con
\e[0;32mOK
\e[0m 0.01
7039 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/Process.con
\e[0;32mOK
\e[0m 0.01
7040 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/ACAction.ind
\e[0;32mOK
\e[0m 0.02
7041 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Discourse.ind
\e[0;32mOK
\e[0m 0.01
7042 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Signal_rect.con
\e[0;32mOK
\e[0m 0.01
7043 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/unfold_process.con
\e[0;32mOK
\e[0m 0.01
7044 cic:/Lyon/PROCESSES/ABP/TRACES/Hypotheses/compare.con
\e[0;32mOK
\e[0m 0.03
7045 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/Process.con
\e[0;32mOK
\e[0m 0.01
7046 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/ACAction.ind
\e[0;32mOK
\e[0m 0.01
7047 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/Signal_rect.con
\e[0;32mOK
\e[0m 0.01
7048 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/unfold_process.con
\e[0;32mOK
\e[0m 0.02
7049 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/Processes/Weak_Bisimulations/Hidden.var
\e[0;32mOK
\e[0m 0.01
7050 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Hypotheses/Silent.con
\e[0;32mOK
\e[0m 0.02
7051 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Hypotheses/compare.con
\e[0;32mOK
\e[0m 0.02
7052 cic:/Lyon/IEEE754/tests/t1.con
\e[0;32mOK
\e[0m 0.01
7053 cic:/Lyon/IEEE754/tests/t2.con
\e[0;32mOK
\e[0m 0.01
7054 cic:/Lyon/IEEE754/Registers/entier_of_register.con
\e[0;32mOK
\e[0m 0.02
7055 cic:/Lyon/IEEE754/Registers/is_register_max.con
\e[0;32mOK
\e[0m 0.01
7056 cic:/Lyon/IEEE754/Registers/register_compare.con
\e[0;32mOK
\e[0m 0.02
7057 cic:/Lyon/IEEE754/Registers/register_ind.con
\e[0;32mOK
\e[0m 0.01
7058 cic:/Lyon/IEEE754/Registers/register_max.con
\e[0;32mOK
\e[0m 0.01
7059 cic:/Lyon/IEEE754/Registers/register_rec.con
\e[0;32mOK
\e[0m 0.01
7060 cic:/Lyon/IEEE754/Registers/register_zero.con
\e[0;32mOK
\e[0m 0.01
7061 cic:/Lyon/IEEE754/IEEE754_def/Ebias.con
\e[0;32mOK
\e[0m 0.01
7062 cic:/Lyon/IEEE754/IEEE754_def/abstract_IEEE_rect.con
\e[0;32mOK
\e[0m 0.01
7063 cic:/Lyon/IEEE754/IEEE754_def/abstract_opp.con
\e[0;32mOK
\e[0m 0.01
7064 cic:/Lyon/IEEE754/IEEE754_def/extended_relation_ind.con
\e[0;32mOK
\e[0m 0.01
7065 cic:/Lyon/IEEE754/IEEE754_def/extended_relation_rec.con
\e[0;32mOK
\e[0m 0.00
7066 cic:/Lyon/IEEE754/IEEE754_def/max_abstract.con
\e[0;32mOK
\e[0m 0.01
7067 cic:/Lyon/IEEE754/IEEE754_def/min_abstract.con
\e[0;32mOK
\e[0m 0.00
7068 cic:/Lyon/IEEE754/Diadic/Ddiv.con
\e[0;32mOK
\e[0m 0.01
7069 cic:/Lyon/IEEE754/Diadic/Dexp.con
\e[0;32mOK
\e[0m 0.01
7070 cic:/Lyon/IEEE754/Diadic/Dnum.con
\e[0;32mOK
\e[0m 0.01
7071 cic:/Lyon/IEEE754/Diadic/Dsqrt.con
\e[0;32mOK
\e[0m 0.00
7072 cic:/Lyon/IEEE754/Diadic/Dzero.con
\e[0;32mOK
\e[0m 0.00
7073 cic:/Lyon/IEEE754/Diadic/diadic_rect.con
\e[0;32mOK
\e[0m 0.01
7074 cic:/Lyon/GRAPHS-BASICS/Vertices/V_differ.con
\e[0;32mOK
\e[0m 0.02
7075 cic:/Lyon/GRAPHS-BASICS/Vertices/V_in_inter.con
\e[0;32mOK
\e[0m 0.01
7076 cic:/Lyon/GRAPHS-BASICS/Vertices/V_in_left.con
\e[0;32mOK
\e[0m 0.01
7077 cic:/Lyon/GRAPHS-BASICS/Vertices/V_in_right.con
\e[0;32mOK
\e[0m 0.00
7078 cic:/Lyon/GRAPHS-BASICS/Vertices/V_included.con
\e[0;32mOK
\e[0m 0.01
7079 cic:/Lyon/GRAPHS-BASICS/Vertices/V_inter.con
\e[0;32mOK
\e[0m 0.01
7080 cic:/Lyon/GRAPHS-BASICS/Vertices/V_set_eq.con
\e[0;32mOK
\e[0m 0.01
7081 cic:/Lyon/GRAPHS-BASICS/Vertices/V_union.con
\e[0;32mOK
\e[0m 0.01
7082 cic:/Lyon/GRAPHS-BASICS/Vertices/Vertex_ind.con
\e[0;32mOK
\e[0m 0.01
7083 cic:/Lyon/GRAPHS-BASICS/Vertices/Vertex_rec.con
\e[0;32mOK
\e[0m 0.01
7084 cic:/Lyon/GRAPHS-BASICS/Sets/Differ_E_E.con
\e[0;32mOK
\e[0m 0.02
7085 cic:/Lyon/GRAPHS-BASICS/Sets/Differ_ind.con
\e[0;32mOK
\e[0m 0.01
7086 cic:/Lyon/GRAPHS-BASICS/Sets/Distributivity_inter_union.con
\e[0;32mOK
\e[0m 0.03
7087 cic:/Lyon/GRAPHS-BASICS/Sets/Distributivity_union_inter.con
\e[0;32mOK
\e[0m 0.03
7088 cic:/Lyon/GRAPHS-BASICS/Sets/Empty_ind.con
\e[0;32mOK
\e[0m 0.01
7089 cic:/Lyon/GRAPHS-BASICS/Sets/Empty_rec.con
\e[0;32mOK
\e[0m 0.00
7090 cic:/Lyon/GRAPHS-BASICS/Sets/Included_inter.con
\e[0;32mOK
\e[0m 0.01
7091 cic:/Lyon/GRAPHS-BASICS/Sets/Included_single.con
\e[0;32mOK
\e[0m 0.01
7092 cic:/Lyon/GRAPHS-BASICS/Sets/Included_union.con
\e[0;32mOK
\e[0m 0.01
7093 cic:/Lyon/GRAPHS-BASICS/Sets/Inter_absorb.con
\e[0;32mOK
\e[0m 0.01
7094 cic:/Lyon/GRAPHS-BASICS/Sets/Inter_assoc.con
\e[0;32mOK
\e[0m 0.03
7095 cic:/Lyon/GRAPHS-BASICS/Sets/Inter_commut.con
\e[0;32mOK
\e[0m 0.01
7096 cic:/Lyon/GRAPHS-BASICS/Sets/Inter_empty.con
\e[0;32mOK
\e[0m 0.01
7097 cic:/Lyon/GRAPHS-BASICS/Sets/Inter_eq.con
\e[0;32mOK
\e[0m 0.01
7098 cic:/Lyon/GRAPHS-BASICS/Sets/Inter_ind.con
\e[0;32mOK
\e[0m 0.01
7099 cic:/Lyon/GRAPHS-BASICS/Sets/Inter_neutral.con
\e[0;32mOK
\e[0m 0.01
7100 cic:/Lyon/GRAPHS-BASICS/Sets/Not_inter.con
\e[0;32mOK
\e[0m 0.01
7101 cic:/Lyon/GRAPHS-BASICS/Sets/Not_union.con
\e[0;32mOK
\e[0m 0.01
7102 cic:/Lyon/GRAPHS-BASICS/Sets/Single_equal.con
\e[0;32mOK
\e[0m 0.01
7103 cic:/Lyon/GRAPHS-BASICS/Sets/Single_ind.con
\e[0;32mOK
\e[0m 0.00
7104 cic:/Lyon/GRAPHS-BASICS/Sets/Single_rec.con
\e[0;32mOK
\e[0m 0.00
7105 cic:/Lyon/GRAPHS-BASICS/Sets/U_eq_set.con
\e[0;32mOK
\e[0m 0.01
7106 cic:/Lyon/GRAPHS-BASICS/Sets/U_set_diff.con
\e[0;32mOK
\e[0m 0.01
7107 cic:/Lyon/GRAPHS-BASICS/Sets/U_set_eq_commut.con
\e[0;32mOK
\e[0m 0.00
7108 cic:/Lyon/GRAPHS-BASICS/Sets/Union_absorb.con
\e[0;32mOK
\e[0m 0.01
7109 cic:/Lyon/GRAPHS-BASICS/Sets/Union_assoc.con
\e[0;32mOK
\e[0m 0.03
7110 cic:/Lyon/GRAPHS-BASICS/Sets/Union_commut.con
\e[0;32mOK
\e[0m 0.02
7111 cic:/Lyon/GRAPHS-BASICS/Sets/Union_differ_inter.con
\e[0;32mOK
\e[0m 0.03
7112 cic:/Lyon/GRAPHS-BASICS/Sets/Union_eq.con
\e[0;32mOK
\e[0m 0.01
7113 cic:/Lyon/GRAPHS-BASICS/Sets/Union_ind.con
\e[0;32mOK
\e[0m 0.01
7114 cic:/Lyon/GRAPHS-BASICS/Sets/Union_neutral.con
\e[0;32mOK
\e[0m 0.01
7115 cic:/Lyon/GRAPHS-BASICS/Paths/cdr.con
\e[0;32mOK
\e[0m 0.02
7116 cic:/Lyon/GRAPHS-BASICS/Paths/REVERSE_WALK/v.var
\e[0;32mOK
\e[0m 0.01
7117 cic:/Lyon/GRAPHS-BASICS/Paths/PATH_AND_DEGREE/v.var
\e[0;32mOK
\e[0m 0.01
7118 cic:/Lyon/GRAPHS-BASICS/Paths/PATH/v.var
\e[0;32mOK
\e[0m 0.02
7119 cic:/Lyon/GRAPHS-BASICS/Paths/EXTRACTED/v.var
\e[0;32mOK
\e[0m 0.01
7120 cic:/Lyon/GRAPHS-BASICS/Paths/APPEND_WALKS/v.var
\e[0;32mOK
\e[0m 0.01
7121 cic:/Lyon/GRAPHS-BASICS/Enumerated/U_canon.ind
\e[0;32mOK
\e[0m 0.01
7122 cic:/Lyon/GRAPHS-BASICS/Enumerated/U_enumerable.con
\e[0;32mOK
\e[0m 0.01
7123 cic:/Lyon/GRAPHS-BASICS/Enumerated/U_sum.con
\e[0;32mOK
\e[0m 0.01
7124 cic:/Lyon/GRAPHS-BASICS/Edges/E_eq.ind
\e[0;32mOK
\e[0m 0.01
7125 cic:/Lyon/GRAPHS-BASICS/Edges/E_list.con
\e[0;32mOK
\e[0m 0.01
7126 cic:/Lyon/GRAPHS-BASICS/Edges/E_nil.con
\e[0;32mOK
\e[0m 0.01
7127 cic:/Lyon/GRAPHS-BASICS/Edges/E_set.ind
\e[0;32mOK
\e[0m 0.00
7128 cic:/Lyon/GRAPHS-BASICS/Edges/Edge_rect.con
\e[0;32mOK
\e[0m 0.01
7129 cic:/Lyon/GRAPHS-BASICS/Dipaths/DIRECTED_PATHES/v.var
\e[0;32mOK
\e[0m 0.01
7130 cic:/Lyon/GRAPHS-BASICS/Degrees/NEIGHBOR/v.var
\e[0;32mOK
\e[0m 0.01
7131 cic:/Lyon/GRAPHS-BASICS/Arcs/A_differ.con
\e[0;32mOK
\e[0m 0.01
7132 cic:/Lyon/GRAPHS-BASICS/Arcs/A_empty.con
\e[0;32mOK
\e[0m 0.01
7133 cic:/Lyon/GRAPHS-BASICS/Arcs/A_head.con
\e[0;32mOK
\e[0m 0.01
7134 cic:/Lyon/GRAPHS-BASICS/Arcs/A_in_inter.con
\e[0;32mOK
\e[0m 0.01
7135 cic:/Lyon/GRAPHS-BASICS/Arcs/A_in_left.con
\e[0;32mOK
\e[0m 0.01
7136 cic:/Lyon/GRAPHS-BASICS/Arcs/A_in_right.con
\e[0;32mOK
\e[0m 0.00
7137 cic:/Lyon/GRAPHS-BASICS/Arcs/A_in_single.con
\e[0;32mOK
\e[0m 0.00
7138 cic:/Lyon/GRAPHS-BASICS/Arcs/A_included.con
\e[0;32mOK
\e[0m 0.01
7139 cic:/Lyon/GRAPHS-BASICS/Arcs/A_inter.con
\e[0;32mOK
\e[0m 0.00
7140 cic:/Lyon/GRAPHS-BASICS/Arcs/A_list.con
\e[0;32mOK
\e[0m 0.01
7141 cic:/Lyon/GRAPHS-BASICS/Arcs/A_loop.con
\e[0;32mOK
\e[0m 0.00
7142 cic:/Lyon/GRAPHS-BASICS/Arcs/A_nil.con
\e[0;32mOK
\e[0m 0.00
7143 cic:/Lyon/GRAPHS-BASICS/Arcs/A_set.con
\e[0;32mOK
\e[0m 0.01
7144 cic:/Lyon/GRAPHS-BASICS/Arcs/A_set_eq.con
\e[0;32mOK
\e[0m 0.00
7145 cic:/Lyon/GRAPHS-BASICS/Arcs/A_single.con
\e[0;32mOK
\e[0m 0.00
7146 cic:/Lyon/GRAPHS-BASICS/Arcs/A_tail.con
\e[0;32mOK
\e[0m 0.01
7147 cic:/Lyon/GRAPHS-BASICS/Arcs/A_union.con
\e[0;32mOK
\e[0m 0.01
7148 cic:/Lyon/GRAPHS-BASICS/Arcs/Arc_rect.con
\e[0;32mOK
\e[0m 0.01
7149 cic:/Lyon/FIRING-SQUAD/vertical/verticale/triangle_base/Assez_grand.var
\e[0;32mOK
\e[0m 0.02
7150 cic:/Lyon/FIRING-SQUAD/geom/Diag'.ind
\e[0;32mOK
\e[0m 0.06
7151 cic:/Lyon/FIRING-SQUAD/geom/Diag.ind
\e[0;32mOK
\e[0m 0.01
7152 cic:/Lyon/FIRING-SQUAD/geom/Horizontale_rect.con
\e[0;32mOK
\e[0m 0.01
7153 cic:/Lyon/FIRING-SQUAD/geom/Horizontale_t0.ind
\e[0;32mOK
\e[0m 0.01
7154 cic:/Lyon/FIRING-SQUAD/geom/Horizontale_t1.ind
\e[0;32mOK
\e[0m 0.01
7155 cic:/Lyon/FIRING-SQUAD/geom/Semi_Diag.ind
\e[0;32mOK
\e[0m 0.01
7156 cic:/Lyon/FIRING-SQUAD/geom/Triangle_inf_rect.con
\e[0;32mOK
\e[0m 0.01
7157 cic:/Lyon/FIRING-SQUAD/geom/Verticale_rect.con
\e[0;32mOK
\e[0m 0.01
7158 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/PPQP.var
\e[0;32mOK
\e[0m 0.01
7159 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/PQPQ.var
\e[0;32mOK
\e[0m 0.00
7160 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/PQQP.var
\e[0;32mOK
\e[0m 0.00
7161 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/PQQQ.var
\e[0;32mOK
\e[0m 0.00
7162 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/PQQR.var
\e[0;32mOK
\e[0m 0.01
7163 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/PQRQ.var
\e[0;32mOK
\e[0m 0.00
7164 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/QPPQ.var
\e[0;32mOK
\e[0m 0.00
7165 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/QPPR.var
\e[0;32mOK
\e[0m 0.00
7166 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/QQPQ.var
\e[0;32mOK
\e[0m 0.00
7167 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/QQPR.var
\e[0;32mOK
\e[0m 0.01
7168 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/QQQQ.var
\e[0;32mOK
\e[0m 0.00
7169 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/QQRQ.var
\e[0;32mOK
\e[0m 0.00
7170 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/QRPQ.var
\e[0;32mOK
\e[0m 0.00
7171 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/RPPQ.var
\e[0;32mOK
\e[0m 0.00
7172 cic:/Lyon/FIRING-SQUAD/constr/constructions/superpositions/XPQP.var
\e[0;32mOK
\e[0m 0.00
7173 cic:/Lyon/FIRING-SQUAD/bib/Ifdec_left.con
\e[0;32mOK
\e[0m 0.02
7174 cic:/Lyon/FIRING-SQUAD/bib/Ifdec_right.con
\e[0;32mOK
\e[0m 0.01
7175 cic:/Lyon/FIRING-SQUAD/bib/S_pred.con
\e[0;32mOK
\e[0m 0.01
7176 cic:/Lyon/FIRING-SQUAD/bib/div2.ind
\e[0;31mFAIL
\e[0m
7177 cic:/Lyon/FIRING-SQUAD/bib/div3.ind
\e[0;32mOK
\e[0m 0.01
7178 cic:/Lyon/FIRING-SQUAD/bib/recur_nSn.con
\e[0;32mOK
\e[0m 0.01
7179 cic:/Lyon/FIRING-SQUAD/autom/Transition.con
\e[0;32mOK
\e[0m 0.01
7180 cic:/Lyon/FIRING-SQUAD/autom/necessaire.con
\e[0;32mOK
\e[0m 0.01
7181 cic:/Lyon/FIRING-SQUAD/algo/initial_line.con
\e[0;32mOK
\e[0m 0.03
7182 cic:/Lyon/FIRING-SQUAD/algo/length_constant.con
\e[0;32mOK
\e[0m 0.01
7183 cic:/Lyon/COINDUCTIVES/STREAMS/Specified_Streams/snth.con
\e[0;32mOK
\e[0m 0.02
7184 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/EqSt2_reflex.con
\e[0;32mOK
\e[0m 0.02
7185 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/EqSt2_sym.con
\e[0;32mOK
\e[0m 0.01
7186 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/EqSt2_trans.con
\e[0;32mOK
\e[0m 0.04
7187 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/allnats.con
\e[0;32mOK
\e[0m 0.01
7188 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/derived_eqst2.con
\e[0;32mOK
\e[0m 0.02
7189 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/zeros_unfold.con
\e[0;32mOK
\e[0m 0.02
7190 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/Invariant.con
\e[0;32mOK
\e[0m 0.02
7191 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/SimplerInvariant.ind
\e[0;32mOK
\e[0m 0.01
7192 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/T.con
\e[0;32mOK
\e[0m 0.01
7193 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/Alter_II/alter1.var
\e[0;32mOK
\e[0m 0.01
7194 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/Alter_II/alter2.var
\e[0;32mOK
\e[0m 0.00
7195 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/Alter_I/alter1.var
\e[0;32mOK
\e[0m 0.01
7196 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/Alter_I/alter2.var
\e[0;32mOK
\e[0m 0.00
7197 cic:/Lyon/COINDUCTIVES/ARITH/Acc_and_Inf/NotBoth.con
\e[0;32mOK
\e[0m 0.02
7198 cic:/Lyon/CIRCUITS/Streams/STRCOIT.con
\e[0;32mOK
\e[0m 0.02
7199 cic:/Lyon/CIRCUITS/Streams/STROUT.con
\e[0;32mOK
\e[0m 0.01
7200 cic:/Lyon/CIRCUITS/Streams/Streams/Invariant_Stream/Inv.var
\e[0;32mOK
\e[0m 0.01
7201 cic:/Lyon/CIRCUITS/Streams/Streams/Invariant_Stream/s.var
\e[0;32mOK
\e[0m 0.01
7202 cic:/Lyon/CIRCUITS/Streams/Streams/Invariant_Stream/Generic/Q.var
\e[0;32mOK
\e[0m 0.01
7203 cic:/Lyon/CIRCUITS/Multiplier/TI_ind.con
\e[0;32mOK
\e[0m 0.02
7204 cic:/Lyon/CIRCUITS/Multiplier/TI_rec.con
\e[0;32mOK
\e[0m 0.01
7205 cic:/Lyon/CIRCUITS/Multiplier/TO_ind.con
\e[0;32mOK
\e[0m 0.01
7206 cic:/Lyon/CIRCUITS/Multiplier/TO_rec.con
\e[0;32mOK
\e[0m 0.01
7207 cic:/Lyon/CIRCUITS/Multiplier/TR_ind.con
\e[0;32mOK
\e[0m 0.01
7208 cic:/Lyon/CIRCUITS/Multiplier/TR_rec.con
\e[0;32mOK
\e[0m 0.00
7209 cic:/Lyon/CIRCUITS/Multiplier/output.con
\e[0;32mOK
\e[0m 0.00
7210 cic:/Lyon/CIRCUITS/Multiplier/pred_SO.con
\e[0;32mOK
\e[0m 0.01
7211 cic:/Lyon/CIRCUITS/Multiplier/upd3.con
\e[0;32mOK
\e[0m 0.01
7212 cic:/Lyon/CIRCUITS/Multiplier/Multiplier_circuit/i0.var
\e[0;32mOK
\e[0m 0.01
7213 cic:/Lyon/CIRCUITS/GFP/CoRec.con
\e[0;32mOK
\e[0m 0.01
7214 cic:/Lyon/CIRCUITS/GFP/In.con
\e[0;32mOK
\e[0m 0.01
7215 cic:/Lyon/CIRCUITS/Circ/Input.con
\e[0;32mOK
\e[0m 0.02
7216 cic:/Lyon/CIRCUITS/Circ/Reg.con
\e[0;32mOK
\e[0m 0.01
7217 cic:/Lyon/CIRCUITS/Circ/Circuits/CircProof/i0.var
\e[0;32mOK
\e[0m 0.02
7218 cic:/Lyon/AUTOMATA/need/Append_Append.con
\e[0;32mOK
\e[0m 0.02
7219 cic:/Lyon/AUTOMATA/need/Dans_spec.con
\e[0;32mOK
\e[0m 0.01
7220 cic:/Lyon/AUTOMATA/more_words/l_inclus.con
\e[0;32mOK
\e[0m 0.01
7221 cic:/Lyon/AUTOMATA/more_words/more_about_words/wef.var
\e[0;32mOK
\e[0m 0.01
7222 cic:/Lyon/AUTOMATA/gram_g/Deriveg.ind
\e[0;32mOK
\e[0m 0.01
7223 cic:/Lyon/AUTOMATA/gram_aut/Derive_P_A_2.ind
\e[0;32mOK
\e[0m 0.01
7224 cic:/Lyon/AUTOMATA/gram_aut/Derive_P_A_2_nind.con
\e[0;32mOK
\e[0m 0.01
7225 cic:/Lyon/AUTOMATA/gram_aut/Derive_P_A_3.ind
\e[0;32mOK
\e[0m 0.01
7226 cic:/Lyon/AUTOMATA/gram_aut/APD/P.var
\e[0;32mOK
\e[0m 0.01
7227 cic:/Lyon/AUTOMATA/gram_aut/APD/wd.var
\e[0;32mOK
\e[0m 0.00
7228 cic:/Lyon/AUTOMATA/gram5/gram5/S'.var
\e[0;32mOK
\e[0m 0.01
7229 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/wef.var
\e[0;32mOK
\e[0m 0.01
7230 cic:/Lyon/AUTOMATA/gram2/resultats/wef.var
\e[0;32mOK
\e[0m 0.01
7231 cic:/Lyon/AUTOMATA/gram/Derive.ind
\e[0;32mOK
\e[0m 0.01
7232 cic:/Lyon/AUTOMATA/gram/Gunion.con
\e[0;32mOK
\e[0m 0.01
7233 cic:/Lyon/AUTOMATA/gram/Mots.con
\e[0;32mOK
\e[0m 0.01
7234 cic:/Lyon/AUTOMATA/fonctions/Id.con
\e[0;32mOK
\e[0m 0.01
7235 cic:/Lyon/AUTOMATA/fonctions/application.con
\e[0;32mOK
\e[0m 0.01
7236 cic:/Lyon/AUTOMATA/fonctions/extension_spec.con
\e[0;32mOK
\e[0m 0.01
7237 cic:/Lyon/AUTOMATA/fonctions/is_mono.con
\e[0;32mOK
\e[0m 0.01
7238 cic:/Lyon/AUTOMATA/fonctions/fonctions2/invf'.var
\e[0;32mOK
\e[0m 0.01
7239 cic:/Lyon/AUTOMATA/fonctions/fonctions2/invf.var
\e[0;32mOK
\e[0m 0.01
7240 cic:/Lyon/AUTOMATA/fonctions/fonctions2/wef.var
\e[0;32mOK
\e[0m 0.00
7241 cic:/Lyon/AUTOMATA/extract/parser/P.var
\e[0;32mOK
\e[0m 0.01
7242 cic:/Lyon/AUTOMATA/extract/parser/wd.var
\e[0;32mOK
\e[0m 0.00
7243 cic:/Lyon/AUTOMATA/Words/Inmonoid.con
\e[0;32mOK
\e[0m 0.02
7244 cic:/Lyon/AUTOMATA/Words/append_ind.con
\e[0;32mOK
\e[0m 0.01
7245 cic:/Lyon/AUTOMATA/Words/eqwordset.con
\e[0;32mOK
\e[0m 0.01
7246 cic:/Lyon/AUTOMATA/Words/fun_consaw_a.con
\e[0;32mOK
\e[0m 0.00
7247 cic:/Lyon/AUTOMATA/Words/inmonoid.ind
\e[0;32mOK
\e[0m 0.01
7248 cic:/Lyon/AUTOMATA/Words/not_dans_epsilon_alph.con
\e[0;32mOK
\e[0m 0.01
7249 cic:/Lyon/AUTOMATA/Relations/Rstar'.con
\e[0;32mOK
\e[0m 0.01
7250 cic:/Lyon/AUTOMATA/Relations/Rstar_R.con
\e[0;32mOK
\e[0m 0.01
7251 cic:/Lyon/AUTOMATA/Relations/Rstar_reflexive.con
\e[0;32mOK
\e[0m 0.01
7252 cic:/Lyon/AUTOMATA/Reg/chemin.ind
\e[0;32mOK
\e[0m 0.01
7253 cic:/Lyon/AUTOMATA/Reg/chemin_A.ind
\e[0;32mOK
\e[0m 0.01
7254 cic:/Lyon/AUTOMATA/Reg/transition_D.con
\e[0;32mOK
\e[0m 0.01
7255 cic:/Lyon/AUTOMATA/RatReg/transition_back.con
\e[0;32mOK
\e[0m 0.01
7256 cic:/Lyon/AUTOMATA/RatReg/transition_pont.con
\e[0;32mOK
\e[0m 0.01
7257 cic:/Lyon/AUTOMATA/Rat/lconc.con
\e[0;32mOK
\e[0m 0.02
7258 cic:/Lyon/AUTOMATA/Rat/linter.con
\e[0;32mOK
\e[0m 0.00
7259 cic:/Lyon/AUTOMATA/Rat/lunion.con
\e[0;32mOK
\e[0m 0.01
7260 cic:/Lyon/AUTOMATA/Rat/lword.con
\e[0;32mOK
\e[0m 0.01
7261 cic:/Lyon/AUTOMATA/Max/elt_not_sym.con
\e[0;32mOK
\e[0m 0.02
7262 cic:/Lyon/AUTOMATA/Max/lt_n_Z.con
\e[0;32mOK
\e[0m 0.01
7263 cic:/Lyon/AUTOMATA/Max/sup.con
\e[0;32mOK
\e[0m 0.01
7264 cic:/Lyon/AUTOMATA/Ensf_types/Elt_ind.con
\e[0;32mOK
\e[0m 0.01
7265 cic:/Lyon/AUTOMATA/Ensf_types/Elt_rec.con
\e[0;32mOK
\e[0m 0.00
7266 cic:/Lyon/AUTOMATA/Ensf_types/Ensf_ind.con
\e[0;32mOK
\e[0m 0.01
7267 cic:/Lyon/AUTOMATA/Ensf_types/Ensf_rec.con
\e[0;32mOK
\e[0m 0.00
7268 cic:/Lyon/AUTOMATA/Ensf_types/False_imp_P.con
\e[0;32mOK
\e[0m 0.01
7269 cic:/Lyon/AUTOMATA/Ensf_types/Word_ind.con
\e[0;32mOK
\e[0m 0.01
7270 cic:/Lyon/AUTOMATA/Ensf_types/Word_rec.con
\e[0;32mOK
\e[0m 0.01
7271 cic:/Lyon/AUTOMATA/Ensf_types/equal_add.con
\e[0;32mOK
\e[0m 0.01
7272 cic:/Lyon/AUTOMATA/Ensf_types/nat_invol.con
\e[0;32mOK
\e[0m 0.00
7273 cic:/Lyon/AUTOMATA/Ensf_types/word_word.con
\e[0;32mOK
\e[0m 0.01
7274 cic:/Lyon/AUTOMATA/Ensf_types/word_word_inv.con
\e[0;32mOK
\e[0m 0.01
7275 cic:/Lyon/AUTOMATA/Ensf_produit/prodcart.con
\e[0;32mOK
\e[0m 0.01
7276 cic:/Lyon/AUTOMATA/Ensf_inclus/inclus.con
\e[0;32mOK
\e[0m 0.02
7277 cic:/Lyon/AUTOMATA/Ensf_disj/injdroite.con
\e[0;32mOK
\e[0m 0.01
7278 cic:/Lyon/AUTOMATA/Ensf_disj/injgauche.con
\e[0;32mOK
\e[0m 0.01
7279 cic:/Lyon/AUTOMATA/Ensf_dans/dans_ind.con
\e[0;32mOK
\e[0m 0.01
7280 cic:/Lyon/AUTOMATA/Ensf_dans/empty_empty.con
\e[0;32mOK
\e[0m 0.01
7281 cic:/Lyon/AUTOMATA/Ensf_dans/singl2.con
\e[0;32mOK
\e[0m 0.01
7282 cic:/Lyon/AUTOMATA/Ensf_couple/couple_couple_inv1.con
\e[0;32mOK
\e[0m 0.02
7283 cic:/Lyon/AUTOMATA/Ensf_couple/couple_couple_inv2.con
\e[0;32mOK
\e[0m 0.01
7284 cic:/Lyon/AUTOMATA/Ensf_couple/equal_couple.con
\e[0;32mOK
\e[0m 0.01
7285 cic:/Lyon/AUTOMATA/Ensf_couple/first.con
\e[0;32mOK
\e[0m 0.01
7286 cic:/Lyon/AUTOMATA/Ensf_couple/second.con
\e[0;32mOK
\e[0m 0.00
7287 cic:/Lyon/AUTOMATA/Dec/tq.con
\e[0;32mOK
\e[0m 0.01
7288 cic:/Lannion/polycont/huffman/path.ind
\e[0;32mOK
\e[0m 0.01
7289 cic:/Lannion/polycont/huffman/tree_ind.con
\e[0;32mOK
\e[0m 0.01
7290 cic:/Lannion/polycont/huffman/tree_rec.con
\e[0;32mOK
\e[0m 0.00
7291 cic:/Lannion/polycont/copy_cheat/core_cop.con
\e[0;32mOK
\e[0m 0.05
7292 cic:/Lannion/polycont/copy_cheat/tree1_ind.con
\e[0;32mOK
\e[0m 0.01
7293 cic:/Lannion/polycont/copy_cheat/tree1_rec.con
\e[0;32mOK
\e[0m 0.00
7294 cic:/Lannion/polycont/copy/core_cop.con
\e[0;32mOK
\e[0m 0.06
7295 cic:/Lannion/polycont/copy/tree1_ind.con
\e[0;32mOK
\e[0m 0.01
7296 cic:/Lannion/polycont/copy/tree1_rec.con
\e[0;32mOK
\e[0m 0.00
7297 cic:/Lannion/continuations/weight/tree_plus/Pleaveplus.con
\e[0;32mOK
\e[0m 0.03
7298 cic:/Lannion/continuations/weight/tree_plus/Plp.con
\e[0;32mOK
\e[0m 0.01
7299 cic:/Lannion/continuations/weight/tree_plus/Pnp.con
\e[0;32mOK
\e[0m 0.00
7300 cic:/Lannion/continuations/weight/tree_plus/leaveplus.con
\e[0;32mOK
\e[0m 0.01
7301 cic:/Lannion/continuations/weight/tree/Pext_morph_ind.con
\e[0;32mOK
\e[0m 0.02
7302 cic:/Lannion/continuations/weight/tree/tree_ind.con
\e[0;32mOK
\e[0m 0.01
7303 cic:/Lannion/continuations/weight/tree/tree_rec.con
\e[0;32mOK
\e[0m 0.00
7304 cic:/Lannion/continuations/weight/specif/Leibniz_endo.con
\e[0;32mOK
\e[0m 0.02
7305 cic:/Lannion/continuations/weight/specif/Pposs_zer_ind.con
\e[0;32mOK
\e[0m 0.01
7306 cic:/Lannion/continuations/weight/specif/Pposs_zerl.ind
\e[0;32mOK
\e[0m 0.00
7307 cic:/Lannion/continuations/weight/specif/boolexc_ind.con
\e[0;32mOK
\e[0m 0.01
7308 cic:/Lannion/continuations/weight/specif/boolexc_rec.con
\e[0;32mOK
\e[0m 0.00
7309 cic:/Lannion/continuations/weight/specif/inv_pz_0.con
\e[0;32mOK
\e[0m 0.02
7310 cic:/Lannion/continuations/weight/specif/inv_pz_node.con
\e[0;32mOK
\e[0m 0.02
7311 cic:/Lannion/continuations/weight/specif/lboolexc.ind
\e[0;32mOK
\e[0m 0.01
7312 cic:/Lannion/continuations/weight/specif/list_ind.con
\e[0;32mOK
\e[0m 0.01
7313 cic:/Lannion/continuations/weight/specif/list_rec.con
\e[0;32mOK
\e[0m 0.00
7314 cic:/Lannion/continuations/weight/specif/not_pz_node.con
\e[0;32mOK
\e[0m 0.02
7315 cic:/Lannion/continuations/weight/decl_exc/Txval_ind.con
\e[0;32mOK
\e[0m 0.01
7316 cic:/Lannion/continuations/weight/decl_exc/Txval_rec.con
\e[0;32mOK
\e[0m 0.01
7317 cic:/Lannion/continuations/weight/decl_exc/l_xl2.con
\e[0;32mOK
\e[0m 0.01
7318 cic:/Lannion/continuations/weight/decl_exc/noteq_xv2_true_false.con
\e[0;32mOK
\e[0m 0.01
7319 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo2/Propx.var
\e[0;32mOK
\e[0m 0.01
7320 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo1/Propx.var
\e[0;32mOK
\e[0m 0.01
7321 cic:/Lannion/continuations/cps/cps_Nx/Nx_elim_Nx_glob.con
\e[0;32mOK
\e[0m 0.02
7322 cic:/Lannion/continuations/cps/cps_Nx/Nx_handle_glob.con
\e[0;32mOK
\e[0m 0.01
7323 cic:/Lannion/continuations/cps/cps_Nx/Nx_raise_glob.con
\e[0;32mOK
\e[0m 0.01
7324 cic:/Lannion/continuations/cps/cps_Nx/Nx_unit_glob.con
\e[0;32mOK
\e[0m 0.01
7325 cic:/Lannion/continuations/cps/cps_Nmx/defcont/P.var
\e[0;32mOK
\e[0m 0.02
7326 cic:/Lannion/continuations/cps/cps_N/NF_glob.con
\e[0;32mOK
\e[0m 0.01
7327 cic:/Lannion/continuations/cps/cps_N/N_fn_glob.con
\e[0;32mOK
\e[0m 0.01
7328 cic:/Lannion/continuations/cps/cps_N/N_lift_glob.con
\e[0;32mOK
\e[0m 0.01
7329 cic:/Lannion/continuations/cps/cps_N/N_op_glob.con
\e[0;32mOK
\e[0m 0.01
7330 cic:/Lannion/continuations/cps/cps_N/N_unit_glob.con
\e[0;32mOK
\e[0m 0.01
7331 cic:/Lannion/continuations/cps/cps_N/Tcontcc_glob.con
\e[0;32mOK
\e[0m 0.00
7332 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/At_last_OK.con
\e[0;32mOK
\e[0m 0.01
7333 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/BC.con
\e[0;32mOK
\e[0m 0.01
7334 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/BConsArg.con
\e[0;32mOK
\e[0m 0.01
7335 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/BRoot.con
\e[0;32mOK
\e[0m 0.01
7336 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/BV.con
\e[0;32mOK
\e[0m 0.01
7337 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/Constr_f_OK.con
\e[0;32mOK
\e[0m 0.01
7338 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/Destr1.con
\e[0;32mOK
\e[0m 0.01
7339 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/Destr2.con
\e[0;32mOK
\e[0m 0.01
7340 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/Destrfun.con
\e[0;32mOK
\e[0m 0.01
7341 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/Destrvar.con
\e[0;32mOK
\e[0m 0.01
7342 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/Length.con
\e[0;32mOK
\e[0m 0.01
7343 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/List_queue_nat.con
\e[0;32mOK
\e[0m 0.01
7344 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/OK_At_last_rect.con
\e[0;32mOK
\e[0m 0.01
7345 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/OK_Constr_f_rect.con
\e[0;32mOK
\e[0m 0.01
7346 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/OK_List_queue_nat.ind
\e[0;32mOK
\e[0m 0.01
7347 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/SIMPLE.con
\e[0;32mOK
\e[0m 0.01
7348 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/list_nat_ind.con
\e[0;32mOK
\e[0m 0.01
7349 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/list_nat_rec.con
\e[0;32mOK
\e[0m 0.01
7350 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/quasiterm_rect.con
\e[0;32mOK
\e[0m 0.01
7351 cic:/Lannion/continuations/FOUnify_cps/nat_complements/Diff.con
\e[0;32mOK
\e[0m 0.01
7352 cic:/Lannion/continuations/FOUnify_cps/nat_complements/P_S_proof2.con
\e[0;32mOK
\e[0m 0.01
7353 cic:/Lannion/continuations/FOUnify_cps/nat_complements/nat_caseS.con
\e[0;32mOK
\e[0m 0.01
7354 cic:/Lannion/continuations/FOUnify_cps/nat_complements/pred_or.con
\e[0;32mOK
\e[0m 0.01
7355 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/Appv.con
\e[0;32mOK
\e[0m 0.01
7356 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/BConsv.con
\e[0;32mOK
\e[0m 0.01
7357 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/BNilv.con
\e[0;32mOK
\e[0m 0.01
7358 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/Headv.con
\e[0;32mOK
\e[0m 0.01
7359 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/IS_IN_LV.con
\e[0;32mOK
\e[0m 0.01
7360 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/Tailv.con
\e[0;32mOK
\e[0m 0.00
7361 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/is_in_lv.ind
\e[0;32mOK
\e[0m 0.00
7362 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/listv_rect.con
\e[0;32mOK
\e[0m 0.01
7363 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/IS_IN.con
\e[0;32mOK
\e[0m 0.04
7364 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/is_in.ind
\e[0;32mOK
\e[0m 0.01
7365 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/quasisubst.con
\e[0;32mOK
\e[0m 0.01
7366 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/head_diff.ind
\e[0;32mOK
\e[0m 0.01
7367 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/REMOVE.con
\e[0;32mOK
\e[0m 0.02
7368 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/SUP.con
\e[0;32mOK
\e[0m 0.01
7369 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/remove.ind
\e[0;32mOK
\e[0m 0.01
7370 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/sub.ind
\e[0;32mOK
\e[0m 0.01
7371 cic:/IdealX/idx-assoc/Option/option_sum.con
\e[0;32mOK
\e[0m 0.01
7372 cic:/IdealX/idx-assoc/Assoc/Tuple_ind.con
\e[0;32mOK
\e[0m 0.02
7373 cic:/IdealX/idx-assoc/Assoc/Tuple_rec.con
\e[0;32mOK
\e[0m 0.01
7374 cic:/IdealX/idx-assoc/Assoc/assoc_add.con
\e[0;32mOK
\e[0m 0.01
7375 cic:/IdealX/idx-assoc/Assoc/assoc_almost_eqm_sym.con
\e[0;32mOK
\e[0m 0.01
7376 cic:/IdealX/idx-assoc/Assoc/assoc_almost_eqm_trans.con
\e[0;32mOK
\e[0m 0.01
7377 cic:/IdealX/idx-assoc/Assoc/assoc_delete.con
\e[0;32mOK
\e[0m 0.01
7378 cic:/IdealX/idx-assoc/Assoc/assoc_eqm_trans.con
\e[0;32mOK
\e[0m 0.01
7379 cic:/IdealX/idx-assoc/Assoc/assoc_find.con
\e[0;32mOK
\e[0m 0.01
7380 cic:/Eindhoven/POCKLINGTON/list/alllist_dec.con
\e[0;32mOK
\e[0m 0.02
7381 cic:/Eindhoven/POCKLINGTON/list/exlist_dec.con
\e[0;32mOK
\e[0m 0.01
7382 cic:/Eindhoven/POCKLINGTON/list/exlist_ok.con
\e[0;32mOK
\e[0m 0.03
7383 cic:/Eindhoven/POCKLINGTON/list/inlist_head_eq.con
\e[0;32mOK
\e[0m 0.02
7384 cic:/Eindhoven/POCKLINGTON/list/inlist_head_neq.con
\e[0;32mOK
\e[0m 0.01
7385 cic:/Eindhoven/POCKLINGTON/list/inlist_tail.con
\e[0;32mOK
\e[0m 0.01
7386 cic:/Eindhoven/POCKLINGTON/list/length_0.con
\e[0;32mOK
\e[0m 0.01
7387 cic:/Eindhoven/POCKLINGTON/list/length_S.con
\e[0;32mOK
\e[0m 0.01
7388 cic:/Eindhoven/POCKLINGTON/list/product.con
\e[0;32mOK
\e[0m 0.01
7389 cic:/Eindhoven/POCKLINGTON/lemmas/S_inj.con
\e[0;32mOK
\e[0m 0.02
7390 cic:/Eindhoven/POCKLINGTON/divides/Divides.con
\e[0;32mOK
\e[0m 0.01
7391 cic:/Eindhoven/POCKLINGTON/divides/bDivides.con
\e[0;32mOK
\e[0m 0.01
7392 cic:/Eindhoven/POCKLINGTON/dec/anddec.con
\e[0;32mOK
\e[0m 0.01
7393 cic:/Eindhoven/POCKLINGTON/dec/impdec.con
\e[0;32mOK
\e[0m 0.01
7394 cic:/Dyade/Otway-Rees/securite/AState_rect.con
\e[0;32mOK
\e[0m 0.01
7395 cic:/Dyade/Otway-Rees/securite/B_rect.con
\e[0;32mOK
\e[0m 0.01
7396 cic:/Dyade/Otway-Rees/securite/C.ind
\e[0;32mOK
\e[0m 0.01
7397 cic:/Dyade/Otway-Rees/securite/K_ind.con
\e[0;32mOK
\e[0m 0.01
7398 cic:/Dyade/Otway-Rees/securite/K_rec.con
\e[0;32mOK
\e[0m 0.01
7399 cic:/Dyade/Otway-Rees/securite/KeyAB1.con
\e[0;32mOK
\e[0m 0.00
7400 cic:/Dyade/Otway-Rees/securite/SState_ind.con
\e[0;32mOK
\e[0m 0.01
7401 cic:/Dyade/Otway-Rees/securite/SState_rec.con
\e[0;32mOK
\e[0m 0.01
7402 cic:/Dyade/Otway-Rees/securite/disjKasKeyAB.con
\e[0;32mOK
\e[0m 0.00
7403 cic:/Coq/romega/ReflOmegaCore/Tminus_def.con
\e[0;32mOK
\e[0m 0.02
7404 cic:/Coq/romega/ReflOmegaCore/Tmult_assoc_r.con
\e[0;32mOK
\e[0m 0.01
7405 cic:/Coq/romega/ReflOmegaCore/Tmult_opp_left.con
\e[0;32mOK
\e[0m 0.01
7406 cic:/Coq/romega/ReflOmegaCore/Tmult_plus_distr.con
\e[0;32mOK
\e[0m 0.02
7407 cic:/Coq/romega/ReflOmegaCore/Tmult_sym.con
\e[0;32mOK
\e[0m 0.01
7408 cic:/Coq/romega/ReflOmegaCore/Topp_mult_r.con
\e[0;32mOK
\e[0m 0.01
7409 cic:/Coq/romega/ReflOmegaCore/Topp_one.con
\e[0;32mOK
\e[0m 0.01
7410 cic:/Coq/romega/ReflOmegaCore/Topp_opp.con
\e[0;32mOK
\e[0m 0.01
7411 cic:/Coq/romega/ReflOmegaCore/Topp_plus.con
\e[0;32mOK
\e[0m 0.01
7412 cic:/Coq/romega/ReflOmegaCore/Tplus_assoc_l.con
\e[0;32mOK
\e[0m 0.01
7413 cic:/Coq/romega/ReflOmegaCore/Tplus_assoc_r.con
\e[0;32mOK
\e[0m 0.01
7414 cic:/Coq/romega/ReflOmegaCore/Tplus_permute.con
\e[0;32mOK
\e[0m 0.05
7415 cic:/Coq/romega/ReflOmegaCore/Tplus_sym.con
\e[0;32mOK
\e[0m 0.01
7416 cic:/Coq/romega/ReflOmegaCore/Tred_factor0.con
\e[0;32mOK
\e[0m 0.01
7417 cic:/Coq/romega/ReflOmegaCore/Tred_factor5.con
\e[0;32mOK
\e[0m 0.01
7418 cic:/Coq/romega/ReflOmegaCore/Tred_factor6.con
\e[0;32mOK
\e[0m 0.00
7419 cic:/Coq/romega/ReflOmegaCore/apply_both.con
\e[0;32mOK
\e[0m 0.01
7420 cic:/Coq/romega/ReflOmegaCore/apply_left.con
\e[0;32mOK
\e[0m 0.01
7421 cic:/Coq/romega/ReflOmegaCore/apply_right.con
\e[0;32mOK
\e[0m 0.01
7422 cic:/Coq/romega/ReflOmegaCore/bool_ind2.con
\e[0;32mOK
\e[0m 0.01
7423 cic:/Coq/romega/ReflOmegaCore/eq_nat_false.con
\e[0;32mOK
\e[0m 0.02
7424 cic:/Coq/romega/ReflOmegaCore/eq_pos_false.con
\e[0;32mOK
\e[0m 0.03
7425 cic:/Coq/romega/ReflOmegaCore/eq_term.con
\e[0;32mOK
\e[0m 0.02
7426 cic:/Coq/romega/ReflOmegaCore/h_step_rect.con
\e[0;32mOK
\e[0m 0.01
7427 cic:/Coq/romega/ReflOmegaCore/p_step_ind.con
\e[0;32mOK
\e[0m 0.01
7428 cic:/Coq/romega/ReflOmegaCore/p_step_rec.con
\e[0;32mOK
\e[0m 0.00
7429 cic:/Coq/romega/ReflOmegaCore/proposition.ind
\e[0;32mOK
\e[0m 0.01
7430 cic:/Coq/romega/ReflOmegaCore/relation_ind2.con
\e[0;32mOK
\e[0m 0.01
7431 cic:/Coq/romega/ReflOmegaCore/t_omega.ind
\e[0;32mOK
\e[0m 0.01
7432 cic:/Coq/romega/ReflOmegaCore/term_rect.con
\e[0;32mOK
\e[0m 0.01
7433 cic:/Coq/ring/ZArithRing/Zeq.con
\e[0;32mOK
\e[0m 0.01
7434 cic:/Coq/ring/Setoid_ring_theory/Amult_ext.con
\e[0;32mOK
\e[0m 0.02
7435 cic:/Coq/ring/Setoid_ring_theory/Aopp_ext.con
\e[0;32mOK
\e[0m 0.00
7436 cic:/Coq/ring/Setoid_ring_theory/Aplus_ext.con
\e[0;32mOK
\e[0m 0.01
7437 cic:/Coq/ring/Setoid_ring_theory/SSR_distr_left.con
\e[0;32mOK
\e[0m 0.01
7438 cic:/Coq/ring/Setoid_ring_theory/SSR_eq_prop.con
\e[0;32mOK
\e[0m 0.01
7439 cic:/Coq/ring/Setoid_ring_theory/SSR_mult_assoc.con
\e[0;32mOK
\e[0m 0.01
7440 cic:/Coq/ring/Setoid_ring_theory/SSR_mult_comm.con
\e[0;32mOK
\e[0m 0.01
7441 cic:/Coq/ring/Setoid_ring_theory/SSR_mult_one_left.con
\e[0;32mOK
\e[0m 0.01
7442 cic:/Coq/ring/Setoid_ring_theory/SSR_mult_zero_left.con
\e[0;32mOK
\e[0m 0.01
7443 cic:/Coq/ring/Setoid_ring_theory/SSR_plus_assoc.con
\e[0;32mOK
\e[0m 0.01
7444 cic:/Coq/ring/Setoid_ring_theory/SSR_plus_comm.con
\e[0;32mOK
\e[0m 0.02
7445 cic:/Coq/ring/Setoid_ring_theory/SSR_plus_reg_left.con
\e[0;32mOK
\e[0m 0.02
7446 cic:/Coq/ring/Setoid_ring_theory/SSR_plus_zero_left.con
\e[0;32mOK
\e[0m 0.01
7447 cic:/Coq/ring/Setoid_ring_theory/STh_distr_left.con
\e[0;32mOK
\e[0m 0.01
7448 cic:/Coq/ring/Setoid_ring_theory/STh_eq_prop.con
\e[0;32mOK
\e[0m 0.01
7449 cic:/Coq/ring/Setoid_ring_theory/STh_mult_assoc.con
\e[0;32mOK
\e[0m 0.01
7450 cic:/Coq/ring/Setoid_ring_theory/STh_mult_one_left.con
\e[0;32mOK
\e[0m 0.01
7451 cic:/Coq/ring/Setoid_ring_theory/STh_mult_sym.con
\e[0;32mOK
\e[0m 0.01
7452 cic:/Coq/ring/Setoid_ring_theory/STh_opp_def.con
\e[0;32mOK
\e[0m 0.01
7453 cic:/Coq/ring/Setoid_ring_theory/STh_plus_assoc.con
\e[0;32mOK
\e[0m 0.01
7454 cic:/Coq/ring/Setoid_ring_theory/STh_plus_comm.con
\e[0;32mOK
\e[0m 0.01
7455 cic:/Coq/ring/Setoid_ring_theory/STh_plus_zero_left.con
\e[0;32mOK
\e[0m 0.01
7456 cic:/Coq/ring/Setoid_ring_theory/Semi_Setoid_Ring_Theory_rect.con
\e[0;32mOK
\e[0m 0.02
7457 cic:/Coq/ring/Setoid_ring_theory/Setoid_Ring_Theory_rect.con
\e[0;32mOK
\e[0m 0.02
7458 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/S.var
\e[0;32mOK
\e[0m 0.10
7459 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_setoid_rings/T.var
\e[0;32mOK
\e[0m 0.89
7460 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_semi_setoid_rings/T.var
\e[0;32mOK
\e[0m 0.16
7461 cic:/Coq/ring/Setoid_ring_normalize/Amult_ext.con
\e[0;32mOK
\e[0m 0.44
7462 cic:/Coq/ring/Setoid_ring_normalize/Aopp_ext.con
\e[0;32mOK
\e[0m 0.00
7463 cic:/Coq/ring/Setoid_ring_normalize/Aplus_ext.con
\e[0;32mOK
\e[0m 0.01
7464 cic:/Coq/ring/Setoid_ring_normalize/canonical_sum_rect.con
\e[0;32mOK
\e[0m 0.01
7465 cic:/Coq/ring/Setoid_ring_normalize/canonical_sum_scalar.con
\e[0;32mOK
\e[0m 0.01
7466 cic:/Coq/ring/Setoid_ring_normalize/canonical_sum_simplify.con
\e[0;32mOK
\e[0m 0.01
7467 cic:/Coq/ring/Setoid_ring_normalize/interp_setp.con
\e[0;32mOK
\e[0m 0.01
7468 cic:/Coq/ring/Setoid_ring_normalize/interp_var.con
\e[0;32mOK
\e[0m 0.00
7469 cic:/Coq/ring/Setoid_ring_normalize/setpolynomial_ind.con
\e[0;32mOK
\e[0m 0.01
7470 cic:/Coq/ring/Setoid_ring_normalize/setpolynomial_rec.con
\e[0;32mOK
\e[0m 0.01
7471 cic:/Coq/ring/Setoid_ring_normalize/setspolynomial_ind.con
\e[0;32mOK
\e[0m 0.01
7472 cic:/Coq/ring/Setoid_ring_normalize/setspolynomial_rec.con
\e[0;32mOK
\e[0m 0.01
7473 cic:/Coq/ring/Setoid_ring_normalize/varlist_eq.con
\e[0;32mOK
\e[0m 0.01
7474 cic:/Coq/ring/Setoid_ring_normalize/varlist_ind.con
\e[0;32mOK
\e[0m 0.01
7475 cic:/Coq/ring/Setoid_ring_normalize/varlist_lt.con
\e[0;32mOK
\e[0m 0.01
7476 cic:/Coq/ring/Setoid_ring_normalize/varlist_rec.con
\e[0;32mOK
\e[0m 0.01
7477 cic:/Coq/ring/Setoid_ring_normalize/setoid/S.var
\e[0;32mOK
\e[0m 0.01
7478 cic:/Coq/ring/Setoid_ring_normalize/setoid/setoid_rings/T.var
\e[0;32mOK
\e[0m 0.01
7479 cic:/Coq/ring/Setoid_ring_normalize/setoid/semi_setoid_rings/T.var
\e[0;32mOK
\e[0m 0.01
7480 cic:/Coq/ring/Ring_theory/Ring_Theory_rect.con
\e[0;32mOK
\e[0m 0.03
7481 cic:/Coq/ring/Ring_theory/SR_distr_left.con
\e[0;32mOK
\e[0m 0.01
7482 cic:/Coq/ring/Ring_theory/SR_eq_prop.con
\e[0;32mOK
\e[0m 0.01
7483 cic:/Coq/ring/Ring_theory/SR_mult_assoc.con
\e[0;32mOK
\e[0m 0.02
7484 cic:/Coq/ring/Ring_theory/SR_mult_comm.con
\e[0;32mOK
\e[0m 0.02
7485 cic:/Coq/ring/Ring_theory/SR_mult_one_left.con
\e[0;32mOK
\e[0m 0.01
7486 cic:/Coq/ring/Ring_theory/SR_mult_zero_left.con
\e[0;32mOK
\e[0m 0.01
7487 cic:/Coq/ring/Ring_theory/SR_plus_assoc.con
\e[0;32mOK
\e[0m 0.01
7488 cic:/Coq/ring/Ring_theory/SR_plus_comm.con
\e[0;32mOK
\e[0m 0.02
7489 cic:/Coq/ring/Ring_theory/SR_plus_reg_left.con
\e[0;32mOK
\e[0m 0.01
7490 cic:/Coq/ring/Ring_theory/SR_plus_zero_left.con
\e[0;32mOK
\e[0m 0.01
7491 cic:/Coq/ring/Ring_theory/Semi_Ring_Theory_rect.con
\e[0;32mOK
\e[0m 0.02
7492 cic:/Coq/ring/Ring_theory/Th_distr_left.con
\e[0;32mOK
\e[0m 0.02
7493 cic:/Coq/ring/Ring_theory/Th_eq_prop.con
\e[0;32mOK
\e[0m 0.01
7494 cic:/Coq/ring/Ring_theory/Th_mult_assoc.con
\e[0;32mOK
\e[0m 0.01
7495 cic:/Coq/ring/Ring_theory/Th_mult_one_left.con
\e[0;32mOK
\e[0m 0.01
7496 cic:/Coq/ring/Ring_theory/Th_mult_sym.con
\e[0;32mOK
\e[0m 0.01
7497 cic:/Coq/ring/Ring_theory/Th_opp_def.con
\e[0;32mOK
\e[0m 0.01
7498 cic:/Coq/ring/Ring_theory/Th_plus_assoc.con
\e[0;32mOK
\e[0m 0.01
7499 cic:/Coq/ring/Ring_theory/Th_plus_comm.con
\e[0;32mOK
\e[0m 0.01
7500 cic:/Coq/ring/Ring_theory/Th_plus_zero_left.con
\e[0;32mOK
\e[0m 0.02
7501 cic:/Coq/ring/Ring_theory/Theory_of_semi_rings/T.var
\e[0;32mOK
\e[0m 0.01
7502 cic:/Coq/ring/Ring_theory/Theory_of_rings/T.var
\e[0;32mOK
\e[0m 0.01
7503 cic:/Coq/ring/Ring_normalize/canonical_sum_rect.con
\e[0;32mOK
\e[0m 0.01
7504 cic:/Coq/ring/Ring_normalize/canonical_sum_scalar.con
\e[0;32mOK
\e[0m 0.01
7505 cic:/Coq/ring/Ring_normalize/canonical_sum_simplify.con
\e[0;32mOK
\e[0m 0.01
7506 cic:/Coq/ring/Ring_normalize/interp_p.con
\e[0;32mOK
\e[0m 0.01
7507 cic:/Coq/ring/Ring_normalize/interp_var.con
\e[0;32mOK
\e[0m 0.01
7508 cic:/Coq/ring/Ring_normalize/polynomial_ind.con
\e[0;32mOK
\e[0m 0.01
7509 cic:/Coq/ring/Ring_normalize/polynomial_rec.con
\e[0;32mOK
\e[0m 0.01
7510 cic:/Coq/ring/Ring_normalize/spolynomial_ind.con
\e[0;32mOK
\e[0m 0.01
7511 cic:/Coq/ring/Ring_normalize/spolynomial_rec.con
\e[0;32mOK
\e[0m 0.01
7512 cic:/Coq/ring/Ring_normalize/varlist_eq.con
\e[0;32mOK
\e[0m 0.01
7513 cic:/Coq/ring/Ring_normalize/varlist_ind.con
\e[0;32mOK
\e[0m 0.01
7514 cic:/Coq/ring/Ring_normalize/varlist_lt.con
\e[0;32mOK
\e[0m 0.01
7515 cic:/Coq/ring/Ring_normalize/varlist_rec.con
\e[0;32mOK
\e[0m 0.01
7516 cic:/Coq/ring/Ring_normalize/semi_rings/T.var
\e[0;32mOK
\e[0m 0.01
7517 cic:/Coq/ring/Ring_normalize/rings/T.var
\e[0;32mOK
\e[0m 0.01
7518 cic:/Coq/ring/Ring_abstract/abstract_sum_rect.con
\e[0;32mOK
\e[0m 0.01
7519 cic:/Coq/ring/Ring_abstract/apolynomial_ind.con
\e[0;32mOK
\e[0m 0.01
7520 cic:/Coq/ring/Ring_abstract/apolynomial_rec.con
\e[0;32mOK
\e[0m 0.01
7521 cic:/Coq/ring/Ring_abstract/aspolynomial_ind.con
\e[0;32mOK
\e[0m 0.01
7522 cic:/Coq/ring/Ring_abstract/aspolynomial_rec.con
\e[0;32mOK
\e[0m 0.01
7523 cic:/Coq/ring/Ring_abstract/signed_sum_opp.con
\e[0;32mOK
\e[0m 0.01
7524 cic:/Coq/ring/Ring_abstract/signed_sum_rect.con
\e[0;32mOK
\e[0m 0.01
7525 cic:/Coq/ring/Ring_abstract/abstract_semi_rings/T.var
\e[0;32mOK
\e[0m 0.01
7526 cic:/Coq/ring/Ring_abstract/abstract_rings/T.var
\e[0;32mOK
\e[0m 0.01
7527 cic:/Coq/ring/Ring/BoolTheory.con
\e[0;32mOK
\e[0m 0.05
7528 cic:/Coq/ring/Quote/varmap_ind.con
\e[0;32mOK
\e[0m 0.02
7529 cic:/Coq/ring/Quote/varmap_rec.con
\e[0;32mOK
\e[0m 0.01
7530 cic:/Coq/ring/NArithRing/Neq.con
\e[0;32mOK
\e[0m 0.02
7531 cic:/Coq/fourier/Fourier_util/Rfourier_gt_to_lt.con
\e[0;32mOK
\e[0m 0.01
7532 cic:/Coq/fourier/Fourier_util/Rfourier_le.con
\e[0;32mOK
\e[0m 0.01
7533 cic:/Coq/fourier/Fourier_util/Rfourier_lt.con
\e[0;32mOK
\e[0m 0.01
7534 cic:/Coq/field/Field_Theory/ExprA_ind.con
\e[0;32mOK
\e[0m 0.02
7535 cic:/Coq/field/Field_Theory/ExprA_rec.con
\e[0;32mOK
\e[0m 0.01
7536 cic:/Coq/field/Field_Theory/Field_Theory.ind
\e[0;32mOK
\e[0m 0.01
7537 cic:/Coq/field/Field_Theory/assoc_mult.con
\e[0;32mOK
\e[0m 0.01
7538 cic:/Coq/field/Field_Theory/distrib_mult_left.con
\e[0;32mOK
\e[0m 0.01
7539 cic:/Coq/field/Field_Theory/multiply.con
\e[0;32mOK
\e[0m 0.01
7540 cic:/Coq/ZArith/Zpower/two_power_nat.con
\e[0;32mOK
\e[0m 0.01
7541 cic:/Coq/ZArith/Zpower/two_power_pos.con
\e[0;32mOK
\e[0m 0.00
7542 cic:/Coq/ZArith/Zmisc/iter_nat_invariant.con
\e[0;32mOK
\e[0m 0.02
7543 cic:/Coq/ZArith/Zmisc/iter_nat_plus.con
\e[0;32mOK
\e[0m 0.02
7544 cic:/Coq/ZArith/Zmin/Zmax.con
\e[0;32mOK
\e[0m 0.02
7545 cic:/Coq/ZArith/Zmin/Zmin.con
\e[0;32mOK
\e[0m 0.01
7546 cic:/Coq/ZArith/Zlogarithm/Is_power_or.con
\e[0;32mOK
\e[0m 0.01
7547 cic:/Coq/ZArith/Zeven/Zeven_dec.con
\e[0;32mOK
\e[0m 0.02
7548 cic:/Coq/ZArith/Zeven/Zeven_not_Zodd.con
\e[0;32mOK
\e[0m 0.01
7549 cic:/Coq/ZArith/Zeven/Zeven_odd_dec.con
\e[0;32mOK
\e[0m 0.02
7550 cic:/Coq/ZArith/Zeven/Zodd_dec.con
\e[0;32mOK
\e[0m 0.01
7551 cic:/Coq/ZArith/Zeven/Zodd_not_Zeven.con
\e[0;32mOK
\e[0m 0.01
7552 cic:/Coq/ZArith/Zbool/Zeq_bool.con
\e[0;32mOK
\e[0m 0.02
7553 cic:/Coq/ZArith/Zbool/Zge_bool.con
\e[0;32mOK
\e[0m 0.01
7554 cic:/Coq/ZArith/Zbool/Zgt_bool.con
\e[0;32mOK
\e[0m 0.00
7555 cic:/Coq/ZArith/Zbool/Zle_bool.con
\e[0;32mOK
\e[0m 0.01
7556 cic:/Coq/ZArith/Zbool/Zlt_bool.con
\e[0;32mOK
\e[0m 0.00
7557 cic:/Coq/ZArith/Zbool/Zneq_bool.con
\e[0;32mOK
\e[0m 0.00
7558 cic:/Coq/ZArith/Zbinary/Z_to_binary.con
\e[0;32mOK
\e[0m 0.01
7559 cic:/Coq/ZArith/Zbinary/Zeven_bit_value.con
\e[0;32mOK
\e[0m 0.01
7560 cic:/Coq/ZArith/Zbinary/Zodd_bit_value.con
\e[0;32mOK
\e[0m 0.02
7561 cic:/Coq/ZArith/Zabs/Zabs_Zopp.con
\e[0;32mOK
\e[0m 0.01
7562 cic:/Coq/ZArith/Zabs/Zabs_dec.con
\e[0;32mOK
\e[0m 0.01
7563 cic:/Coq/ZArith/Zabs/Zabs_intro.con
\e[0;32mOK
\e[0m 0.01
7564 cic:/Coq/ZArith/ZArith_dec/Dcompare_inf.con
\e[0;32mOK
\e[0m 0.02
7565 cic:/Coq/ZArith/BinInt/ZPminus.con
\e[0;32mOK
\e[0m 0.01
7566 cic:/Coq/ZArith/BinInt/Z_ind.con
\e[0;32mOK
\e[0m 0.01
7567 cic:/Coq/ZArith/BinInt/Z_of_nat.con
\e[0;32mOK
\e[0m 0.01
7568 cic:/Coq/ZArith/BinInt/Z_rec.con
\e[0;32mOK
\e[0m 0.00
7569 cic:/Coq/ZArith/BinInt/Zge.con
\e[0;32mOK
\e[0m 0.01
7570 cic:/Coq/ZArith/BinInt/Zgt.con
\e[0;32mOK
\e[0m 0.01
7571 cic:/Coq/ZArith/BinInt/Zle.con
\e[0;32mOK
\e[0m 0.00
7572 cic:/Coq/ZArith/BinInt/Zlt.con
\e[0;32mOK
\e[0m 0.01
7573 cic:/Coq/ZArith/BinInt/Zopp_involutive.con
\e[0;32mOK
\e[0m 0.01
7574 cic:/Coq/ZArith/BinInt/Zopp_neg.con
\e[0;32mOK
\e[0m 0.01
7575 cic:/Coq/Wellfounded/Well_Ordering/WO_rect.con
\e[0;32mOK
\e[0m 0.02
7576 cic:/Coq/Wellfounded/Well_Ordering/le_WO.ind
\e[0;32mOK
\e[0m 0.00
7577 cic:/Coq/Sorting/Sorting/lelistA.ind
\e[0;32mOK
\e[0m 0.01
7578 cic:/Coq/Sorting/Sorting/defs/emptyBag.var
\e[0;32mOK
\e[0m 0.01
7579 cic:/Coq/Sorting/Sorting/defs/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
7580 cic:/Coq/Sorting/Sorting/defs/gtA.var
\e[0;32mOK
\e[0m 0.00
7581 cic:/Coq/Sorting/Sorting/defs/leA_antisym.var
\e[0;32mOK
\e[0m 0.00
7582 cic:/Coq/Sorting/Sorting/defs/leA_dec.var
\e[0;32mOK
\e[0m 0.00
7583 cic:/Coq/Sorting/Sorting/defs/leA_refl.var
\e[0;32mOK
\e[0m 0.00
7584 cic:/Coq/Sorting/Sorting/defs/leA_trans.var
\e[0;32mOK
\e[0m 0.00
7585 cic:/Coq/Sorting/Permutation/defs/emptyBag.var
\e[0;32mOK
\e[0m 0.01
7586 cic:/Coq/Sorting/Permutation/defs/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
7587 cic:/Coq/Sorting/Permutation/defs/gtA.var
\e[0;32mOK
\e[0m 0.00
7588 cic:/Coq/Sorting/Permutation/defs/leA_antisym.var
\e[0;32mOK
\e[0m 0.00
7589 cic:/Coq/Sorting/Permutation/defs/leA_dec.var
\e[0;32mOK
\e[0m 0.00
7590 cic:/Coq/Sorting/Permutation/defs/leA_refl.var
\e[0;32mOK
\e[0m 0.00
7591 cic:/Coq/Sorting/Permutation/defs/leA_trans.var
\e[0;32mOK
\e[0m 0.00
7592 cic:/Coq/Sorting/Heap/Tree_ind.con
\e[0;32mOK
\e[0m 0.01
7593 cic:/Coq/Sorting/Heap/Tree_rec.con
\e[0;32mOK
\e[0m 0.00
7594 cic:/Coq/Sorting/Heap/leA_Tree.con
\e[0;32mOK
\e[0m 0.00
7595 cic:/Coq/Sorting/Heap/defs/emptyBag.var
\e[0;32mOK
\e[0m 0.01
7596 cic:/Coq/Sorting/Heap/defs/eqA_dec.var
\e[0;32mOK
\e[0m 0.00
7597 cic:/Coq/Sorting/Heap/defs/gtA.var
\e[0;32mOK
\e[0m 0.00
7598 cic:/Coq/Sorting/Heap/defs/leA_antisym.var
\e[0;32mOK
\e[0m 0.00
7599 cic:/Coq/Sorting/Heap/defs/leA_dec.var
\e[0;32mOK
\e[0m 0.00
7600 cic:/Coq/Sorting/Heap/defs/leA_refl.var
\e[0;32mOK
\e[0m 0.00
7601 cic:/Coq/Sorting/Heap/defs/leA_trans.var
\e[0;32mOK
\e[0m 0.00
7602 cic:/Coq/Sets/Uniset/In.con
\e[0;32mOK
\e[0m 0.01
7603 cic:/Coq/Sets/Uniset/Singleton.con
\e[0;32mOK
\e[0m 0.01
7604 cic:/Coq/Sets/Uniset/incl.con
\e[0;32mOK
\e[0m 0.00
7605 cic:/Coq/Sets/Uniset/seq.con
\e[0;32mOK
\e[0m 0.00
7606 cic:/Coq/Sets/Uniset/union.con
\e[0;32mOK
\e[0m 0.02
7607 cic:/Coq/Sets/Uniset/uniset_ind.con
\e[0;32mOK
\e[0m 0.01
7608 cic:/Coq/Sets/Uniset/uniset_rec.con
\e[0;32mOK
\e[0m 0.01
7609 cic:/Coq/Sets/Relations_3/noetherian.ind
\e[0;32mOK
\e[0m 0.01
7610 cic:/Coq/Sets/Relations_2/Rplus.ind
\e[0;32mOK
\e[0m 0.01
7611 cic:/Coq/Sets/Relations_2/Rstar.ind
\e[0;32mOK
\e[0m 0.01
7612 cic:/Coq/Sets/Relations_2/Rstar1.ind
\e[0;32mOK
\e[0m 0.01
7613 cic:/Coq/Sets/Relations_2/Strongly_confluent.con
\e[0;32mOK
\e[0m 0.01
7614 cic:/Coq/Sets/Relations_1/Antisymmetric.con
\e[0;32mOK
\e[0m 0.02
7615 cic:/Coq/Sets/Relations_1/Reflexive.con
\e[0;32mOK
\e[0m 0.01
7616 cic:/Coq/Sets/Relations_1/Symmetric.con
\e[0;32mOK
\e[0m 0.01
7617 cic:/Coq/Sets/Relations_1/Transitive.con
\e[0;32mOK
\e[0m 0.01
7618 cic:/Coq/Sets/Relations_1/same_relation.con
\e[0;32mOK
\e[0m 0.01
7619 cic:/Coq/Sets/Permut/comm_left.con
\e[0;32mOK
\e[0m 0.02
7620 cic:/Coq/Sets/Permut/comm_right.con
\e[0;32mOK
\e[0m 0.01
7621 cic:/Coq/Sets/Permut/cong_congr.con
\e[0;32mOK
\e[0m 0.01
7622 cic:/Coq/Sets/Permut/op_rotate.con
\e[0;32mOK
\e[0m 0.01
7623 cic:/Coq/Sets/Permut/perm_left.con
\e[0;32mOK
\e[0m 0.01
7624 cic:/Coq/Sets/Permut/perm_right.con
\e[0;32mOK
\e[0m 0.01
7625 cic:/Coq/Sets/Multiset/SingletonBag.con
\e[0;32mOK
\e[0m 0.02
7626 cic:/Coq/Sets/Multiset/meq.con
\e[0;32mOK
\e[0m 0.00
7627 cic:/Coq/Sets/Multiset/multiset_ind.con
\e[0;32mOK
\e[0m 0.01
7628 cic:/Coq/Sets/Multiset/multiset_rec.con
\e[0;32mOK
\e[0m 0.01
7629 cic:/Coq/Sets/Multiset/munion.con
\e[0;32mOK
\e[0m 0.01
7630 cic:/Coq/Sets/Integers/triv_nat.con
\e[0;32mOK
\e[0m 0.00
7631 cic:/Coq/Sets/Image/Im.ind
\e[0;32mOK
\e[0m 0.01
7632 cic:/Coq/Sets/Ensembles/Complement.con
\e[0;32mOK
\e[0m 0.01
7633 cic:/Coq/Sets/Ensembles/Empty_set_ind.con
\e[0;32mOK
\e[0m 0.01
7634 cic:/Coq/Sets/Ensembles/Empty_set_rec.con
\e[0;32mOK
\e[0m 0.00
7635 cic:/Coq/Sets/Ensembles/Included.con
\e[0;32mOK
\e[0m 0.01
7636 cic:/Coq/Sets/Ensembles/Inhabited.ind
\e[0;32mOK
\e[0m 0.00
7637 cic:/Coq/Sets/Ensembles/Intersection.ind
\e[0;32mOK
\e[0m 0.01
7638 cic:/Coq/Sets/Ensembles/Setminus.con
\e[0;32mOK
\e[0m 0.00
7639 cic:/Coq/Sets/Ensembles/Singleton_ind.con
\e[0;32mOK
\e[0m 0.01
7640 cic:/Coq/Sets/Ensembles/Singleton_rec.con
\e[0;32mOK
\e[0m 0.00
7641 cic:/Coq/Sets/Ensembles/Union.ind
\e[0;32mOK
\e[0m 0.00
7642 cic:/Coq/Sets/Constructive_sets/Couple_inv.con
\e[0;32mOK
\e[0m 0.01
7643 cic:/Coq/Sets/Constructive_sets/Noone_in_empty.con
\e[0;32mOK
\e[0m 0.01
7644 cic:/Coq/Setoids/Setoid/Prop_S.con
\e[0;32mOK
\e[0m 0.01
7645 cic:/Coq/Setoids/Setoid/Seq_refl.con
\e[0;32mOK
\e[0m 0.01
7646 cic:/Coq/Setoids/Setoid/Seq_sym.con
\e[0;32mOK
\e[0m 0.01
7647 cic:/Coq/Setoids/Setoid/Seq_trans.con
\e[0;32mOK
\e[0m 0.01
7648 cic:/Coq/Setoids/Setoid/Setoid_Theory_rect.con
\e[0;32mOK
\e[0m 0.01
7649 cic:/Coq/Relations/Rstar/Rstar'.con
\e[0;32mOK
\e[0m 0.02
7650 cic:/Coq/Relations/Rstar/Rstar_R.con
\e[0;32mOK
\e[0m 0.01
7651 cic:/Coq/Relations/Rstar/Rstar_reflexive.con
\e[0;32mOK
\e[0m 0.01
7652 cic:/Coq/Relations/Relation_Operators/Desc.ind
\e[0;32mOK
\e[0m 0.00
7653 cic:/Coq/Relations/Relation_Operators/Ltl.ind
\e[0;32mOK
\e[0m 0.01
7654 cic:/Coq/Relations/Relation_Operators/clos_refl_sym_trans.ind
\e[0;32mOK
\e[0m 0.01
7655 cic:/Coq/Relations/Relation_Operators/clos_refl_trans.ind
\e[0;32mOK
\e[0m 0.01
7656 cic:/Coq/Relations/Relation_Operators/clos_trans.ind
\e[0;32mOK
\e[0m 0.00
7657 cic:/Coq/Relations/Relation_Operators/le_AsB_ind.con
\e[0;32mOK
\e[0m 0.01
7658 cic:/Coq/Relations/Relation_Operators/lexprod.ind
\e[0;32mOK
\e[0m 0.00
7659 cic:/Coq/Relations/Relation_Operators/swapprod.ind
\e[0;32mOK
\e[0m 0.00
7660 cic:/Coq/Relations/Relation_Operators/symprod_ind.con
\e[0;32mOK
\e[0m 0.01
7661 cic:/Coq/Relations/Relation_Operators/transp.con
\e[0;32mOK
\e[0m 0.01
7662 cic:/Coq/Relations/Relation_Operators/union.con
\e[0;32mOK
\e[0m 0.00
7663 cic:/Coq/Relations/Relation_Definitions/antisymmetric.con
\e[0;32mOK
\e[0m 0.01
7664 cic:/Coq/Relations/Relation_Definitions/reflexive.con
\e[0;32mOK
\e[0m 0.00
7665 cic:/Coq/Relations/Relation_Definitions/same_relation.con
\e[0;32mOK
\e[0m 0.01
7666 cic:/Coq/Relations/Relation_Definitions/symmetric.con
\e[0;32mOK
\e[0m 0.00
7667 cic:/Coq/Relations/Relation_Definitions/transitive.con
\e[0;32mOK
\e[0m 0.00
7668 cic:/Coq/Relations/Newman/Newman/Rstar.var
\e[0;32mOK
\e[0m 0.01
7669 cic:/Coq/Relations/Newman/Newman/Newman_section/Hyp1.var
\e[0;32mOK
\e[0m 0.01
7670 cic:/Coq/Reals/SeqProp/Un_decreasing.con
\e[0;32mOK
\e[0m 0.02
7671 cic:/Coq/Reals/Rtopology/bounded.con
\e[0;32mOK
\e[0m 0.02
7672 cic:/Coq/Reals/Rtopology/complementary_P1.con
\e[0;32mOK
\e[0m 0.01
7673 cic:/Coq/Reals/Rtopology/cond_fam.con
\e[0;32mOK
\e[0m 0.01
7674 cic:/Coq/Reals/Rtopology/covering.con
\e[0;32mOK
\e[0m 0.01
7675 cic:/Coq/Reals/Rtopology/domain_finite.con
\e[0;32mOK
\e[0m 0.01
7676 cic:/Coq/Reals/Rtopology/family_ind.con
\e[0;32mOK
\e[0m 0.01
7677 cic:/Coq/Reals/Rtopology/family_rec.con
\e[0;32mOK
\e[0m 0.01
7678 cic:/Coq/Reals/Rtopology/intersection_family.con
\e[0;32mOK
\e[0m 0.01
7679 cic:/Coq/Reals/Rsqrt_def/Dichotomy_lb.con
\e[0;32mOK
\e[0m 0.03
7680 cic:/Coq/Reals/Rsqrt_def/Dichotomy_ub.con
\e[0;32mOK
\e[0m 0.01
7681 cic:/Coq/Reals/Rsqrt_def/pow_2_n.con
\e[0;32mOK
\e[0m 0.01
7682 cic:/Coq/Reals/Rsigma/sigma.con
\e[0;32mOK
\e[0m 0.02
7683 cic:/Coq/Reals/Rseries/EUn_noempty.con
\e[0;32mOK
\e[0m 0.01
7684 cic:/Coq/Reals/Rseries/Un_growing.con
\e[0;32mOK
\e[0m 0.01
7685 cic:/Coq/Reals/Rseries/Un_in_EUn.con
\e[0;32mOK
\e[0m 0.01
7686 cic:/Coq/Reals/RiemannInt_SF/Int_SF.con
\e[0;32mOK
\e[0m 0.02
7687 cic:/Coq/Reals/RiemannInt_SF/co_interval.con
\e[0;32mOK
\e[0m 0.01
7688 cic:/Coq/Reals/Rfunctions/pow_O.con
\e[0;32mOK
\e[0m 0.02
7689 cic:/Coq/Reals/Rfunctions/sum_f.con
\e[0;32mOK
\e[0m 0.01
7690 cic:/Coq/Reals/Rfunctions/sum_nat_O.con
\e[0;32mOK
\e[0m 0.01
7691 cic:/Coq/Reals/Rfunctions/sum_nat_f.con
\e[0;32mOK
\e[0m 0.01
7692 cic:/Coq/Reals/Rfunctions/tech_pow_Rmult.con
\e[0;32mOK
\e[0m 0.01
7693 cic:/Coq/Reals/Rdefinitions/Rge.con
\e[0;32mOK
\e[0m 0.01
7694 cic:/Coq/Reals/Raxioms/is_upper_bound.con
\e[0;32mOK
\e[0m 0.01
7695 cic:/Coq/Reals/Raxioms/total_order_T.con
\e[0;32mOK
\e[0m 0.01
7696 cic:/Coq/Reals/Ranalysis1/decreasing.con
\e[0;32mOK
\e[0m 0.02
7697 cic:/Coq/Reals/Ranalysis1/div_fct.con
\e[0;32mOK
\e[0m 0.01
7698 cic:/Coq/Reals/Ranalysis1/div_real_fct.con
\e[0;32mOK
\e[0m 0.01
7699 cic:/Coq/Reals/Ranalysis1/increasing.con
\e[0;32mOK
\e[0m 0.01
7700 cic:/Coq/Reals/Ranalysis1/minus_fct.con
\e[0;32mOK
\e[0m 0.01
7701 cic:/Coq/Reals/Ranalysis1/pow_fct.con
\e[0;32mOK
\e[0m 0.01
7702 cic:/Coq/Reals/RList/Rlist_ind.con
\e[0;32mOK
\e[0m 0.01
7703 cic:/Coq/Reals/RList/Rlist_rec.con
\e[0;32mOK
\e[0m 0.01
7704 cic:/Coq/Reals/RList/mid_Rlist.con
\e[0;32mOK
\e[0m 0.01
7705 cic:/Coq/Reals/RList/ordered_Rlist.con
\e[0;32mOK
\e[0m 0.01
7706 cic:/Coq/Reals/RIneq/Req_le.con
\e[0;32mOK
\e[0m 0.02
7707 cic:/Coq/Reals/RIneq/Req_le_sym.con
\e[0;32mOK
\e[0m 0.01
7708 cic:/Coq/Reals/RIneq/Rgt_trans.con
\e[0;32mOK
\e[0m 0.01
7709 cic:/Coq/Reals/RIneq/Rinv_l_sym.con
\e[0;32mOK
\e[0m 0.01
7710 cic:/Coq/Reals/RIneq/Rle_antisym.con
\e[0;32mOK
\e[0m 0.01
7711 cic:/Coq/Reals/RIneq/Rle_refl.con
\e[0;32mOK
\e[0m 0.03
7712 cic:/Coq/Reals/RIneq/Rlt_eq_compat.con
\e[0;32mOK
\e[0m 0.01
7713 cic:/Coq/Reals/RIneq/Rlt_irrefl.con
\e[0;32mOK
\e[0m 0.01
7714 cic:/Coq/Reals/RIneq/Rlt_le.con
\e[0;32mOK
\e[0m 0.01
7715 cic:/Coq/Reals/RIneq/Rmult_eq_compat_l.con
\e[0;32mOK
\e[0m 0.01
7716 cic:/Coq/Reals/RIneq/Ropp_eq_compat.con
\e[0;32mOK
\e[0m 0.02
7717 cic:/Coq/Reals/RIneq/Rplus_eq_compat_l.con
\e[0;32mOK
\e[0m 0.01
7718 cic:/Coq/Reals/RIneq/Rplus_gt_compat_l.con
\e[0;32mOK
\e[0m 0.01
7719 cic:/Coq/Reals/RIneq/Rplus_le_compat_l.con
\e[0;32mOK
\e[0m 0.01
7720 cic:/Coq/Reals/RIneq/S_INR.con
\e[0;32mOK
\e[0m 0.01
7721 cic:/Coq/Reals/RIneq/neg.con
\e[0;32mOK
\e[0m 0.01
7722 cic:/Coq/Reals/RIneq/negreal_rect.con
\e[0;32mOK
\e[0m 0.01
7723 cic:/Coq/Reals/RIneq/nonnegreal.ind
\e[0;32mOK
\e[0m 0.00
7724 cic:/Coq/Reals/RIneq/nonposreal.ind
\e[0;32mOK
\e[0m 0.00
7725 cic:/Coq/Reals/RIneq/nonzero.con
\e[0;32mOK
\e[0m 0.02
7726 cic:/Coq/Reals/RIneq/nonzeroreal_rect.con
\e[0;32mOK
\e[0m 0.01
7727 cic:/Coq/Reals/RIneq/pos.con
\e[0;32mOK
\e[0m 0.01
7728 cic:/Coq/Reals/RIneq/posreal_rect.con
\e[0;32mOK
\e[0m 0.01
7729 cic:/Coq/Reals/PartSum/SP.con
\e[0;32mOK
\e[0m 0.02
7730 cic:/Coq/Reals/PartSum/tech5.con
\e[0;32mOK
\e[0m 0.01
7731 cic:/Coq/Reals/AltSeries/PI_tg.con
\e[0;32mOK
\e[0m 0.01
7732 cic:/Coq/Reals/AltSeries/positivity_seq.con
\e[0;32mOK
\e[0m 0.01
7733 cic:/Coq/Reals/AltSeries/tg_alt.con
\e[0;32mOK
\e[0m 0.01
7734 cic:/Coq/NArith/BinPos/Dcompare.con
\e[0;32mOK
\e[0m 0.03
7735 cic:/Coq/NArith/BinPos/Pcompare_Gt_Lt.con
\e[0;32mOK
\e[0m 0.02
7736 cic:/Coq/NArith/BinPos/Pcompare_Lt_Gt.con
\e[0;32mOK
\e[0m 0.02
7737 cic:/Coq/NArith/BinPos/Pcompare_not_Eq.con
\e[0;32mOK
\e[0m 0.06
7738 cic:/Coq/NArith/BinPos/Pcompare_refl.con
\e[0;32mOK
\e[0m 0.01
7739 cic:/Coq/NArith/BinPos/Pminus_mask.con
\e[0;32mOK
\e[0m 0.01
7740 cic:/Coq/NArith/BinPos/Pminus_mask_carry.con
\e[0;32mOK
\e[0m 0.01
7741 cic:/Coq/NArith/BinPos/Pmult.con
\e[0;32mOK
\e[0m 0.01
7742 cic:/Coq/NArith/BinPos/Pplus_no_neutral.con
\e[0;32mOK
\e[0m 0.06
7743 cic:/Coq/NArith/BinPos/Pplus_one_succ_l.con
\e[0;32mOK
\e[0m 0.01
7744 cic:/Coq/NArith/BinPos/Pplus_one_succ_r.con
\e[0;32mOK
\e[0m 0.01
7745 cic:/Coq/NArith/BinPos/Ppred_succ.con
\e[0;32mOK
\e[0m 0.02
7746 cic:/Coq/NArith/BinPos/Psucc_discr.con
\e[0;32mOK
\e[0m 0.01
7747 cic:/Coq/NArith/BinPos/Psucc_not_one.con
\e[0;32mOK
\e[0m 0.01
7748 cic:/Coq/NArith/BinPos/ZL11.con
\e[0;32mOK
\e[0m 0.01
7749 cic:/Coq/NArith/BinPos/double_eq_zero_inversion.con
\e[0;32mOK
\e[0m 0.01
7750 cic:/Coq/NArith/BinPos/double_moins_un_xO_discr.con
\e[0;32mOK
\e[0m 0.01
7751 cic:/Coq/NArith/BinPos/double_plus_one_eq_one_inversion.con
\e[0;32mOK
\e[0m 0.01
7752 cic:/Coq/NArith/BinPos/iterate_add.con
\e[0;32mOK
\e[0m 0.01
7753 cic:/Coq/NArith/BinPos/nat_of_P.con
\e[0;32mOK
\e[0m 0.01
7754 cic:/Coq/NArith/BinPos/positive_mask_ind.con
\e[0;32mOK
\e[0m 0.00
7755 cic:/Coq/NArith/BinPos/positive_mask_rec.con
\e[0;32mOK
\e[0m 0.01
7756 cic:/Coq/NArith/BinPos/xO_succ_permute.con
\e[0;32mOK
\e[0m 0.01
7757 cic:/Coq/NArith/BinNat/N_ind.con
\e[0;32mOK
\e[0m 0.01
7758 cic:/Coq/NArith/BinNat/N_rec.con
\e[0;32mOK
\e[0m 0.00
7759 cic:/Coq/NArith/BinNat/Nplus.con
\e[0;32mOK
\e[0m 0.00
7760 cic:/Coq/Logic/ProofIrrelevance/p2b.con
\e[0;32mOK
\e[0m 0.01
7761 cic:/Coq/Logic/JMeq/JMeq_eq_dep.con
\e[0;32mOK
\e[0m 0.01
7762 cic:/Coq/Logic/JMeq/eq_dep_JMeq.con
\e[0;32mOK
\e[0m 0.01
7763 cic:/Coq/Logic/Hurkens/le.con
\e[0;32mOK
\e[0m 0.01
7764 cic:/Coq/Logic/Eqdep_dec/DecidableEqDep/comp.var
\e[0;32mOK
\e[0m 0.01
7765 cic:/Coq/Logic/Eqdep_dec/DecidableEqDep/nu.var
\e[0;32mOK
\e[0m 0.01
7766 cic:/Coq/Logic/Eqdep_dec/DecidableEqDep/proj.var
\e[0;32mOK
\e[0m 0.01
7767 cic:/Coq/Logic/Eqdep/eq_dep1_eq.con
\e[0;32mOK
\e[0m 0.01
7768 cic:/Coq/Logic/Eqdep/eq_dep1_rect.con
\e[0;32mOK
\e[0m 0.01
7769 cic:/Coq/Logic/Eqdep/eq_dep_dep1.con
\e[0;32mOK
\e[0m 0.01
7770 cic:/Coq/Logic/Eqdep/eq_dep_rect.con
\e[0;32mOK
\e[0m 0.01
7771 cic:/Coq/Logic/Eqdep/eq_dep_sym.con
\e[0;32mOK
\e[0m 0.01
7772 cic:/Coq/Logic/Eqdep/eq_dep_trans.con
\e[0;32mOK
\e[0m 0.01
7773 cic:/Coq/Logic/Diaconescu/PredExt_GuardRelChoice_imp_EM/pred_extensionality.var
\e[0;32mOK
\e[0m 0.01
7774 cic:/Coq/Logic/Decidable/dec_False.con
\e[0;32mOK
\e[0m 0.01
7775 cic:/Coq/Logic/Decidable/dec_True.con
\e[0;32mOK
\e[0m 0.01
7776 cic:/Coq/Logic/Decidable/dec_and.con
\e[0;32mOK
\e[0m 0.01
7777 cic:/Coq/Logic/Decidable/dec_imp.con
\e[0;32mOK
\e[0m 0.01
7778 cic:/Coq/Logic/Decidable/dec_not.con
\e[0;32mOK
\e[0m 0.01
7779 cic:/Coq/Logic/Decidable/dec_not_not.con
\e[0;32mOK
\e[0m 0.01
7780 cic:/Coq/Logic/Decidable/dec_or.con
\e[0;32mOK
\e[0m 0.01
7781 cic:/Coq/Logic/Decidable/imp_simp.con
\e[0;32mOK
\e[0m 0.01
7782 cic:/Coq/Logic/Decidable/not_and.con
\e[0;32mOK
\e[0m 0.01
7783 cic:/Coq/Logic/Decidable/not_imp.con
\e[0;32mOK
\e[0m 0.01
7784 cic:/Coq/Logic/Decidable/not_not.con
\e[0;32mOK
\e[0m 0.01
7785 cic:/Coq/Logic/Decidable/not_or.con
\e[0;32mOK
\e[0m 0.01
7786 cic:/Coq/Logic/Classical_Prop/NNPP.con
\e[0;32mOK
\e[0m 0.01
7787 cic:/Coq/Logic/Classical_Prop/and_not_or.con
\e[0;32mOK
\e[0m 0.01
7788 cic:/Coq/Logic/Classical_Prop/imply_to_or.con
\e[0;32mOK
\e[0m 0.01
7789 cic:/Coq/Logic/Classical_Prop/not_and_or.con
\e[0;32mOK
\e[0m 0.51
7790 cic:/Coq/Logic/Classical_Prop/not_imply_elim2.con
\e[0;32mOK
\e[0m 0.15
7791 cic:/Coq/Logic/Classical_Prop/not_or_and.con
\e[0;32mOK
\e[0m 0.05
7792 cic:/Coq/Logic/Classical_Prop/or_not_and.con
\e[0;32mOK
\e[0m 0.01
7793 cic:/Coq/Logic/Classical_Prop/or_to_imply.con
\e[0;32mOK
\e[0m 0.01
7794 cic:/Coq/Logic/ClassicalFacts/Fix.con
\e[0;32mOK
\e[0m 0.01
7795 cic:/Coq/Logic/ClassicalFacts/f1_o_f2.con
\e[0;32mOK
\e[0m 0.01
7796 cic:/Coq/Logic/ClassicalFacts/has_fixpoint_ind.con
\e[0;32mOK
\e[0m 0.00
7797 cic:/Coq/Logic/ClassicalFacts/has_fixpoint_rec.con
\e[0;32mOK
\e[0m 0.01
7798 cic:/Coq/Logic/ClassicalFacts/prop_ext_A_eq_A_imp_A.con
\e[0;32mOK
\e[0m 0.01
7799 cic:/Coq/Logic/ClassicalFacts/prop_ext_em_degen.con
\e[0;32mOK
\e[0m 0.01
7800 cic:/Coq/Logic/ClassicalFacts/retract_ind.con
\e[0;32mOK
\e[0m 0.01
7801 cic:/Coq/Logic/ClassicalFacts/retract_rec.con
\e[0;32mOK
\e[0m 0.01
7802 cic:/Coq/Logic/ClassicalDescription/classic_set.con
\e[0;32mOK
\e[0m 0.03
7803 cic:/Coq/Logic/ChoiceFacts/description_rel_choice_imp_funct_choice.con
\e[0;32mOK
\e[0m 0.03
7804 cic:/Coq/Logic/ChoiceFacts/funct_choice_imp_rel_choice.con
\e[0;32mOK
\e[0m 0.01
7805 cic:/Coq/Logic/Berardi/IFProp.con
\e[0;32mOK
\e[0m 0.02
7806 cic:/Coq/Logic/Berardi/L1.con
\e[0;32mOK
\e[0m 0.01
7807 cic:/Coq/Logic/Berardi/f.con
\e[0;32mOK
\e[0m 0.00
7808 cic:/Coq/Logic/Berardi/i2.con
\e[0;32mOK
\e[0m 0.01
7809 cic:/Coq/Logic/Berardi/inv.con
\e[0;32mOK
\e[0m 0.01
7810 cic:/Coq/Logic/Berardi/j2.con
\e[0;32mOK
\e[0m 0.01
7811 cic:/Coq/Logic/Berardi/retract_cond_rect.con
\e[0;32mOK
\e[0m 0.01
7812 cic:/Coq/Logic/Berardi/retract_ind.con
\e[0;32mOK
\e[0m 0.01
7813 cic:/Coq/Logic/Berardi/retract_rec.con
\e[0;32mOK
\e[0m 0.01
7814 cic:/Coq/Lists/TheoryList/AllS_assoc_ind.con
\e[0;32mOK
\e[0m 0.02
7815 cic:/Coq/Lists/TheoryList/AllS_ind.con
\e[0;32mOK
\e[0m 0.01
7816 cic:/Coq/Lists/TheoryList/InR_ind.con
\e[0;32mOK
\e[0m 0.02
7817 cic:/Coq/Lists/TheoryList/InR_inv.con
\e[0;32mOK
\e[0m 0.01
7818 cic:/Coq/Lists/TheoryList/In_spec.ind
\e[0;32mOK
\e[0m 0.01
7819 cic:/Coq/Lists/TheoryList/Isnil_nil.con
\e[0;32mOK
\e[0m 0.01
7820 cic:/Coq/Lists/TheoryList/assoc.con
\e[0;32mOK
\e[0m 0.01
7821 cic:/Coq/Lists/TheoryList/find.con
\e[0;32mOK
\e[0m 0.01
7822 cic:/Coq/Lists/TheoryList/fst_nth_spec_ind.con
\e[0;32mOK
\e[0m 0.03
7823 cic:/Coq/Lists/TheoryList/index_p.con
\e[0;32mOK
\e[0m 0.01
7824 cic:/Coq/Lists/TheoryList/mem.con
\e[0;32mOK
\e[0m 0.01
7825 cic:/Coq/Lists/TheoryList/not_Isnil_cons.con
\e[0;32mOK
\e[0m 0.01
7826 cic:/Coq/Lists/TheoryList/nth_spec_ind.con
\e[0;32mOK
\e[0m 0.01
7827 cic:/Coq/Lists/TheoryList/try_find.con
\e[0;32mOK
\e[0m 0.01
7828 cic:/Coq/Lists/Streams/EqSt.ind
\e[0;32mOK
\e[0m 0.02
7829 cic:/Coq/Lists/Streams/Exists.ind
\e[0;32mOK
\e[0m 0.00
7830 cic:/Coq/Lists/Streams/ForAll.ind
\e[0;32mOK
\e[0m 0.00
7831 cic:/Coq/Lists/Streams/Str_nth_tl.con
\e[0;32mOK
\e[0m 0.01
7832 cic:/Coq/Lists/Streams/map.con
\e[0;32mOK
\e[0m 0.01
7833 cic:/Coq/Lists/Streams/Streams/Stream_Properties/Co_Induction_ForAll/InvIsStable.var
\e[0;32mOK
\e[0m 0.01
7834 cic:/Coq/Lists/Streams/Streams/Stream_Properties/Co_Induction_ForAll/InvThenP.var
\e[0;32mOK
\e[0m 0.00
7835 cic:/Coq/Lists/MonoList/In.con
\e[0;32mOK
\e[0m 0.01
7836 cic:/Coq/Lists/MonoList/app.con
\e[0;32mOK
\e[0m 0.02
7837 cic:/Coq/Lists/MonoList/length.con
\e[0;32mOK
\e[0m 0.01
7838 cic:/Coq/Lists/MonoList/list_rect.con
\e[0;32mOK
\e[0m 0.01
7839 cic:/Coq/Lists/MonoList/nil_cons.con
\e[0;32mOK
\e[0m 0.01
7840 cic:/Coq/Lists/MonoList/tail.con
\e[0;32mOK
\e[0m 0.01
7841 cic:/Coq/Lists/MonoList/length_order/l.var
\e[0;32mOK
\e[0m 0.02
7842 cic:/Coq/Lists/MonoList/length_order/m.var
\e[0;32mOK
\e[0m 0.00
7843 cic:/Coq/Lists/MonoList/length_order/n.var
\e[0;32mOK
\e[0m 0.00
7844 cic:/Coq/Lists/ListSet/empty_set.con
\e[0;32mOK
\e[0m 0.02
7845 cic:/Coq/Lists/ListSet/set_In.con
\e[0;32mOK
\e[0m 0.01
7846 cic:/Coq/Lists/ListSet/set_add.con
\e[0;32mOK
\e[0m 0.01
7847 cic:/Coq/Lists/ListSet/set_fold_left.con
\e[0;32mOK
\e[0m 0.01
7848 cic:/Coq/Lists/ListSet/set_fold_right.con
\e[0;32mOK
\e[0m 0.01
7849 cic:/Coq/Lists/ListSet/set_map.con
\e[0;32mOK
\e[0m 0.02
7850 cic:/Coq/Lists/ListSet/set_mem.con
\e[0;32mOK
\e[0m 0.01
7851 cic:/Coq/Lists/List/app_comm_cons.con
\e[0;32mOK
\e[0m 0.01
7852 cic:/Coq/Lists/List/app_cons_not_nil.con
\e[0;32mOK
\e[0m 0.01
7853 cic:/Coq/Lists/List/app_eq_nil.con
\e[0;32mOK
\e[0m 0.01
7854 cic:/Coq/Lists/List/flat_map.con
\e[0;32mOK
\e[0m 0.01
7855 cic:/Coq/Lists/List/in_cons.con
\e[0;32mOK
\e[0m 0.02
7856 cic:/Coq/Lists/List/in_eq.con
\e[0;32mOK
\e[0m 0.01
7857 cic:/Coq/Lists/List/in_inv.con
\e[0;32mOK
\e[0m 0.01
7858 cic:/Coq/Lists/List/in_nil.con
\e[0;32mOK
\e[0m 0.01
7859 cic:/Coq/Lists/List/incl.con
\e[0;32mOK
\e[0m 0.01
7860 cic:/Coq/Lists/List/lel.con
\e[0;32mOK
\e[0m 0.01
7861 cic:/Coq/Lists/List/list_ind.con
\e[0;32mOK
\e[0m 0.00
7862 cic:/Coq/Lists/List/list_prod.con
\e[0;32mOK
\e[0m 0.02
7863 cic:/Coq/Lists/List/list_rec.con
\e[0;32mOK
\e[0m 0.01
7864 cic:/Coq/Lists/List/nil_cons.con
\e[0;32mOK
\e[0m 0.01
7865 cic:/Coq/Lists/List/nth_S_cons.con
\e[0;32mOK
\e[0m 0.01
7866 cic:/Coq/Lists/List/nth_default.con
\e[0;32mOK
\e[0m 0.01
7867 cic:/Coq/Lists/List/rev.con
\e[0;32mOK
\e[0m 0.00
7868 cic:/Coq/IntMap/Maplists/ad_in_list.con
\e[0;32mOK
\e[0m 0.03
7869 cic:/Coq/IntMap/Mapiter/MapFold1.con
\e[0;32mOK
\e[0m 0.02
7870 cic:/Coq/IntMap/Mapiter/MapFold1_state.con
\e[0;32mOK
\e[0m 0.01
7871 cic:/Coq/IntMap/Mapiter/MapSweep2.con
\e[0;32mOK
\e[0m 0.02
7872 cic:/Coq/IntMap/Mapiter/aapp.con
\e[0;32mOK
\e[0m 0.01
7873 cic:/Coq/IntMap/Mapiter/alist_semantics.con
\e[0;32mOK
\e[0m 0.01
7874 cic:/Coq/IntMap/Mapiter/pair_sp.con
\e[0;32mOK
\e[0m 0.01
7875 cic:/Coq/IntMap/Mapaxioms/eqm_refl.con
\e[0;32mOK
\e[0m 0.02
7876 cic:/Coq/IntMap/Map/MapCard.con
\e[0;32mOK
\e[0m 0.01
7877 cic:/Coq/IntMap/Map/MapEmptyp.con
\e[0;32mOK
\e[0m 0.01
7878 cic:/Coq/IntMap/Map/MapGet.con
\e[0;32mOK
\e[0m 0.02
7879 cic:/Coq/IntMap/Map/MapPut1.con
\e[0;32mOK
\e[0m 0.01
7880 cic:/Coq/IntMap/Map/MapSingleton.con
\e[0;32mOK
\e[0m 0.01
7881 cic:/Coq/IntMap/Map/Map_rect.con
\e[0;32mOK
\e[0m 0.02
7882 cic:/Coq/IntMap/Map/makeM2.con
\e[0;32mOK
\e[0m 0.01
7883 cic:/Coq/IntMap/Map/newMap.con
\e[0;32mOK
\e[0m 0.01
7884 cic:/Coq/IntMap/Map/option_ind.con
\e[0;32mOK
\e[0m 0.01
7885 cic:/Coq/IntMap/Map/option_rec.con
\e[0;32mOK
\e[0m 0.01
7886 cic:/Coq/IntMap/Lsort/ad_less_1.con
\e[0;32mOK
\e[0m 0.01
7887 cic:/Coq/IntMap/Lsort/alist_nth_ad.con
\e[0;32mOK
\e[0m 0.02
7888 cic:/Coq/IntMap/Fset/FSet.con
\e[0;32mOK
\e[0m 0.02
7889 cic:/Coq/IntMap/Adist/natinf_ind.con
\e[0;32mOK
\e[0m 0.01
7890 cic:/Coq/IntMap/Adist/natinf_rec.con
\e[0;32mOK
\e[0m 0.01
7891 cic:/Coq/IntMap/Adist/ni_le.con
\e[0;32mOK
\e[0m 0.01
7892 cic:/Coq/IntMap/Adist/ni_min_inf_l.con
\e[0;32mOK
\e[0m 0.01
7893 cic:/Coq/IntMap/Addr/ad_bit_0_correct.con
\e[0;32mOK
\e[0m 0.02
7894 cic:/Coq/IntMap/Addr/ad_div_2_correct.con
\e[0;32mOK
\e[0m 0.02
7895 cic:/Coq/IntMap/Addr/ad_div_2_double.con
\e[0;32mOK
\e[0m 0.01
7896 cic:/Coq/IntMap/Addr/ad_div_2_double_plus_un.con
\e[0;32mOK
\e[0m 0.01
7897 cic:/Coq/IntMap/Addr/ad_double_bit_0.con
\e[0;32mOK
\e[0m 0.01
7898 cic:/Coq/IntMap/Addr/ad_double_div_2.con
\e[0;32mOK
\e[0m 0.01
7899 cic:/Coq/IntMap/Addr/ad_double_plus_un_bit_0.con
\e[0;32mOK
\e[0m 0.02
7900 cic:/Coq/IntMap/Addr/ad_double_plus_un_div_2.con
\e[0;32mOK
\e[0m 0.01
7901 cic:/Coq/IntMap/Addr/ad_faithful_1.con
\e[0;32mOK
\e[0m 0.02
7902 cic:/Coq/IntMap/Addr/ad_ind.con
\e[0;32mOK
\e[0m 0.00
7903 cic:/Coq/IntMap/Addr/ad_rec.con
\e[0;32mOK
\e[0m 0.00
7904 cic:/Coq/IntMap/Addr/ad_xor.con
\e[0;32mOK
\e[0m 0.01
7905 cic:/Coq/IntMap/Addr/adf_xor_assoc.con
\e[0;32mOK
\e[0m 0.01
7906 cic:/Coq/IntMap/Addec/ad_eq_correct.con
\e[0;32mOK
\e[0m 0.02
7907 cic:/Coq/IntMap/Adalloc/ad_of_nat.con
\e[0;32mOK
\e[0m 0.02
7908 cic:/Coq/Init/Wf/Acc_ind.con
\e[0;32mOK
\e[0m 0.01
7909 cic:/Coq/Init/Wf/Acc_inv.con
\e[0;32mOK
\e[0m 0.00
7910 cic:/Coq/Init/Wf/Acc_inv_dep.con
\e[0;32mOK
\e[0m 0.02
7911 cic:/Coq/Init/Wf/well_founded.con
\e[0;32mOK
\e[0m 0.00
7912 cic:/Coq/Init/Wf/Well_founded/FixPoint/F_ext.var
\e[0;32mOK
\e[0m 0.01
7913 cic:/Coq/Init/Wf/Well_founded/AccRecType/F.var
\e[0;32mOK
\e[0m 0.01
7914 cic:/Coq/Init/Specif/absurd_set.con
\e[0;32mOK
\e[0m 0.02
7915 cic:/Coq/Init/Specif/except.con
\e[0;32mOK
\e[0m 0.01
7916 cic:/Coq/Init/Specif/proj2_sig.con
\e[0;32mOK
\e[0m 0.01
7917 cic:/Coq/Init/Specif/projS2.con
\e[0;32mOK
\e[0m 0.01
7918 cic:/Coq/Init/Specif/projT2.con
\e[0;32mOK
\e[0m 0.01
7919 cic:/Coq/Init/Peano/O_S.con
\e[0;32mOK
\e[0m 0.02
7920 cic:/Coq/Init/Peano/eq_S.con
\e[0;32mOK
\e[0m 0.02
7921 cic:/Coq/Init/Peano/eq_add_S.con
\e[0;32mOK
\e[0m 0.01
7922 cic:/Coq/Init/Peano/gt.con
\e[0;32mOK
\e[0m 0.01
7923 cic:/Coq/Init/Peano/mult_n_O.con
\e[0;32mOK
\e[0m 0.01
7924 cic:/Coq/Init/Peano/nat_case.con
\e[0;32mOK
\e[0m 0.01
7925 cic:/Coq/Init/Peano/nat_double_ind.con
\e[0;32mOK
\e[0m 0.01
7926 cic:/Coq/Init/Peano/plus_n_O.con
\e[0;32mOK
\e[0m 0.01
7927 cic:/Coq/Init/Peano/plus_n_Sm.con
\e[0;32mOK
\e[0m 0.01
7928 cic:/Coq/Init/Logic_Type/identity_ind_r.con
\e[0;32mOK
\e[0m 0.01
7929 cic:/Coq/Init/Logic_Type/identity_rec_r.con
\e[0;32mOK
\e[0m 0.01
7930 cic:/Coq/Init/Logic_Type/identity_rect_r.con
\e[0;32mOK
\e[0m 0.01
7931 cic:/Coq/Init/Logic/eq_ind_r.con
\e[0;32mOK
\e[0m 0.00
7932 cic:/Coq/Init/Logic/eq_rec_r.con
\e[0;32mOK
\e[0m 0.01
7933 cic:/Coq/Init/Logic/eq_rect_r.con
\e[0;32mOK
\e[0m 0.01
7934 cic:/Coq/Init/Logic/sym_equal.con
\e[0;32mOK
\e[0m 0.01
7935 cic:/Coq/Init/Logic/sym_not_equal.con
\e[0;32mOK
\e[0m 0.01
7936 cic:/Coq/Init/Logic/trans_equal.con
\e[0;32mOK
\e[0m 0.01
7937 cic:/Coq/Bool/Zerob/zerob_true_elim.con
\e[0;32mOK
\e[0m 0.02
7938 cic:/Coq/Bool/Zerob/zerob_true_intro.con
\e[0;32mOK
\e[0m 0.01
7939 cic:/Coq/Bool/Sumbool/bool_of_sumbool.con
\e[0;32mOK
\e[0m 0.01
7940 cic:/Coq/Bool/IfProp/IfProp_false.con
\e[0;32mOK
\e[0m 0.01
7941 cic:/Coq/Bool/IfProp/IfProp_sum.con
\e[0;32mOK
\e[0m 0.01
7942 cic:/Coq/Bool/IfProp/IfProp_true.con
\e[0;32mOK
\e[0m 0.02
7943 cic:/Coq/Bool/DecBool/ifdec_left.con
\e[0;32mOK
\e[0m 0.02
7944 cic:/Coq/Bool/DecBool/ifdec_right.con
\e[0;32mOK
\e[0m 0.01
7945 cic:/Coq/Bool/Bvector/Vbinary.con
\e[0;32mOK
\e[0m 0.02
7946 cic:/Coq/Bool/Bvector/Vconst.con
\e[0;32mOK
\e[0m 0.01
7947 cic:/Coq/Bool/Bvector/Vextend.con
\e[0;32mOK
\e[0m 0.03
7948 cic:/Coq/Bool/Bvector/Vhead.con
\e[0;32mOK
\e[0m 0.01
7949 cic:/Coq/Bool/Bvector/Vlast.con
\e[0;32mOK
\e[0m 0.01
7950 cic:/Coq/Bool/Bvector/Vshiftin.con
\e[0;32mOK
\e[0m 0.03
7951 cic:/Coq/Bool/Bvector/Vshiftout.con
\e[0;32mOK
\e[0m 0.01
7952 cic:/Coq/Bool/Bvector/Vshiftrepeat.con
\e[0;32mOK
\e[0m 0.02
7953 cic:/Coq/Bool/Bvector/Vtail.con
\e[0;32mOK
\e[0m 0.01
7954 cic:/Coq/Bool/Bvector/Vunary.con
\e[0;32mOK
\e[0m 0.01
7955 cic:/Coq/Bool/Bvector/vector_ind.con
\e[0;32mOK
\e[0m 0.01
7956 cic:/Coq/Bool/Bvector/vector_rec.con
\e[0;32mOK
\e[0m 0.01
7957 cic:/Coq/Bool/BoolEq/beq_eq_true.con
\e[0;32mOK
\e[0m 0.01
7958 cic:/Coq/Bool/Bool/Is_true_eq_right.con
\e[0;32mOK
\e[0m 0.01
7959 cic:/Coq/Bool/Bool/Is_true_eq_true.con
\e[0;32mOK
\e[0m 0.01
7960 cic:/Coq/Bool/Bool/absoption_andb.con
\e[0;32mOK
\e[0m 0.01
7961 cic:/Coq/Bool/Bool/absoption_orb.con
\e[0;32mOK
\e[0m 0.01
7962 cic:/Coq/Bool/Bool/andb_assoc.con
\e[0;32mOK
\e[0m 0.02
7963 cic:/Coq/Bool/Bool/andb_b_false.con
\e[0;32mOK
\e[0m 0.01
7964 cic:/Coq/Bool/Bool/andb_b_true.con
\e[0;32mOK
\e[0m 0.01
7965 cic:/Coq/Bool/Bool/andb_comm.con
\e[0;32mOK
\e[0m 0.01
7966 cic:/Coq/Bool/Bool/andb_false_b.con
\e[0;32mOK
\e[0m 0.01
7967 cic:/Coq/Bool/Bool/andb_false_elim.con
\e[0;32mOK
\e[0m 0.01
7968 cic:/Coq/Bool/Bool/andb_false_intro1.con
\e[0;32mOK
\e[0m 0.01
7969 cic:/Coq/Bool/Bool/andb_false_intro2.con
\e[0;32mOK
\e[0m 0.01
7970 cic:/Coq/Bool/Bool/andb_neg_b.con
\e[0;32mOK
\e[0m 0.01
7971 cic:/Coq/Bool/Bool/andb_prop.con
\e[0;32mOK
\e[0m 0.02
7972 cic:/Coq/Bool/Bool/andb_prop2.con
\e[0;32mOK
\e[0m 0.01
7973 cic:/Coq/Bool/Bool/andb_true_b.con
\e[0;32mOK
\e[0m 0.01
7974 cic:/Coq/Bool/Bool/andb_true_eq.con
\e[0;32mOK
\e[0m 0.02
7975 cic:/Coq/Bool/Bool/andb_true_intro.con
\e[0;32mOK
\e[0m 0.01
7976 cic:/Coq/Bool/Bool/andb_true_intro2.con
\e[0;32mOK
\e[0m 0.01
7977 cic:/Coq/Bool/Bool/bool_1.con
\e[0;32mOK
\e[0m 0.02
7978 cic:/Coq/Bool/Bool/bool_2.con
\e[0;32mOK
\e[0m 0.01
7979 cic:/Coq/Bool/Bool/bool_3.con
\e[0;32mOK
\e[0m 0.01
7980 cic:/Coq/Bool/Bool/bool_6.con
\e[0;32mOK
\e[0m 0.01
7981 cic:/Coq/Bool/Bool/demorgan1.con
\e[0;32mOK
\e[0m 0.02
7982 cic:/Coq/Bool/Bool/demorgan2.con
\e[0;32mOK
\e[0m 0.01
7983 cic:/Coq/Bool/Bool/demorgan3.con
\e[0;32mOK
\e[0m 0.02
7984 cic:/Coq/Bool/Bool/demorgan4.con
\e[0;32mOK
\e[0m 0.01
7985 cic:/Coq/Bool/Bool/diff_true_false.con
\e[0;32mOK
\e[0m 0.01
7986 cic:/Coq/Bool/Bool/eqb_eq.con
\e[0;32mOK
\e[0m 0.01
7987 cic:/Coq/Bool/Bool/eqb_prop.con
\e[0;32mOK
\e[0m 0.01
7988 cic:/Coq/Bool/Bool/eqb_subst.con
\e[0;32mOK
\e[0m 0.01
7989 cic:/Coq/Bool/Bool/negb_andb.con
\e[0;32mOK
\e[0m 0.01
7990 cic:/Coq/Bool/Bool/negb_orb.con
\e[0;32mOK
\e[0m 0.01
7991 cic:/Coq/Bool/Bool/not_false_is_true.con
\e[0;32mOK
\e[0m 0.01
7992 cic:/Coq/Bool/Bool/not_true_is_false.con
\e[0;32mOK
\e[0m 0.01
7993 cic:/Coq/Bool/Bool/orb_assoc.con
\e[0;32mOK
\e[0m 0.02
7994 cic:/Coq/Bool/Bool/orb_b_false.con
\e[0;32mOK
\e[0m 0.01
7995 cic:/Coq/Bool/Bool/orb_comm.con
\e[0;32mOK
\e[0m 0.01
7996 cic:/Coq/Bool/Bool/orb_false_b.con
\e[0;32mOK
\e[0m 0.01
7997 cic:/Coq/Bool/Bool/orb_neg_b.con
\e[0;32mOK
\e[0m 0.01
7998 cic:/Coq/Bool/Bool/orb_prop.con
\e[0;32mOK
\e[0m 0.01
7999 cic:/Coq/Bool/Bool/orb_prop2.con
\e[0;32mOK
\e[0m 0.01
8000 cic:/Coq/Bool/Bool/orb_true_b.con
\e[0;32mOK
\e[0m 0.01
8001 cic:/Coq/Bool/Bool/orb_true_elim.con
\e[0;32mOK
\e[0m 0.01
8002 cic:/Coq/Arith/Wf_nat/inv_lt_rel.con
\e[0;32mOK
\e[0m 0.02
8003 cic:/Coq/Arith/Wf_nat/ltof.con
\e[0;32mOK
\e[0m 0.01
8004 cic:/Coq/Arith/Wf_nat/Well_founded_Nat/H_compat.var
\e[0;32mOK
\e[0m 0.01
8005 cic:/Coq/Arith/Plus/le_plus_r.con
\e[0;32mOK
\e[0m 0.02
8006 cic:/Coq/Arith/Plus/plus_assoc.con
\e[0;32mOK
\e[0m 0.01
8007 cic:/Coq/Arith/Plus/plus_is_O.con
\e[0;32mOK
\e[0m 0.01
8008 cic:/Coq/Arith/Plus/plus_le_compat_r.con
\e[0;32mOK
\e[0m 0.01
8009 cic:/Coq/Arith/Peano_dec/O_or_S.con
\e[0;32mOK
\e[0m 0.03
8010 cic:/Coq/Arith/Mult/mult_0_l.con
\e[0;32mOK
\e[0m 0.01
8011 cic:/Coq/Arith/Mult/mult_acc.con
\e[0;32mOK
\e[0m 0.01
8012 cic:/Coq/Arith/Minus/minus_n_O.con
\e[0;32mOK
\e[0m 0.01
8013 cic:/Coq/Arith/Minus/minus_n_n.con
\e[0;32mOK
\e[0m 0.01
8014 cic:/Coq/Arith/Minus/minus_plus_simpl_l_reverse.con
\e[0;32mOK
\e[0m 0.01
8015 cic:/Coq/Arith/Min/min_case2.con
\e[0;32mOK
\e[0m 0.02
8016 cic:/Coq/Arith/Min/min_comm.con
\e[0;32mOK
\e[0m 0.01
8017 cic:/Coq/Arith/Min/min_dec.con
\e[0;32mOK
\e[0m 0.03
8018 cic:/Coq/Arith/Max/max_case2.con
\e[0;32mOK
\e[0m 0.02
8019 cic:/Coq/Arith/Max/max_comm.con
\e[0;32mOK
\e[0m 0.01
8020 cic:/Coq/Arith/Max/max_dec.con
\e[0;32mOK
\e[0m 0.02
8021 cic:/Coq/Arith/Lt/S_pred.con
\e[0;32mOK
\e[0m 0.02
8022 cic:/Coq/Arith/Lt/lt_S.con
\e[0;32mOK
\e[0m 0.01
8023 cic:/Coq/Arith/Lt/lt_le_S.con
\e[0;32mOK
\e[0m 0.01
8024 cic:/Coq/Arith/Lt/lt_le_trans.con
\e[0;32mOK
\e[0m 0.00
8025 cic:/Coq/Arith/Lt/lt_n_Sn.con
\e[0;32mOK
\e[0m 0.01
8026 cic:/Coq/Arith/Lt/lt_pred_n_n.con
\e[0;32mOK
\e[0m 0.01
8027 cic:/Coq/Arith/Lt/lt_trans.con
\e[0;32mOK
\e[0m 0.01
8028 cic:/Coq/Arith/Le/le_O_n.con
\e[0;32mOK
\e[0m 0.02
8029 cic:/Coq/Arith/Le/le_Sn_O.con
\e[0;32mOK
\e[0m 0.02
8030 cic:/Coq/Arith/Le/le_n_S.con
\e[0;32mOK
\e[0m 0.01
8031 cic:/Coq/Arith/Le/le_pred_n.con
\e[0;32mOK
\e[0m 0.01
8032 cic:/Coq/Arith/Le/le_trans.con
\e[0;32mOK
\e[0m 0.00
8033 cic:/Coq/Arith/Factorial/fact.con
\e[0;32mOK
\e[0m 0.01
8034 cic:/Coq/Arith/Even/even_odd_dec.con
\e[0;32mOK
\e[0m 0.02
8035 cic:/Coq/Arith/Even/even_or_odd.con
\e[0;32mOK
\e[0m 0.01
8036 cic:/Coq/Arith/Even/even_plus_aux.con
\e[0;32mOK
\e[0m 0.12
8037 cic:/Coq/Arith/Even/not_even_and_odd.con
\e[0;32mOK
\e[0m 0.03
8038 cic:/Coq/Arith/EqNat/beq_nat_eq.con
\e[0;32mOK
\e[0m 0.02
8039 cic:/Coq/Arith/EqNat/beq_nat_refl.con
\e[0;32mOK
\e[0m 0.01
8040 cic:/Coq/Arith/EqNat/eq_nat_eq.con
\e[0;32mOK
\e[0m 0.02
8041 cic:/Coq/Arith/EqNat/eq_nat_refl.con
\e[0;32mOK
\e[0m 0.01
8042 cic:/Coq/Arith/Div2/ind_0_1_SS.con
\e[0;32mOK
\e[0m 0.01
8043 cic:/Coq/Arith/Between/P_nth.ind
\e[0;32mOK
\e[0m 0.01
8044 cic:/Coq/Arith/Between/bet_eq.con
\e[0;32mOK
\e[0m 0.01
8045 cic:/Coq/Arith/Between/between_ind.con
\e[0;32mOK
\e[0m 0.01
8046 cic:/Coq/Arith/Between/exists_between_ind.con
\e[0;32mOK
\e[0m 0.01
8047 cic:/Coq/Arith/Between/in_int.con
\e[0;32mOK
\e[0m 0.00
8048 cic:/CoRN/tactics/csetoid_rewrite/CAnd_proj1.con
\e[0;32mOK
\e[0m 0.01
8049 cic:/CoRN/tactics/csetoid_rewrite/CAnd_proj2.con
\e[0;32mOK
\e[0m 0.01
8050 cic:/CoRN/tactics/csetoid_rewrite/COr_elim.con
\e[0;32mOK
\e[0m 0.01
8051 cic:/CoRN/tactics/AlgReflection/expr_inv.con
\e[0;32mOK
\e[0m 0.02
8052 cic:/CoRN/tactics/AlgReflection/expr_is_zero.con
\e[0;32mOK
\e[0m 0.01
8053 cic:/CoRN/tactics/AlgReflection/expr_one.con
\e[0;32mOK
\e[0m 0.01
8054 cic:/CoRN/tactics/AlgReflection/expr_rect.con
\e[0;32mOK
\e[0m 0.01
8055 cic:/CoRN/tactics/AlgReflection/expr_zero.con
\e[0;32mOK
\e[0m 0.01
8056 cic:/CoRN/tactics/AlgReflection/le_nat.con
\e[0;32mOK
\e[0m 0.01
8057 cic:/CoRN/reals/RealLists/length_leEq.con
\e[0;32mOK
\e[0m 0.02
8058 cic:/CoRN/reals/NRootIR/NRoot/n_pos.var
\e[0;32mOK
\e[0m 0.01
8059 cic:/CoRN/reals/CReals1/Subsequences/crescF.var
\e[0;32mOK
\e[0m 0.01
8060 cic:/CoRN/reals/CReals1/Cauchy_Subsequences/crescF.var
\e[0;32mOK
\e[0m 0.01
8061 cic:/CoRN/model/structures/Zsec/ap_Z_irreflexive0.con
\e[0;32mOK
\e[0m 0.02
8062 cic:/CoRN/model/structures/Zsec/ap_Z_symmetric0.con
\e[0;32mOK
\e[0m 0.01
8063 cic:/CoRN/model/structures/Qsec/QFOUR.con
\e[0;32mOK
\e[0m 0.02
8064 cic:/CoRN/model/structures/Qsec/QONE.con
\e[0;32mOK
\e[0m 0.01
8065 cic:/CoRN/model/structures/Qsec/QTWO.con
\e[0;32mOK
\e[0m 0.01
8066 cic:/CoRN/model/structures/Qsec/QZERO.con
\e[0;32mOK
\e[0m 0.00
8067 cic:/CoRN/model/structures/Qsec/Q_rect.con
\e[0;32mOK
\e[0m 0.01
8068 cic:/CoRN/model/structures/Qsec/den.con
\e[0;32mOK
\e[0m 0.00
8069 cic:/CoRN/model/structures/Qsec/inject_Z.con
\e[0;32mOK
\e[0m 0.00
8070 cic:/CoRN/model/structures/Qsec/num.con
\e[0;32mOK
\e[0m 0.01
8071 cic:/CoRN/model/structures/Nsec/ap_nat_irreflexive0.con
\e[0;32mOK
\e[0m 0.01
8072 cic:/CoRN/model/structures/Nsec/ap_nat_symmetric0.con
\e[0;32mOK
\e[0m 0.01
8073 cic:/CoRN/model/structures/Npossec/Npos_is_suc.con
\e[0;32mOK
\e[0m 0.03
8074 cic:/CoRN/model/setoids/twoelemsetoid/M1_ap_cotransitive.con
\e[0;32mOK
\e[0m 0.03
8075 cic:/CoRN/model/setoids/twoelemsetoid/M1_ap_irreflexive.con
\e[0;32mOK
\e[0m 0.01
8076 cic:/CoRN/model/setoids/twoelemsetoid/M1_eq.con
\e[0;32mOK
\e[0m 0.01
8077 cic:/CoRN/model/setoids/Nfinsetoid/F.ind
\e[0;32mOK
\e[0m 0.01
8078 cic:/CoRN/model/Zmod/ZBasics/ZNEG_neq_ZERO.con
\e[0;32mOK
\e[0m 0.02
8079 cic:/CoRN/model/Zmod/ZBasics/ZPOS_neq_ZERO.con
\e[0;32mOK
\e[0m 0.01
8080 cic:/CoRN/model/Zmod/ZBasics/Zabs_Zopp.con
\e[0;32mOK
\e[0m 0.01
8081 cic:/CoRN/model/Zmod/ZBasics/Zabs_idemp.con
\e[0;32mOK
\e[0m 0.01
8082 cic:/CoRN/model/Zmod/ZBasics/Zabs_nonneg.con
\e[0;32mOK
\e[0m 0.01
8083 cic:/CoRN/model/Zmod/ZBasics/Zabs_zero.con
\e[0;32mOK
\e[0m 0.01
8084 cic:/CoRN/model/Zmod/ZBasics/Zdec.con
\e[0;32mOK
\e[0m 0.01
8085 cic:/CoRN/model/Zmod/ZBasics/Zsgn_ZERO.con
\e[0;32mOK
\e[0m 0.01
8086 cic:/CoRN/model/Zmod/ZBasics/Zsgn_opp.con
\e[0;32mOK
\e[0m 0.01
8087 cic:/CoRN/model/Zmod/ZBasics/le_trans.con
\e[0;32mOK
\e[0m 0.02
8088 cic:/CoRN/ftc/RefSeparated/Separating__Separated/Defining_ai'/Hi0.var
\e[0;32mOK
\e[0m 0.01
8089 cic:/CoRN/ftc/RefSeparated/Separating__Separated/Defining_ai'/Hin.var
\e[0;32mOK
\e[0m 0.00
8090 cic:/CoRN/ftc/COrdLemmas/Lemmas/f_mon.var
\e[0;32mOK
\e[0m 0.01
8091 cic:/CoRN/fta/MainLemma/Main_Lemma/gt_n_0.var
\e[0;32mOK
\e[0m 0.04
8092 cic:/CoRN/fta/MainLemma/Main_Lemma/two_n.var
\e[0;32mOK
\e[0m 0.01
8093 cic:/CoRN/fta/KneserLemma/Kneser_Lemma/gt_n_0.var
\e[0;32mOK
\e[0m 0.01
8094 cic:/CoRN/fta/KneserLemma/Kneser_Lemma/two_n.var
\e[0;32mOK
\e[0m 0.01
8095 cic:/CoRN/fta/KeyLemma/Key_Lemma/gt_n_0.var
\e[0;32mOK
\e[0m 0.01
8096 cic:/CoRN/fta/FTAreg/Seq_is_CC_CAuchy/lt0n.var
\e[0;32mOK
\e[0m 0.01
8097 cic:/CoRN/fta/FTAreg/Seq_Exists/lt0n.var
\e[0;32mOK
\e[0m 0.02
8098 cic:/CoRN/fta/FTAreg/N_Exists/lt0n.var
\e[0;32mOK
\e[0m 0.01
8099 cic:/CoRN/devel/loeb/per/lst2fun/F'.con
\e[0;32mOK
\e[0m 0.02
8100 cic:/CoRN/devel/loeb/per/lst2fun/F.ind
\e[0;32mOK
\e[0m 0.00
8101 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/ZP/H3.var
\e[0;32mOK
\e[0m 0.02
8102 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/MP/H3.var
\e[0;32mOK
\e[0m 0.01
8103 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/H3.var
\e[0;32mOK
\e[0m 0.01
8104 cic:/CoRN/devel/loeb/IDA/Ch6_bi/inj_surj/IL/H1.var
\e[0;32mOK
\e[0m 0.01
8105 cic:/CoRN/devel/loeb/IDA/Ch6/M1_ap_cotransitive.con
\e[0;32mOK
\e[0m 0.02
8106 cic:/CoRN/devel/loeb/IDA/Ch6/M1_ap_irreflexive.con
\e[0;32mOK
\e[0m 0.01
8107 cic:/CoRN/devel/loeb/IDA/Ch6/M1_eq.con
\e[0;32mOK
\e[0m 0.01
8108 cic:/CoRN/complex/NRootCC/NRootCC_3'/n_.var
\e[0;32mOK
\e[0m 0.01
8109 cic:/CoRN/algebra/ListType/in_cons.con
\e[0;32mOK
\e[0m 0.02
8110 cic:/CoRN/algebra/ListType/in_eq.con
\e[0;32mOK
\e[0m 0.01
8111 cic:/CoRN/algebra/ListType/incl.con
\e[0;32mOK
\e[0m 0.01
8112 cic:/CoRN/algebra/ListType/lel.con
\e[0;32mOK
\e[0m 0.01
8113 cic:/CoRN/algebra/ListType/list_ind.con
\e[0;32mOK
\e[0m 0.01
8114 cic:/CoRN/algebra/ListType/list_rec.con
\e[0;32mOK
\e[0m 0.00
8115 cic:/CoRN/algebra/ListType/nil_cons.con
\e[0;32mOK
\e[0m 0.01
8116 cic:/CoRN/algebra/CSetoids/tight_apart.con
\e[0;32mOK
\e[0m 0.02
8117 cic:/CoRN/algebra/CMonoidCyc/inj_surj/IL/H1.var
\e[0;32mOK
\e[0m 0.01
8118 cic:/CoRN/algebra/CMonoidCyc/ZP/H3.var
\e[0;32mOK
\e[0m 0.01
8119 cic:/CoRN/algebra/CMonoidCyc/MP/H3.var
\e[0;32mOK
\e[0m 0.01
8120 cic:/CoRN/algebra/CMonoidCyc/Char/H3.var
\e[0;32mOK
\e[0m 0.01
8121 cic:/CoRN/algebra/CLogic/CAnd_ind.con
\e[0;32mOK
\e[0m 0.02
8122 cic:/CoRN/algebra/CLogic/CAnd_rec.con
\e[0;32mOK
\e[0m 0.01
8123 cic:/CoRN/algebra/CLogic/COr_ind.con
\e[0;32mOK
\e[0m 0.01
8124 cic:/CoRN/algebra/CLogic/COr_rec.con
\e[0;32mOK
\e[0m 0.01
8125 cic:/CoRN/algebra/CLogic/Ceven_ind.con
\e[0;32mOK
\e[0m 0.01
8126 cic:/CoRN/algebra/CLogic/Ceven_rec.con
\e[0;32mOK
\e[0m 0.01
8127 cic:/CoRN/algebra/CLogic/Cle_ind.con
\e[0;32mOK
\e[0m 0.01
8128 cic:/CoRN/algebra/CLogic/Cle_rec.con
\e[0;32mOK
\e[0m 0.01
8129 cic:/CoRN/algebra/CLogic/Codd_even_to.con
\e[0;32mOK
\e[0m 0.03
8130 cic:/CoRN/algebra/CLogic/Codd_ind.con
\e[0;32mOK
\e[0m 0.01
8131 cic:/CoRN/algebra/CLogic/Codd_rec.con
\e[0;32mOK
\e[0m 0.01
8132 cic:/CoRN/algebra/CLogic/Creflexive.con
\e[0;32mOK
\e[0m 0.01
8133 cic:/CoRN/algebra/CLogic/Csymmetric.con
\e[0;32mOK
\e[0m 0.00
8134 cic:/CoRN/algebra/CLogic/Ctransitive.con
\e[0;32mOK
\e[0m 0.00
8135 cic:/CoRN/algebra/CLogic/Iff_imp_imp.con
\e[0;32mOK
\e[0m 0.02
8136 cic:/CoRN/algebra/CLogic/Iff_left.con
\e[0;32mOK
\e[0m 0.06
8137 cic:/CoRN/algebra/CLogic/Iff_refl.con
\e[0;32mOK
\e[0m 0.01
8138 cic:/CoRN/algebra/CLogic/Iff_right.con
\e[0;32mOK
\e[0m 0.07
8139 cic:/CoRN/algebra/CLogic/Iff_sym.con
\e[0;32mOK
\e[0m 0.02
8140 cic:/CoRN/algebra/CLogic/Iff_trans.con
\e[0;32mOK
\e[0m 0.67
8141 cic:/CoRN/algebra/CLogic/Treflexive.con
\e[0;32mOK
\e[0m 0.02
8142 cic:/CoRN/algebra/CLogic/Tsymmetric.con
\e[0;32mOK
\e[0m 0.01
8143 cic:/CoRN/algebra/CLogic/Ttransitive.con
\e[0;32mOK
\e[0m 0.01
8144 cic:/CoRN/algebra/CLogic/Zlts.con
\e[0;32mOK
\e[0m 0.01
8145 cic:/CoRN/algebra/CLogic/Zsgn_1.con
\e[0;32mOK
\e[0m 0.01
8146 cic:/CoRN/algebra/CLogic/Zsgn_2.con
\e[0;32mOK
\e[0m 0.01
8147 cic:/CoRN/algebra/CLogic/Zsgn_3.con
\e[0;32mOK
\e[0m 0.01
8148 cic:/CoRN/algebra/CLogic/choice.con
\e[0;32mOK
\e[0m 0.01
8149 cic:/CoRN/algebra/CLogic/member_app.con
\e[0;32mOK
\e[0m 0.45
8150 cic:/CoRN/algebra/CLogic/my_Cle_ind.con
\e[0;32mOK
\e[0m 0.01
8151 cic:/CoRN/algebra/CLogic/nat_less_n_pred.con
\e[0;32mOK
\e[0m 0.01
8152 cic:/CoRN/algebra/CLogic/not_l_sum_rec.con
\e[0;32mOK
\e[0m 0.01
8153 cic:/CoRN/algebra/CLogic/not_r_sum_rec.con
\e[0;32mOK
\e[0m 0.01
8154 cic:/CoRN/algebra/CLogic/proj2a_sig2T.con
\e[0;32mOK
\e[0m 0.01
8155 cic:/CoRN/algebra/CLogic/proj2b_sig2T.con
\e[0;32mOK
\e[0m 0.01
8156 cic:/CoRN/algebra/CLogic/sig2T_ind.con
\e[0;32mOK
\e[0m 0.01
8157 cic:/CoRN/algebra/CLogic/sig2T_rec.con
\e[0;32mOK
\e[0m 0.01
8158 cic:/CoRN/algebra/CLogic/toCProp_e.con
\e[0;32mOK
\e[0m 0.00
8159 cic:/CoRN/algebra/CLogic/to_Codd_even.con
\e[0;32mOK
\e[0m 0.02
8160 cic:/CoRN/algebra/Basics/Acc_ind.con
\e[0;32mOK
\e[0m 0.02
8161 cic:/CoRN/algebra/Basics/Acc_inv.con
\e[0;32mOK
\e[0m 0.01
8162 cic:/CoRN/algebra/Basics/fac.con
\e[0;32mOK
\e[0m 0.00
8163 cic:/CoRN/algebra/Basics/lt_z_two.con
\e[0;32mOK
\e[0m 0.00
8164 cic:/CoRN/algebra/Basics/ltof.con
\e[0;32mOK
\e[0m 0.00
8165 cic:/CoRN/algebra/Basics/not_l_sumbool_rec.con
\e[0;32mOK
\e[0m 0.01
8166 cic:/CoRN/algebra/Basics/not_r_sumbool_rec.con
\e[0;32mOK
\e[0m 0.01
8167 cic:/CoRN/algebra/Basics/power.con
\e[0;32mOK
\e[0m 0.01
8168 cic:/CoRN/algebra/Basics/well_founded.con
\e[0;32mOK
\e[0m 0.00
8169 cic:/Cachan/SMC/quant/ad_list_neq.con
\e[0;32mOK
\e[0m 0.01
8170 cic:/Cachan/SMC/quant/var_env''.con
\e[0;32mOK
\e[0m 0.01
8171 cic:/Cachan/SMC/quant/BDDquant/BDDunivl_results/ly.var
\e[0;32mOK
\e[0m 0.01
8172 cic:/Cachan/SMC/quant/BDDquant/BDDuniv_results/y.var
\e[0;32mOK
\e[0m 0.01
8173 cic:/Cachan/SMC/quant/BDDquant/BDDreplacel_results/lx.var
\e[0;32mOK
\e[0m 0.01
8174 cic:/Cachan/SMC/quant/BDDquant/BDDreplacel_results/ly.var
\e[0;32mOK
\e[0m 0.00
8175 cic:/Cachan/SMC/quant/BDDquant/BDDreplace_results/xy_neq.var
\e[0;32mOK
\e[0m 0.01
8176 cic:/Cachan/SMC/quant/BDDquant/BDDexl_results/ly.var
\e[0;32mOK
\e[0m 0.01
8177 cic:/Cachan/SMC/quant/BDDquant/BDDex_results/y.var
\e[0;32mOK
\e[0m 0.01
8178 cic:/Cachan/SMC/op/BDDop/BDDvar_make_results/x.var
\e[0;32mOK
\e[0m 0.01
8179 cic:/Cachan/SMC/myMap/Mapn.con
\e[0;32mOK
\e[0m 0.02
8180 cic:/Cachan/SMC/myMap/map_app_list1.con
\e[0;32mOK
\e[0m 0.01
8181 cic:/Cachan/SMC/myMap/no_dup_alist.con
\e[0;32mOK
\e[0m 0.01
8182 cic:/Cachan/SMC/myMap/my_MapFold/op_assoc.var
\e[0;32mOK
\e[0m 0.00
8183 cic:/Cachan/SMC/myMap/my_MapFold/op_eq.var
\e[0;32mOK
\e[0m 0.00
8184 cic:/Cachan/SMC/myMap/my_MapFold/op_neutral_left.var
\e[0;32mOK
\e[0m 0.01
8185 cic:/Cachan/SMC/myMap/my_MapFold/op_neutral_right.var
\e[0;32mOK
\e[0m 0.00
8186 cic:/Cachan/SMC/munew/var_env'_or.con
\e[0;32mOK
\e[0m 0.01
8187 cic:/Cachan/SMC/mu/Brel_env.con
\e[0;32mOK
\e[0m 0.01
8188 cic:/Cachan/SMC/mu/Btrans_env.con
\e[0;32mOK
\e[0m 0.00
8189 cic:/Cachan/SMC/mu/Map_eq.con
\e[0;32mOK
\e[0m 0.01
8190 cic:/Cachan/SMC/mu/beq_Eq_true.con
\e[0;32mOK
\e[0m 0.02
8191 cic:/Cachan/SMC/mu/beq_correct.con
\e[0;32mOK
\e[0m 0.01
8192 cic:/Cachan/SMC/mu/f1.con
\e[0;32mOK
\e[0m 0.01
8193 cic:/Cachan/SMC/mu/f_P_even.ind
\e[0;32mOK
\e[0m 0.02
8194 cic:/Cachan/SMC/mu/minus_n_m_le_n.con
\e[0;32mOK
\e[0m 0.01
8195 cic:/Cachan/SMC/mu/mu_form_ap_ok.ind
\e[0;32mOK
\e[0m 0.01
8196 cic:/Cachan/SMC/mu/mu_form_rect.con
\e[0;32mOK
\e[0m 0.01
8197 cic:/Cachan/SMC/mu/mu_rel_free.con
\e[0;32mOK
\e[0m 0.01
8198 cic:/Cachan/SMC/mu/mu_t_free.con
\e[0;32mOK
\e[0m 0.01
8199 cic:/Cachan/SMC/mu/nat_lu.con
\e[0;32mOK
\e[0m 0.01
8200 cic:/Cachan/SMC/mu/two_power.con
\e[0;32mOK
\e[0m 0.00
8201 cic:/Cachan/SMC/mu/Nsec/MuEval/Mu_eval_as_fix/f.var
\e[0;32mOK
\e[0m 0.01
8202 cic:/Cachan/SMC/misc/BDDcompare.con
\e[0;32mOK
\e[0m 0.02
8203 cic:/Cachan/SMC/misc/andb3_lemma.con
\e[0;32mOK
\e[0m 0.01
8204 cic:/Cachan/SMC/misc/max_x_x_eq_x.con
\e[0;32mOK
\e[0m 0.01
8205 cic:/Cachan/SMC/misc/no_dup_list.ind
\e[0;32mOK
\e[0m 0.00
8206 cic:/Cachan/SMC/misc/prod_sum.con
\e[0;32mOK
\e[0m 0.01
8207 cic:/Cachan/SMC/misc/relation_sum.con
\e[0;32mOK
\e[0m 0.01
8208 cic:/Cachan/SMC/make/BDD_make/x.var
\e[0;32mOK
\e[0m 0.01
8209 cic:/Cachan/SMC/gc/dummy_mark.ind
\e[0;32mOK
\e[0m 0.01
8210 cic:/Cachan/SMC/config/BDDneg_memo.con
\e[0;32mOK
\e[0m 0.01
8211 cic:/Cachan/SMC/config/BDDor_memo.con
\e[0;32mOK
\e[0m 0.00
8212 cic:/Cachan/SMC/config/BDDsharing_map.con
\e[0;32mOK
\e[0m 0.01
8213 cic:/Cachan/SMC/config/BDDstate.con
\e[0;32mOK
\e[0m 0.01
8214 cic:/Cachan/SMC/config/BDDuniv_memo.con
\e[0;32mOK
\e[0m 0.01
8215 cic:/Cachan/SMC/bool_fun/bool_expr.ind
\e[0;32mOK
\e[0m 0.03
8216 cic:/Cachan/SMC/bool_fun/var_env.con
\e[0;32mOK
\e[0m 0.01
8217 cic:/Cachan/SMC/alloc/BDD_alloc/l_neq_r.var
\e[0;32mOK
\e[0m 0.01
8218 cic:/Cachan/SMC/alloc/BDD_alloc/x.var
\e[0;32mOK
\e[0m 0.00
8219 cic:/BellLabs/lazyPCF/SubjRed/NF/F.ind
\e[0;32mOK
\e[0m 0.02
8220 cic:/BellLabs/lazyPCF/SubjRed/NF/Sno.ind
\e[0;32mOK
\e[0m 0.00
8221 cic:/BellLabs/lazyPCF/OpSem/utils/AABC_ABC.con
\e[0;32mOK
\e[0m 0.02
8222 cic:/BellLabs/lazyPCF/OpSem/utils/F_If.con
\e[0;32mOK
\e[0m 0.01
8223 cic:/BellLabs/lazyPCF/OpSem/utils/IfA_IfAIfA.con
\e[0;32mOK
\e[0m 0.01
8224 cic:/BellLabs/lazyPCF/OpSem/utils/If_F.con
\e[0;32mOK
\e[0m 0.01
8225 cic:/BellLabs/lazyPCF/OpSem/utils/If_T.con
\e[0;32mOK
\e[0m 0.01
8226 cic:/BellLabs/lazyPCF/OpSem/utils/T_If.con
\e[0;32mOK
\e[0m 0.00
8227 cic:/BellLabs/lazyPCF/OpSem/utils/bool_not_arr.con
\e[0;32mOK
\e[0m 0.01
8228 cic:/BellLabs/lazyPCF/OpSem/utils/nat_not_arr.con
\e[0;32mOK
\e[0m 0.01
8229 cic:/BellLabs/lazyPCF/OpSem/utils/nat_not_bool.con
\e[0;32mOK
\e[0m 0.01
8230 cic:/BellLabs/lazyPCF/OpSem/utils/subty_eq.con
\e[0;32mOK
\e[0m 0.01
8231 cic:/BellLabs/lazyPCF/OpSem/syntax/tm_rect.con
\e[0;32mOK
\e[0m 0.02
8232 cic:/BellLabs/lazyPCF/OpSem/syntax/vari_ind.con
\e[0;32mOK
\e[0m 0.01
8233 cic:/BellLabs/lazyPCF/OpSem/syntax/vari_rec.con
\e[0;32mOK
\e[0m 0.00
8234 cic:/BellLabs/lazyPCF/OpSem/freevars/FV.ind
\e[0;32mOK
\e[0m 0.02
8235 cic:/BellLabs/lazyPCF/OpSem/environments/VTT.con
\e[0;32mOK
\e[0m 0.01
8236 cic:/BellLabs/lazyPCF/OpSem/environments/mapsto.con
\e[0;32mOK
\e[0m 0.01
8237 cic:/BellLabs/lazyPCF/OpSem/environments/ty_env.con
\e[0;32mOK
\e[0m 0.01
8238 cic:/Utrecht/Ramsey/Ramsey/compose_increasing.con
\e[0;32mOK
\e[0m 0.01
8239 cic:/Utrecht/Ramsey/Ramsey/full.con
\e[0;32mOK
\e[0m 0.01
8240 cic:/Utrecht/Ramsey/Ramsey/increasingbystep.con
\e[0;32mOK
\e[0m 0.01
8241 cic:/Utrecht/ABP/abp_proc/Lin2'.con
\e[0;32mOK
\e[0m 0.01
8242 cic:/Utrecht/ABP/abp_proc/Lin3'.con
\e[0;32mOK
\e[0m 0.00
8243 cic:/Utrecht/ABP/abp_proc/Lin5'.con
\e[0;32mOK
\e[0m 0.01
8244 cic:/Utrecht/ABP/abp_proc/Lin6'.con
\e[0;32mOK
\e[0m 0.00
8245 cic:/Utrecht/ABP/abp_lem1/CommKL.con
\e[0;32mOK
\e[0m 0.09
8246 cic:/Utrecht/ABP/abp_lem1/CommKRn.con
\e[0;32mOK
\e[0m 0.30
8247 cic:/Utrecht/ABP/abp_lem1/CommKs4.con
\e[0;32mOK
\e[0m 0.05
8248 cic:/Utrecht/ABP/abp_lem1/CommKs5.con
\e[0;32mOK
\e[0m 0.04
8249 cic:/Utrecht/ABP/abp_lem1/CommKs6.con
\e[0;32mOK
\e[0m 0.05
8250 cic:/Utrecht/ABP/abp_lem1/CommLRn.con
\e[0;32mOK
\e[0m 0.30
8251 cic:/Utrecht/ABP/abp_lem1/CommLs4.con
\e[0;32mOK
\e[0m 0.05
8252 cic:/Utrecht/ABP/abp_lem1/CommSnK.con
\e[0;32mOK
\e[0m 0.07
8253 cic:/Utrecht/ABP/abp_lem1/CommSnL.con
\e[0;32mOK
\e[0m 0.06
8254 cic:/Utrecht/ABP/abp_lem1/CommSnRn.con
\e[0;32mOK
\e[0m 0.19
8255 cic:/Utrecht/ABP/abp_lem1/CommSn_dL.con
\e[0;32mOK
\e[0m 0.05
8256 cic:/Utrecht/ABP/abp_lem1/CommTn_dK.con
\e[0;32mOK
\e[0m 0.16
8257 cic:/Utrecht/ABP/abp_lem1/CommTn_dL.con
\e[0;32mOK
\e[0m 0.21
8258 cic:/Utrecht/ABP/abp_lem1/CommTn_dRn.con
\e[0;32mOK
\e[0m 0.92
8259 cic:/Utrecht/ABP/abp_lem1/CommTn_ds4.con
\e[0;32mOK
\e[0m 0.12
8260 cic:/Utrecht/ABP/abp_lem1/CommTn_ds5.con
\e[0;32mOK
\e[0m 0.12
8261 cic:/Utrecht/ABP/abp_lem1/CommiK.con
\e[0;32mOK
\e[0m 0.10
8262 cic:/Utrecht/ABP/abp_lem1/CommiL.con
\e[0;32mOK
\e[0m 0.19
8263 cic:/Utrecht/ABP/abp_lem1/Comms3L.con
\e[0;32mOK
\e[0m 0.13
8264 cic:/Utrecht/ABP/abp_lem1/Comms3Tn_d.con
\e[0;32mOK
\e[0m 0.08
8265 cic:/Utrecht/ABP/abp_lem1/Sum_EliminationD.con
\e[0;32mOK
\e[0m 0.05
8266 cic:/Utrecht/ABP/abp_lem1/Sum_EliminationF.con
\e[0;32mOK
\e[0m 0.05
8267 cic:/Utrecht/ABP/abp_lem1/Sum_Eliminationf.con
\e[0;32mOK
\e[0m 0.04
8268 cic:/Utrecht/ABP/abp_lem1/commTn_di1.con
\e[0;32mOK
\e[0m 0.09
8269 cic:/Utrecht/ABP/abp_lem1/commiRn.con
\e[0;32mOK
\e[0m 0.15
8270 cic:/Utrecht/ABP/abp_lem1/comms2L.con
\e[0;32mOK
\e[0m 0.05
8271 cic:/Utrecht/ABP/abp_lem1/comms2Rn.con
\e[0;32mOK
\e[0m 0.19
8272 cic:/Utrecht/ABP/abp_defs/Inc2H.con
\e[0;32mOK
\e[0m 0.01
8273 cic:/Utrecht/ABP/abp_defs/Inc3H.con
\e[0;32mOK
\e[0m 0.01
8274 cic:/Utrecht/ABP/abp_defs/Inc5H.con
\e[0;32mOK
\e[0m 0.01
8275 cic:/Utrecht/ABP/abp_defs/Inc6H.con
\e[0;32mOK
\e[0m 0.01
8276 cic:/Utrecht/ABP/abp_defs/InintH.con
\e[0;32mOK
\e[0m 0.01
8277 cic:/Utrecht/ABP/abp_defs/InintI.con
\e[0;32mOK
\e[0m 0.01
8278 cic:/Utrecht/ABP/abp_defs/Inr1H.con
\e[0;32mOK
\e[0m 0.01
8279 cic:/Utrecht/ABP/abp_defs/Inr1I''.con
\e[0;32mOK
\e[0m 0.01
8280 cic:/Utrecht/ABP/abp_defs/Inr1I.con
\e[0;32mOK
\e[0m 0.02
8281 cic:/Utrecht/ABP/abp_defs/Inr2H.con
\e[0;32mOK
\e[0m 0.01
8282 cic:/Utrecht/ABP/abp_defs/Inr3H.con
\e[0;32mOK
\e[0m 0.01
8283 cic:/Utrecht/ABP/abp_defs/Inr5H.con
\e[0;32mOK
\e[0m 0.01
8284 cic:/Utrecht/ABP/abp_defs/Inr6H.con
\e[0;32mOK
\e[0m 0.01
8285 cic:/Utrecht/ABP/abp_defs/Ins2H.con
\e[0;32mOK
\e[0m 0.01
8286 cic:/Utrecht/ABP/abp_defs/Ins3H.con
\e[0;32mOK
\e[0m 0.02
8287 cic:/Utrecht/ABP/abp_defs/Ins4H.con
\e[0;32mOK
\e[0m 0.01
8288 cic:/Utrecht/ABP/abp_defs/Ins4I''.con
\e[0;32mOK
\e[0m 0.01
8289 cic:/Utrecht/ABP/abp_defs/Ins4I.con
\e[0;32mOK
\e[0m 0.01
8290 cic:/Utrecht/ABP/abp_defs/Ins5H.con
\e[0;32mOK
\e[0m 0.01
8291 cic:/Utrecht/ABP/abp_defs/Ins6H.con
\e[0;32mOK
\e[0m 0.01
8292 cic:/Utrecht/ABP/abp_defs/IntauI''.con
\e[0;32mOK
\e[0m 0.01
8293 cic:/Utrecht/ABP/abp_defs/eqD_intro'.con
\e[0;32mOK
\e[0m 0.01
8294 cic:/Utrecht/ABP/abp_defs/eqF_intro'.con
\e[0;32mOK
\e[0m 0.02
8295 cic:/Utrecht/ABP/abp_defs/eqf_intro'.con
\e[0;32mOK
\e[0m 0.01
8296 cic:/Utrecht/ABP/abp_base/A6'.con
\e[0;32mOK
\e[0m 0.01
8297 cic:/Utrecht/ABP/abp_base/EXP3.con
\e[0;32mOK
\e[0m 0.14
8298 cic:/Utrecht/ABP/abp_base/T1'.con
\e[0;32mOK
\e[0m 0.01
8299 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/EqSt_reflex.con
\e[0;32mOK
\e[0m 0.02
8300 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Exists_ind.con
\e[0;32mOK
\e[0m 0.01
8301 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Str_nth.con
\e[0;32mOK
\e[0m 0.01
8302 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/sym_EqSt.con
\e[0;32mOK
\e[0m 0.01
8303 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/tl_nth_tl.con
\e[0;32mOK
\e[0m 0.01
8304 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/trans_EqSt.con
\e[0;32mOK
\e[0m 0.01
8305 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_AssocValIs.con
\e[0;32mOK
\e[0m 0.01
8306 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_add.con
\e[0;32mOK
\e[0m 0.01
8307 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_app.con
\e[0;32mOK
\e[0m 0.01
8308 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_fold_left.con
\e[0;32mOK
\e[0m 0.01
8309 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_fold_right.con
\e[0;32mOK
\e[0m 0.01
8310 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_image.con
\e[0;32mOK
\e[0m 0.01
8311 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_image2.con
\e[0;32mOK
\e[0m 0.01
8312 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_modifState.con
\e[0;32mOK
\e[0m 0.01
8313 cic:/Suresnes/MiniC/Utilitaires/SetOf/Included.con
\e[0;32mOK
\e[0m 0.02
8314 cic:/Suresnes/MiniC/Utilitaires/SetOf/Member.con
\e[0;32mOK
\e[0m 0.01
8315 cic:/Suresnes/MiniC/Utilitaires/SetOf/set_cardinal.con
\e[0;32mOK
\e[0m 0.01
8316 cic:/Suresnes/MiniC/Utilitaires/SetOf/set_empty.con
\e[0;32mOK
\e[0m 0.01
8317 cic:/Suresnes/MiniC/Utilitaires/SetOf/set_fold.con
\e[0;32mOK
\e[0m 0.01
8318 cic:/Suresnes/MiniC/Utilitaires/SetOf/set_image.con
\e[0;32mOK
\e[0m 0.01
8319 cic:/Suresnes/MiniC/Utilitaires/SetOf/set_singleton.con
\e[0;32mOK
\e[0m 0.01
8320 cic:/Suresnes/MiniC/Utilitaires/SetOf/topoSort.con
\e[0;32mOK
\e[0m 0.01
8321 cic:/Suresnes/MiniC/Utilitaires/SetOf/transClosure.con
\e[0;32mOK
\e[0m 0.00
8322 cic:/Suresnes/MiniC/Utilitaires/SetOf/Topological_Sort/dom.var
\e[0;32mOK
\e[0m 0.01
8323 cic:/Suresnes/MiniC/Utilitaires/SetOf/Topological_Sort/f.var
\e[0;32mOK
\e[0m 0.00
8324 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAllDep_ind.con
\e[0;32mOK
\e[0m 0.02
8325 cic:/Suresnes/MiniC/Utilitaires/ListDefs/ForAllLeft_ind.con
\e[0;32mOK
\e[0m 0.02
8326 cic:/Suresnes/MiniC/Utilitaires/ListDefs/existsDec.con
\e[0;32mOK
\e[0m 0.04
8327 cic:/Suresnes/MiniC/Utilitaires/ListDefs/forAllDec.con
\e[0;32mOK
\e[0m 0.03
8328 cic:/Suresnes/MiniC/Utilitaires/ListDefs/iter_right.con
\e[0;32mOK
\e[0m 0.01
8329 cic:/Suresnes/MiniC/Utilitaires/ListDefs/listEq.con
\e[0;32mOK
\e[0m 0.04
8330 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_AppElim.con
\e[0;32mOK
\e[0m 0.02
8331 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_AppIntro2.con
\e[0;32mOK
\e[0m 0.01
8332 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_IsDefined.con
\e[0;32mOK
\e[0m 0.01
8333 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_ToList1.con
\e[0;32mOK
\e[0m 0.00
8334 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_ToList2.con
\e[0;32mOK
\e[0m 0.00
8335 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_iter_right.con
\e[0;32mOK
\e[0m 0.01
8336 cic:/Suresnes/MiniC/Utilitaires/DecisionProcedures/pairEqDec.con
\e[0;32mOK
\e[0m 0.05
8337 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/NotRepeated.con
\e[0;32mOK
\e[0m 0.02
8338 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_IsDefined.con
\e[0;32mOK
\e[0m 0.01
8339 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_fold_left.con
\e[0;32mOK
\e[0m 0.01
8340 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_fold_right.con
\e[0;32mOK
\e[0m 0.01
8341 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_image.con
\e[0;32mOK
\e[0m 0.01
8342 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_modifState.con
\e[0;32mOK
\e[0m 0.01
8343 cic:/Suresnes/MiniC/MiniC/State/StreamIn.con
\e[0;31mFAIL
\e[0m
8344 cic:/Suresnes/MiniC/MiniC/State/domc_univ.con
\e[0;31mFAIL
\e[0m
8345 cic:/Suresnes/MiniC/MiniC/State/domc_varDecl.ind
\e[0;31mFAIL
\e[0m
8346 cic:/Suresnes/MiniC/MiniC/State/n_typeEq.con
\e[0;31mFAIL
\e[0m
8347 cic:/Suresnes/MiniC/MiniC/State/n_type_rect.con
\e[0;31mFAIL
\e[0m
8348 cic:/Suresnes/MiniC/MiniC/State/Store_Structured_Values_In_Memory/Store_A_List_Of_Values/storeValue.var
\e[0;31mFAIL
\e[0m
8349 cic:/Suresnes/MiniC/MiniC/State/Retreive_Structured_Values_From_Memory/Raise_A_List_Of_Values/nty.var
\e[0;31mFAIL
\e[0m
8350 cic:/Suresnes/MiniC/MiniC/State/Retreive_Structured_Values_From_Memory/Raise_A_List_Of_Values/readVal.var
\e[0;31mFAIL
\e[0m
8351 cic:/Suresnes/MiniC/MiniC/Stack/stack_empty.con
\e[0;32mOK
\e[0m 0.01
8352 cic:/Suresnes/MiniC/MiniC/Stack/stack_map.con
\e[0;32mOK
\e[0m 0.01
8353 cic:/Suresnes/MiniC/MiniC/Stack/stack_push.con
\e[0;32mOK
\e[0m 0.01
8354 cic:/Suresnes/MiniC/MiniC/Memory/c_dynError.ind
\e[0;31mFAIL
\e[0m
8355 cic:/Suresnes/MiniC/MiniC/Memory/memoNeeDef.con
\e[0;31mFAIL
\e[0m
8356 cic:/Suresnes/MiniC/MiniC/Memory/memoStoreDef1.con
\e[0;32mOK
\e[0m 0.00
8357 cic:/Suresnes/MiniC/MiniC/Memory/memoStoreDef2.con
\e[0;32mOK
\e[0m 0.00
8358 cic:/Suresnes/MiniC/MiniC/Memory/memo_comp.con
\e[0;32mOK
\e[0m 0.01
8359 cic:/Suresnes/MiniC/MiniC/Memory/memo_copy.con
\e[0;32mOK
\e[0m 0.01
8360 cic:/Suresnes/MiniC/MiniC/CSemantics/While_True_Statement/typEnv.var
\e[0;31mFAIL
\e[0m
8361 cic:/Suresnes/MiniC/MiniC/CSemantics/Parametric_Simulation/Simulate_Program/typEnv.var
\e[0;31mFAIL
\e[0m
8362 cic:/Suresnes/MiniC/MiniC/CSemantics/Memory_Allocation/typEnv.var
\e[0;31mFAIL
\e[0m
8363 cic:/Suresnes/MiniC/MiniC/CSemantics/Memory_Allocation/Denotation_Of_Expressions_And_Statements/Switch_Semantics/cond.var
\e[0;31mFAIL
\e[0m
8364 cic:/Suresnes/MiniC/MiniC/CSemantics/Denotation_Of_Types/envTyp.var
\e[0;31mFAIL
\e[0m
8365 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_binOp.ind
\e[0;31mFAIL
\e[0m
8366 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_typeDefs.con
\e[0;31mFAIL
\e[0m
8367 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_typeEq.con
\e[0;31mFAIL
\e[0m
8368 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_type_rect.con
\e[0;31mFAIL
\e[0m
8369 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_varDecl.ind
\e[0;31mFAIL
\e[0m
8370 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_basicValue_ind.con
\e[0;32mOK
\e[0m 0.02
8371 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_basicValue_rec.con
\e[0;32mOK
\e[0m 0.01
8372 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_valueEq.con
\e[0;31mFAIL
\e[0m
8373 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_value_rect.con
\e[0;31mFAIL
\e[0m
8374 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Assignment_of.con
\e[0;32mOK
\e[0m 0.02
8375 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Divides.con
\e[0;32mOK
\e[0m 0.01
8376 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/I_of_cons_ip.con
\e[0;32mOK
\e[0m 0.01
8377 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Inv_Solution.con
\e[0;32mOK
\e[0m 0.01
8378 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Not_of_cons_ip.con
\e[0;32mOK
\e[0m 0.02
8379 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Of_cons_ip_of_p.con
\e[0;32mOK
\e[0m 0.01
8380 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Of_p_of_cons_ip.con
\e[0;32mOK
\e[0m 0.01
8381 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Ordered.ind
\e[0;32mOK
\e[0m 0.01
8382 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Solution_ind.con
\e[0;32mOK
\e[0m 0.02
8383 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Tail_exists.con
\e[0;32mOK
\e[0m 0.01
8384 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/Greater_i2/Hgt.var
\e[0;32mOK
\e[0m 0.02
8385 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/Greater_i1/Hgt.var
\e[0;32mOK
\e[0m 0.01
8386 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Monotony/BF_eq_Mon_Mon.con
\e[0;32mOK
\e[0m 0.02
8387 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Monotony/Fcst_monotonic.con
\e[0;32mOK
\e[0m 0.01
8388 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/In_list_dec.con
\e[0;32mOK
\e[0m 0.03
8389 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Nil_or_cons.con
\e[0;32mOK
\e[0m 0.02
8390 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/deMorgan_or_not.con
\e[0;32mOK
\e[0m 0.01
8391 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/gt_lt.con
\e[0;32mOK
\e[0m 0.01
8392 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/lt_gt.con
\e[0;32mOK
\e[0m 0.01
8393 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/nil_included_all.con
\e[0;32mOK
\e[0m 0.04
8394 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/not_all_exist_not.con
\e[0;32mOK
\e[0m 0.01
8395 cic:/Suresnes/BDD/rauzy/algorithme1/Inductions/BDT_matching1.con
\e[0;32mOK
\e[0m 0.02
8396 cic:/Suresnes/BDD/rauzy/algorithme1/Inductions/BDT_matching2.con
\e[0;32mOK
\e[0m 0.01
8397 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Bool_exp.ind
\e[0;32mOK
\e[0m 0.02
8398 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Ass_eq_trans.con
\e[0;32mOK
\e[0m 0.01
8399 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/BF_eq_congruence_op1.con
\e[0;32mOK
\e[0m 0.01
8400 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/BF_eq_congruence_op2.con
\e[0;32mOK
\e[0m 0.02
8401 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/BF_eq_congruence_op3.con
\e[0;32mOK
\e[0m 0.01
8402 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/BF_eq_refl.con
\e[0;32mOK
\e[0m 0.01
8403 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/BF_eq_sym.con
\e[0;32mOK
\e[0m 0.01
8404 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/BF_eq_trans.con
\e[0;32mOK
\e[0m 0.01
8405 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Boolean_AND.con
\e[0;32mOK
\e[0m 0.01
8406 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Boolean_OR.con
\e[0;32mOK
\e[0m 0.01
8407 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Commutative_AND.con
\e[0;32mOK
\e[0m 0.01
8408 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Commutative_OR.con
\e[0;32mOK
\e[0m 0.01
8409 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Commute_if_bool_op2.con
\e[0;32mOK
\e[0m 0.02
8410 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Commute_if_not.con
\e[0;32mOK
\e[0m 0.01
8411 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/FALSE_absorb_AND.con
\e[0;32mOK
\e[0m 0.01
8412 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/FALSE_neutral_OR.con
\e[0;32mOK
\e[0m 0.01
8413 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/TRUE_absorb_OR.con
\e[0;32mOK
\e[0m 0.01
8414 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/TRUE_neq_FALSE.con
\e[0;32mOK
\e[0m 0.01
8415 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/TRUE_neutral_AND.con
\e[0;32mOK
\e[0m 0.01
8416 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/eq_Fi_if_i.con
\e[0;32mOK
\e[0m 0.01
8417 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/eq_f_iff.con
\e[0;32mOK
\e[0m 0.01
8418 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/eq_if_false_g.con
\e[0;32mOK
\e[0m 0.01
8419 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/eq_if_true_f.con
\e[0;32mOK
\e[0m 0.01
8420 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Fun.con
\e[0;32mOK
\e[0m 0.01
8421 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/OBDT.ind
\e[0;32mOK
\e[0m 0.01
8422 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/dim_Dim.con
\e[0;32mOK
\e[0m 0.01
8423 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/inv_OBDT_dim.con
\e[0;32mOK
\e[0m 0.01
8424 cic:/Suresnes/BDD/canonicite/Vars/Var.ind
\e[0;32mOK
\e[0m 0.01
8425 cic:/Suresnes/BDD/canonicite/Order/total_order.con
\e[0;32mOK
\e[0m 0.01
8426 cic:/Suresnes/BDD/canonicite/Finite_sets/In_not_In_sym.con
\e[0;32mOK
\e[0m 0.02
8427 cic:/Suresnes/BDD/canonicite/Finite_sets/QinterS_addQxinterS.con
\e[0;32mOK
\e[0m 0.01
8428 cic:/Suresnes/BDD/canonicite/Finite_sets/addQinterSx_addQxinterS.con
\e[0;32mOK
\e[0m 0.01
8429 cic:/Suresnes/BDD/canonicite/Finite_sets/addQxinterS_QinterS.con
\e[0;32mOK
\e[0m 0.01
8430 cic:/Suresnes/BDD/canonicite/Finite_sets/addQxinterS_addQinterSx.con
\e[0;32mOK
\e[0m 0.01
8431 cic:/Suresnes/BDD/canonicite/Finite_sets/add_in_or_eq.con
\e[0;32mOK
\e[0m 0.01
8432 cic:/Suresnes/BDD/canonicite/Finite_sets/add_soustr_1.con
\e[0;32mOK
\e[0m 0.01
8433 cic:/Suresnes/BDD/canonicite/Finite_sets/add_soustr_2.con
\e[0;32mOK
\e[0m 0.01
8434 cic:/Suresnes/BDD/canonicite/Finite_sets/cardinal.ind
\e[0;32mOK
\e[0m 0.01
8435 cic:/Suresnes/BDD/canonicite/Finite_sets/decidable_on_rect.con
\e[0;32mOK
\e[0m 0.01
8436 cic:/Suresnes/BDD/canonicite/Finite_sets/decidable_rect.con
\e[0;32mOK
\e[0m 0.01
8437 cic:/Suresnes/BDD/canonicite/Finite_sets/eq_add.con
\e[0;32mOK
\e[0m 0.01
8438 cic:/Suresnes/BDD/canonicite/Finite_sets/finite.ind
\e[0;32mOK
\e[0m 0.01
8439 cic:/Suresnes/BDD/canonicite/Finite_sets/greatest_rect.con
\e[0;32mOK
\e[0m 0.01
8440 cic:/Suresnes/BDD/canonicite/Finite_sets/in_Q_add.con
\e[0;32mOK
\e[0m 0.01
8441 cic:/Suresnes/BDD/canonicite/Finite_sets/in_add_x.con
\e[0;32mOK
\e[0m 0.01
8442 cic:/Suresnes/BDD/canonicite/Finite_sets/incl_add.con
\e[0;32mOK
\e[0m 0.01
8443 cic:/Suresnes/BDD/canonicite/Finite_sets/incl_add_x.con
\e[0;32mOK
\e[0m 0.01
8444 cic:/Suresnes/BDD/canonicite/Finite_sets/incl_allV.con
\e[0;32mOK
\e[0m 0.01
8445 cic:/Suresnes/BDD/canonicite/Finite_sets/incl_empty.con
\e[0;32mOK
\e[0m 0.01
8446 cic:/Suresnes/BDD/canonicite/Finite_sets/incl_refl.con
\e[0;32mOK
\e[0m 0.01
8447 cic:/Suresnes/BDD/canonicite/Finite_sets/incl_soustr.con
\e[0;32mOK
\e[0m 0.01
8448 cic:/Suresnes/BDD/canonicite/Finite_sets/incl_soustr_add_l.con
\e[0;32mOK
\e[0m 0.01
8449 cic:/Suresnes/BDD/canonicite/Finite_sets/incl_soustr_in.con
\e[0;32mOK
\e[0m 0.01
8450 cic:/Suresnes/BDD/canonicite/Finite_sets/incl_st.con
\e[0;32mOK
\e[0m 0.00
8451 cic:/Suresnes/BDD/canonicite/Finite_sets/incl_trans.con
\e[0;32mOK
\e[0m 0.01
8452 cic:/Suresnes/BDD/canonicite/Finite_sets/inhabited_ind.con
\e[0;32mOK
\e[0m 0.00
8453 cic:/Suresnes/BDD/canonicite/Finite_sets/inter_incl_l.con
\e[0;32mOK
\e[0m 0.01
8454 cic:/Suresnes/BDD/canonicite/Finite_sets/inter_incl_r.con
\e[0;32mOK
\e[0m 0.01
8455 cic:/Suresnes/BDD/canonicite/Finite_sets/inter_intro.con
\e[0;32mOK
\e[0m 0.01
8456 cic:/Suresnes/BDD/canonicite/Finite_sets/notP_notinterPQ.con
\e[0;32mOK
\e[0m 0.01
8457 cic:/Suresnes/BDD/canonicite/Finite_sets/notQ_notinterPQ.con
\e[0;32mOK
\e[0m 0.01
8458 cic:/Suresnes/BDD/canonicite/Finite_sets/not_In_soustr.con
\e[0;32mOK
\e[0m 0.01
8459 cic:/Suresnes/BDD/canonicite/Finite_sets/not_In_soustr_eq.con
\e[0;32mOK
\e[0m 0.01
8460 cic:/Suresnes/BDD/canonicite/Finite_sets/notall_addQx_notall_Q.con
\e[0;32mOK
\e[0m 0.01
8461 cic:/Suresnes/BDD/canonicite/Finite_sets/set_eq.ind
\e[0;32mOK
\e[0m 0.00
8462 cic:/Suresnes/BDD/canonicite/Finite_sets/singlx.con
\e[0;32mOK
\e[0m 0.01
8463 cic:/Suresnes/BDD/canonicite/Finite_sets/still_in_soustr.con
\e[0;32mOK
\e[0m 0.01
8464 cic:/Suresnes/BDD/canonicite/Finite_sets/total_order.con
\e[0;32mOK
\e[0m 0.01
8465 cic:/Sophia-Antipolis/param_pi/typing_proofs/eqe_mask.con
\e[0;32mOK
\e[0m 0.02
8466 cic:/Sophia-Antipolis/param_pi/typing_proofs/eqv_addenv.con
\e[0;32mOK
\e[0m 0.02
8467 cic:/Sophia-Antipolis/param_pi/typing_proofs/gettype_added_name.con
\e[0;32mOK
\e[0m 0.01
8468 cic:/Sophia-Antipolis/param_pi/typing_proofs/gettype_not_added_name.con
\e[0;32mOK
\e[0m 0.01
8469 cic:/Sophia-Antipolis/param_pi/typing_proofs/switch_addenv.con
\e[0;32mOK
\e[0m 0.03
8470 cic:/Sophia-Antipolis/param_pi/typing_proofs/trivial_addenv.con
\e[0;32mOK
\e[0m 0.01
8471 cic:/Sophia-Antipolis/param_pi/swaps_proofs/swap_env_by_addenv.con
\e[0;32mOK
\e[0m 0.04
8472 cic:/Sophia-Antipolis/param_pi/swaps_proofs/swap_is_subs_on_names.con
\e[0;32mOK
\e[0m 0.05
8473 cic:/Sophia-Antipolis/param_pi/swaps_proofs/swap_name_inefficient.con
\e[0;32mOK
\e[0m 0.02
8474 cic:/Sophia-Antipolis/param_pi/swaps_proofs/swap_name_twice.con
\e[0;32mOK
\e[0m 0.05
8475 cic:/Sophia-Antipolis/param_pi/swaps_proofs/swap_on_addenv.con
\e[0;32mOK
\e[0m 0.31
8476 cic:/Sophia-Antipolis/param_pi/swaps_proofs/swap_on_gettype.con
\e[0;32mOK
\e[0m 0.06
8477 cic:/Sophia-Antipolis/param_pi/swaps_proofs/swap_par_or_name.con
\e[0;32mOK
\e[0m 0.02
8478 cic:/Sophia-Antipolis/param_pi/swaps_proofs/swap_par_twice.con
\e[0;32mOK
\e[0m 0.13
8479 cic:/Sophia-Antipolis/param_pi/swaps_proofs/swap_under_subs_name.con
\e[0;32mOK
\e[0m 0.04
8480 cic:/Sophia-Antipolis/param_pi/substitutions/inefficient_subs_par_name.con
\e[0;32mOK
\e[0m 0.02
8481 cic:/Sophia-Antipolis/param_pi/substitutions/subs_fresh_par_name.con
\e[0;32mOK
\e[0m 0.02
8482 cic:/Sophia-Antipolis/param_pi/substitutions/subs_par_after_subs_var_name.con
\e[0;32mOK
\e[0m 0.03
8483 cic:/Sophia-Antipolis/param_pi/substitutions/subs_var_after_subs_par_name.con
\e[0;32mOK
\e[0m 0.02
8484 cic:/Sophia-Antipolis/param_pi/substitutions/switch_subs_name.con
\e[0;32mOK
\e[0m 0.09
8485 cic:/Sophia-Antipolis/param_pi/processus/fresh_and_different.con
\e[0;32mOK
\e[0m 0.01
8486 cic:/Sophia-Antipolis/param_pi/processus/fresh_and_three_different.con
\e[0;32mOK
\e[0m 0.00
8487 cic:/Sophia-Antipolis/param_pi/processus/fresh_and_two_different.con
\e[0;32mOK
\e[0m 0.01
8488 cic:/Sophia-Antipolis/param_pi/processus/fresh_ind.con
\e[0;32mOK
\e[0m 0.02
8489 cic:/Sophia-Antipolis/param_pi/processus/freshvar_ind.con
\e[0;32mOK
\e[0m 0.02
8490 cic:/Sophia-Antipolis/param_pi/processus/proc_ind.con
\e[0;32mOK
\e[0m 0.01
8491 cic:/Sophia-Antipolis/param_pi/processus/proc_rec.con
\e[0;32mOK
\e[0m 0.01
8492 cic:/Sophia-Antipolis/param_pi/processus/subs_par_proc.con
\e[0;32mOK
\e[0m 0.01
8493 cic:/Sophia-Antipolis/param_pi/processus/subs_var_proc.con
\e[0;32mOK
\e[0m 0.01
8494 cic:/Sophia-Antipolis/param_pi/processus/swap_proc.con
\e[0;32mOK
\e[0m 0.01
8495 cic:/Sophia-Antipolis/param_pi/fresh/fresh_after_subs_by_var_name.con
\e[0;32mOK
\e[0m 0.05
8496 cic:/Sophia-Antipolis/param_pi/fresh/fresh_after_subs_name.con
\e[0;32mOK
\e[0m 0.04
8497 cic:/Sophia-Antipolis/param_pi/fresh/fresh_after_subs_par_name.con
\e[0;32mOK
\e[0m 0.02
8498 cic:/Sophia-Antipolis/param_pi/fresh/fresh_before_subs_name.con
\e[0;32mOK
\e[0m 0.05
8499 cic:/Sophia-Antipolis/param_pi/fresh/fresh_mask_name.con
\e[0;32mOK
\e[0m 0.02
8500 cic:/Sophia-Antipolis/param_pi/fresh/fresh_masked_by_var_name.con
\e[0;32mOK
\e[0m 0.01
8501 cic:/Sophia-Antipolis/param_pi/fresh/freshname_is.con
\e[0;32mOK
\e[0m 0.02
8502 cic:/Sophia-Antipolis/geometry/trigo/ROND_RONI.con
\e[0;32mOK
\e[0m 0.04
8503 cic:/Sophia-Antipolis/geometry/representant_unitaire/def_representant_unitaire.con
\e[0;32mOK
\e[0m 0.02
8504 cic:/Sophia-Antipolis/geometry/representant_unitaire/def_representant_unitaire2.con
\e[0;32mOK
\e[0m 0.01
8505 cic:/Sophia-Antipolis/geometry/projection_orthogonale/def_projete_orthogonal.con
\e[0;32mOK
\e[0m 0.01
8506 cic:/Sophia-Antipolis/geometry/projection_orthogonale/def_projete_orthogonal2.con
\e[0;32mOK
\e[0m 0.00
8507 cic:/Sophia-Antipolis/geometry/produit_scalaire/scalaire_positif.con
\e[0;32mOK
\e[0m 0.01
8508 cic:/Sophia-Antipolis/geometry/parallelisme_concours/alignes_droite.con
\e[0;32mOK
\e[0m 0.01
8509 cic:/Sophia-Antipolis/geometry/parallelisme_concours/concours_3.con
\e[0;32mOK
\e[0m 0.01
8510 cic:/Sophia-Antipolis/geometry/parallelisme_concours/def_concours.con
\e[0;32mOK
\e[0m 0.01
8511 cic:/Sophia-Antipolis/geometry/parallelisme_concours/def_concours2.con
\e[0;32mOK
\e[0m 0.01
8512 cic:/Sophia-Antipolis/geometry/parallelisme_concours/def_pt_intersection.con
\e[0;32mOK
\e[0m 0.00
8513 cic:/Sophia-Antipolis/geometry/parallelisme_concours/def_pt_intersection2.con
\e[0;32mOK
\e[0m 0.00
8514 cic:/Sophia-Antipolis/geometry/orthogonalite_espace/def_orthogonaux.con
\e[0;32mOK
\e[0m 0.01
8515 cic:/Sophia-Antipolis/geometry/orthogonalite_espace/def_orthogonaux2.con
\e[0;32mOK
\e[0m 0.01
8516 cic:/Sophia-Antipolis/geometry/orthogonalite/non_orthogonal_def.con
\e[0;32mOK
\e[0m 0.02
8517 cic:/Sophia-Antipolis/geometry/orthogonalite/ortho_sym.con
\e[0;32mOK
\e[0m 0.01
8518 cic:/Sophia-Antipolis/geometry/operations_complexes/Copp_algebrique.con
\e[0;32mOK
\e[0m 0.01
8519 cic:/Sophia-Antipolis/geometry/operations_complexes/Cplus_algebrique.con
\e[0;32mOK
\e[0m 0.01
8520 cic:/Sophia-Antipolis/geometry/mesure_algebrique/def_mes_alg2.con
\e[0;32mOK
\e[0m 0.01
8521 cic:/Sophia-Antipolis/geometry/formes_complexes/complexe_pol_module.con
\e[0;32mOK
\e[0m 0.02
8522 cic:/Sophia-Antipolis/geometry/exercice_espace/parallelepipede_rectangle.con
\e[0;32mOK
\e[0m 0.01
8523 cic:/Sophia-Antipolis/geometry/determinant/OIJ.con
\e[0;32mOK
\e[0m 0.01
8524 cic:/Sophia-Antipolis/geometry/coplanarite/coplanaires.con
\e[0;32mOK
\e[0m 0.01
8525 cic:/Sophia-Antipolis/geometry/complexes_transformations/affixe_transforme.con
\e[0;32mOK
\e[0m 0.01
8526 cic:/Sophia-Antipolis/geometry/complexes_transformations/transforme_image.con
\e[0;32mOK
\e[0m 0.01
8527 cic:/Sophia-Antipolis/geometry/complexes_conjugaison/Conj_algebrique.con
\e[0;32mOK
\e[0m 0.01
8528 cic:/Sophia-Antipolis/geometry/complexes/OIJ.con
\e[0;32mOK
\e[0m 0.02
8529 cic:/Sophia-Antipolis/geometry/complexes/affixe_image_vecteur.con
\e[0;32mOK
\e[0m 0.40
8530 cic:/Sophia-Antipolis/geometry/complexes/cart_point_complexe2.con
\e[0;32mOK
\e[0m 0.04
8531 cic:/Sophia-Antipolis/geometry/complexes/complexe_cart_point2.con
\e[0;32mOK
\e[0m 0.04
8532 cic:/Sophia-Antipolis/geometry/complexes/existence_affixe_vecteur_point.con
\e[0;32mOK
\e[0m 0.05
8533 cic:/Sophia-Antipolis/geometry/complexes/existence_image_vecteur_complexe.con
\e[0;32mOK
\e[0m 0.01
8534 cic:/Sophia-Antipolis/geometry/complexes/image_affixe_vecteur.con
\e[0;32mOK
\e[0m 0.02
8535 cic:/Sophia-Antipolis/geometry/angles_vecteurs/mes_oppx.con
\e[0;32mOK
\e[0m 0.02
8536 cic:/Sophia-Antipolis/geometry/angles_vecteurs/permute_angles.con
\e[0;32mOK
\e[0m 0.02
8537 cic:/Sophia-Antipolis/geometry/angles_vecteurs/pisurdeux_scalaire_nul.con
\e[0;32mOK
\e[0m 0.01
8538 cic:/Sophia-Antipolis/geometry/alignement/alignes_trivial3.con
\e[0;32mOK
\e[0m 0.01
8539 cic:/Sophia-Antipolis/geometry/alignement/non_alignes_distincts3.con
\e[0;32mOK
\e[0m 0.01
8540 cic:/Sophia-Antipolis/geometry/alignement/non_alignes_expl.con
\e[0;32mOK
\e[0m 0.01
8541 cic:/Sophia-Antipolis/geometry/alignement/triangle.con
\e[0;32mOK
\e[0m 0.01
8542 cic:/Sophia-Antipolis/geometry/Plans_paralleles/def_para_plan_plan.con
\e[0;32mOK
\e[0m 0.01
8543 cic:/Sophia-Antipolis/geometry/Plans_paralleles/def_para_plan_plan2.con
\e[0;32mOK
\e[0m 0.01
8544 cic:/Sophia-Antipolis/geometry/Plan_espace/def_secants.con
\e[0;32mOK
\e[0m 0.01
8545 cic:/Sophia-Antipolis/geometry/Plan_espace/def_secants2.con
\e[0;32mOK
\e[0m 0.01
8546 cic:/Sophia-Antipolis/geometry/Field_affine/cons_comp.con
\e[0;32mOK
\e[0m 0.01
8547 cic:/Sophia-Antipolis/Rsa/Rsa/decrypt.con
\e[0;32mOK
\e[0m 0.02
8548 cic:/Sophia-Antipolis/Rsa/Rsa/encrypt.con
\e[0;32mOK
\e[0m 0.01
8549 cic:/Sophia-Antipolis/Rsa/Rsa/RSAI/ed_inv.var
\e[0;32mOK
\e[0m 0.01
8550 cic:/Sophia-Antipolis/Rsa/Rsa/RSA/ed_inv.var
\e[0;32mOK
\e[0m 0.01
8551 cic:/Sophia-Antipolis/Rsa/Rsa/RSA/pq_div_p.var
\e[0;32mOK
\e[0m 0.01
8552 cic:/Sophia-Antipolis/Rsa/Rsa/RSA/pq_div_q.var
\e[0;32mOK
\e[0m 0.00
8553 cic:/Sophia-Antipolis/Rsa/MiscRsa/SO_power.con
\e[0;32mOK
\e[0m 0.01
8554 cic:/Sophia-Antipolis/Rsa/MiscRsa/ex_div.ind
\e[0;32mOK
\e[0m 0.01
8555 cic:/Sophia-Antipolis/Rsa/MiscRsa/is_div_ind.con
\e[0;32mOK
\e[0m 0.01
8556 cic:/Sophia-Antipolis/Rsa/MiscRsa/power_O.con
\e[0;32mOK
\e[0m 0.01
8557 cic:/Sophia-Antipolis/Rsa/Divides/all_divides_O.con
\e[0;32mOK
\e[0m 0.01
8558 cic:/Sophia-Antipolis/Rsa/Divides/cong_ref.con
\e[0;32mOK
\e[0m 0.01
8559 cic:/Sophia-Antipolis/Rsa/Divides/congruent_ind.con
\e[0;32mOK
\e[0m 0.01
8560 cic:/Sophia-Antipolis/Rsa/Divides/div_divides.con
\e[0;32mOK
\e[0m 0.02
8561 cic:/Sophia-Antipolis/Rsa/Divides/divides_cong.con
\e[0;32mOK
\e[0m 0.02
8562 cic:/Sophia-Antipolis/Rsa/Divides/divides_div.con
\e[0;32mOK
\e[0m 0.02
8563 cic:/Sophia-Antipolis/Rsa/Divides/divides_ind.con
\e[0;32mOK
\e[0m 0.01
8564 cic:/Sophia-Antipolis/Rsa/Divides/gcd_spec_ind.con
\e[0;32mOK
\e[0m 0.01
8565 cic:/Sophia-Antipolis/Rsa/Divides/is_gcd.ind
\e[0;32mOK
\e[0m 0.01
8566 cic:/Sophia-Antipolis/Rsa/Divides/prime.ind
\e[0;32mOK
\e[0m 0.01
8567 cic:/Sophia-Antipolis/RecursiveDefinition/data8/fst_wf.con
\e[0;32mOK
\e[0m 0.01
8568 cic:/Sophia-Antipolis/RecursiveDefinition/data/div2_gt_lt.con
\e[0;32mOK
\e[0m 0.01
8569 cic:/Sophia-Antipolis/MATHS/Z/Zle/le_opp_OZ_l.con
\e[0;32mOK
\e[0m 0.01
8570 cic:/Sophia-Antipolis/MATHS/Z/Zle/ltZ.con
\e[0;32mOK
\e[0m 0.01
8571 cic:/Sophia-Antipolis/MATHS/Z/Zle/opp_inv.con
\e[0;32mOK
\e[0m 0.01
8572 cic:/Sophia-Antipolis/MATHS/Z/Zle/sign_absZ.con
\e[0;32mOK
\e[0m 0.01
8573 cic:/Sophia-Antipolis/MATHS/Z/Zle/tech_le_pos_abs.con
\e[0;32mOK
\e[0m 0.01
8574 cic:/Sophia-Antipolis/MATHS/Z/Zbase/eq_OZ_dec.con
\e[0;32mOK
\e[0m 0.02
8575 cic:/Sophia-Antipolis/MATHS/Z/Zbase/tech_pos_not_posZ.con
\e[0;32mOK
\e[0m 0.01
8576 cic:/Sophia-Antipolis/MATHS/Z/Zadd/add1.con
\e[0;32mOK
\e[0m 0.02
8577 cic:/Sophia-Antipolis/MATHS/Z/Zadd/add2.con
\e[0;32mOK
\e[0m 0.01
8578 cic:/Sophia-Antipolis/MATHS/Z/Zadd/opp_predZ.con
\e[0;32mOK
\e[0m 0.01
8579 cic:/Sophia-Antipolis/MATHS/Z/Zadd/opp_succZ.con
\e[0;32mOK
\e[0m 0.01
8580 cic:/Sophia-Antipolis/MATHS/Z/Z_succ_pred/pred_succZ.con
\e[0;32mOK
\e[0m 0.01
8581 cic:/Sophia-Antipolis/MATHS/Z/Z_succ_pred/succ_predZ.con
\e[0;32mOK
\e[0m 0.01
8582 cic:/Sophia-Antipolis/MATHS/Z/Z_succ_pred/tech_succ_posOZ.con
\e[0;32mOK
\e[0m 0.01
8583 cic:/Sophia-Antipolis/MATHS/Z/Nat_complements/mult_neutr.con
\e[0;32mOK
\e[0m 0.02
8584 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/Cinq/H_inhabited.var
\e[0;32mOK
\e[0m 0.01
8585 cic:/Sophia-Antipolis/MATHS/GROUPS/Relations/Equivalence.con
\e[0;32mOK
\e[0m 0.01
8586 cic:/Sophia-Antipolis/MATHS/GROUPS/Relations/Order.con
\e[0;32mOK
\e[0m 0.00
8587 cic:/Sophia-Antipolis/MATHS/GROUPS/Relations/PER.con
\e[0;32mOK
\e[0m 0.02
8588 cic:/Sophia-Antipolis/MATHS/GROUPS/Relations/sym_not_P.con
\e[0;32mOK
\e[0m 0.01
8589 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/Group.ind
\e[0;32mOK
\e[0m 0.01
8590 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/cong_eqln_apt.con
\e[0;32mOK
\e[0m 0.02
8591 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/cong_eqln_con.con
\e[0;32mOK
\e[0m 0.01
8592 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/cong_eqpt_apt.con
\e[0;32mOK
\e[0m 0.01
8593 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/O4'.con
\e[0;32mOK
\e[0m 0.02
8594 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/constructed_orthogonal.con
\e[0;32mOK
\e[0m 0.00
8595 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Apartness_rect.con
\e[0;32mOK
\e[0m 0.01
8596 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Equivalence_ind.con
\e[0;32mOK
\e[0m 0.01
8597 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Equivalence_rec.con
\e[0;32mOK
\e[0m 0.01
8598 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/SPar.con
\e[0;32mOK
\e[0m 0.01
8599 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Seg_cond.con
\e[0;32mOK
\e[0m 0.01
8600 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Segment_ind.con
\e[0;32mOK
\e[0m 0.01
8601 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Segment_rec.con
\e[0;32mOK
\e[0m 0.01
8602 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Twol_cond.con
\e[0;32mOK
\e[0m 0.01
8603 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Twolines_ind.con
\e[0;32mOK
\e[0m 0.00
8604 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Twolines_rec.con
\e[0;32mOK
\e[0m 0.01
8605 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/apart_con.con
\e[0;32mOK
\e[0m 0.00
8606 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/apart_diln.con
\e[0;32mOK
\e[0m 0.00
8607 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/apart_dipt.con
\e[0;32mOK
\e[0m 0.00
8608 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/el_ax.con
\e[0;32mOK
\e[0m 0.01
8609 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/line.con
\e[0;32mOK
\e[0m 0.00
8610 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/point.con
\e[0;32mOK
\e[0m 0.00
8611 cic:/Sophia-Antipolis/MATHS/GEOMETRY/affinity/constructed_parallel.con
\e[0;32mOK
\e[0m 0.01
8612 cic:/Sophia-Antipolis/Huffman/WeightTree/weight_tree_list.con
\e[0;32mOK
\e[0m 0.01
8613 cic:/Sophia-Antipolis/Huffman/UniqueKey/unique_key_in.con
\e[0;32mOK
\e[0m 0.06
8614 cic:/Sophia-Antipolis/Huffman/UniqueKey/unique_key_ind.con
\e[0;32mOK
\e[0m 0.02
8615 cic:/Sophia-Antipolis/Huffman/UniqueKey/unique_key_inv.con
\e[0;32mOK
\e[0m 0.03
8616 cic:/Sophia-Antipolis/Huffman/UList/ulist_app_inv_r.con
\e[0;32mOK
\e[0m 0.03
8617 cic:/Sophia-Antipolis/Huffman/UList/ulist_ind.con
\e[0;32mOK
\e[0m 0.01
8618 cic:/Sophia-Antipolis/Huffman/UList/ulist_inv.con
\e[0;32mOK
\e[0m 0.02
8619 cic:/Sophia-Antipolis/Huffman/SubstPred/subst_pred_ind.con
\e[0;32mOK
\e[0m 0.03
8620 cic:/Sophia-Antipolis/Huffman/Prod2List/prod2list.con
\e[0;32mOK
\e[0m 0.02
8621 cic:/Sophia-Antipolis/Huffman/Permutation/all_permutations_aux.con
\e[0;32mOK
\e[0m 0.02
8622 cic:/Sophia-Antipolis/Huffman/Permutation/fold_left_permutation.con
\e[0;32mOK
\e[0m 0.02
8623 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_in.con
\e[0;32mOK
\e[0m 0.03
8624 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_length.con
\e[0;32mOK
\e[0m 0.02
8625 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_refl.con
\e[0;32mOK
\e[0m 0.01
8626 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_sym.con
\e[0;32mOK
\e[0m 0.01
8627 cic:/Sophia-Antipolis/Huffman/PBTree2BTree/to_btree_all_leaves.con
\e[0;32mOK
\e[0m 0.02
8628 cic:/Sophia-Antipolis/Huffman/PBTree2BTree/to_btree_inb.con
\e[0;32mOK
\e[0m 0.21
8629 cic:/Sophia-Antipolis/Huffman/PBTree2BTree/to_btree_inpb.con
\e[0;32mOK
\e[0m 0.11
8630 cic:/Sophia-Antipolis/Huffman/PBTree/all_pbleaves_pbleaf.con
\e[0;32mOK
\e[0m 0.02
8631 cic:/Sophia-Antipolis/Huffman/PBTree/compute_pbcode_not_null.con
\e[0;32mOK
\e[0m 0.11
8632 cic:/Sophia-Antipolis/Huffman/PBTree/distinct_pbleaves_Leaf.con
\e[0;32mOK
\e[0m 0.04
8633 cic:/Sophia-Antipolis/Huffman/PBTree/distinct_pbleaves_l.con
\e[0;32mOK
\e[0m 0.01
8634 cic:/Sophia-Antipolis/Huffman/PBTree/distinct_pbleaves_pbleaf.con
\e[0;32mOK
\e[0m 0.04
8635 cic:/Sophia-Antipolis/Huffman/PBTree/distinct_pbleaves_pbleft.con
\e[0;32mOK
\e[0m 0.03
8636 cic:/Sophia-Antipolis/Huffman/PBTree/distinct_pbleaves_pbright.con
\e[0;32mOK
\e[0m 0.03
8637 cic:/Sophia-Antipolis/Huffman/PBTree/distinct_pbleaves_pl.con
\e[0;32mOK
\e[0m 0.01
8638 cic:/Sophia-Antipolis/Huffman/PBTree/distinct_pbleaves_pr.con
\e[0;32mOK
\e[0m 0.01
8639 cic:/Sophia-Antipolis/Huffman/PBTree/distinct_pbleaves_r.con
\e[0;32mOK
\e[0m 0.01
8640 cic:/Sophia-Antipolis/Huffman/PBTree/fold_pbadd_prop_left.con
\e[0;32mOK
\e[0m 0.13
8641 cic:/Sophia-Antipolis/Huffman/PBTree/fold_pbadd_prop_node.con
\e[0;32mOK
\e[0m 0.13
8642 cic:/Sophia-Antipolis/Huffman/PBTree/fold_pbadd_prop_right.con
\e[0;32mOK
\e[0m 0.14
8643 cic:/Sophia-Antipolis/Huffman/PBTree/in_pbleaf_node.con
\e[0;32mOK
\e[0m 0.10
8644 cic:/Sophia-Antipolis/Huffman/PBTree/inpb_ex.con
\e[0;32mOK
\e[0m 0.02
8645 cic:/Sophia-Antipolis/Huffman/PBTree/inpb_pbadd.con
\e[0;32mOK
\e[0m 0.02
8646 cic:/Sophia-Antipolis/Huffman/PBTree/inpb_trans.con
\e[0;32mOK
\e[0m 0.01
8647 cic:/Sophia-Antipolis/Huffman/PBTree/inpbleaf_eq.con
\e[0;32mOK
\e[0m 0.10
8648 cic:/Sophia-Antipolis/Huffman/PBTree/pbadd_prop1.con
\e[0;32mOK
\e[0m 0.04
8649 cic:/Sophia-Antipolis/Huffman/PBTree/pbbuild_true_pbright.con
\e[0;32mOK
\e[0m 0.09
8650 cic:/Sophia-Antipolis/Huffman/PBTree/pbfree_pbadd_prop1.con
\e[0;32mOK
\e[0m 0.03
8651 cic:/Sophia-Antipolis/Huffman/PBTree/pbtree_dec.con
\e[0;32mOK
\e[0m 0.09
8652 cic:/Sophia-Antipolis/Huffman/OrderedCover/ordered_cover_ind.con
\e[0;32mOK
\e[0m 0.03
8653 cic:/Sophia-Antipolis/Huffman/Ordered/ordered_map_inv.con
\e[0;32mOK
\e[0m 0.06
8654 cic:/Sophia-Antipolis/Huffman/Ordered/ordered_skip.con
\e[0;32mOK
\e[0m 0.01
8655 cic:/Sophia-Antipolis/Huffman/Ordered/ordered_trans.con
\e[0;32mOK
\e[0m 0.01
8656 cic:/Sophia-Antipolis/Huffman/OneStep/one_step.con
\e[0;32mOK
\e[0m 0.01
8657 cic:/Sophia-Antipolis/Huffman/ISort/insert_ordered.con
\e[0;32mOK
\e[0m 0.05
8658 cic:/Sophia-Antipolis/Huffman/HeightPred/height_pred_ind.con
\e[0;32mOK
\e[0m 0.03
8659 cic:/Sophia-Antipolis/Huffman/Frequency/add_frequency_list_1.con
\e[0;32mOK
\e[0m 0.05
8660 cic:/Sophia-Antipolis/Huffman/Frequency/add_frequency_list_in_inv.con
\e[0;32mOK
\e[0m 0.07
8661 cic:/Sophia-Antipolis/Huffman/Frequency/add_frequency_list_not_in.con
\e[0;32mOK
\e[0m 0.06
8662 cic:/Sophia-Antipolis/Huffman/Frequency/frequency_list.con
\e[0;32mOK
\e[0m 0.02
8663 cic:/Sophia-Antipolis/Huffman/Frequency/number_of_occurrences_O.con
\e[0;32mOK
\e[0m 0.02
8664 cic:/Sophia-Antipolis/Huffman/Frequency/number_of_occurrences_app.con
\e[0;32mOK
\e[0m 0.02
8665 cic:/Sophia-Antipolis/Huffman/Frequency/number_of_occurrences_permutation.con
\e[0;32mOK
\e[0m 0.06
8666 cic:/Sophia-Antipolis/Huffman/CoverMin/cover_min.con
\e[0;32mOK
\e[0m 0.03
8667 cic:/Sophia-Antipolis/Huffman/Cover/cover_ind.con
\e[0;32mOK
\e[0m 0.03
8668 cic:/Sophia-Antipolis/Huffman/Code/encode.con
\e[0;32mOK
\e[0m 0.02
8669 cic:/Sophia-Antipolis/Huffman/Code/find_code_correct1.con
\e[0;32mOK
\e[0m 0.04
8670 cic:/Sophia-Antipolis/Huffman/Code/in_alphabet_cons.con
\e[0;32mOK
\e[0m 0.02
8671 cic:/Sophia-Antipolis/Huffman/Code/in_alphabet_incl.con
\e[0;32mOK
\e[0m 0.02
8672 cic:/Sophia-Antipolis/Huffman/Code/in_alphabet_inv.con
\e[0;32mOK
\e[0m 0.01
8673 cic:/Sophia-Antipolis/Huffman/Code/in_alphabet_nil.con
\e[0;32mOK
\e[0m 0.01
8674 cic:/Sophia-Antipolis/Huffman/Code/in_find_map.con
\e[0;32mOK
\e[0m 0.08
8675 cic:/Sophia-Antipolis/Huffman/Code/is_prefix_refl.con
\e[0;32mOK
\e[0m 0.02
8676 cic:/Sophia-Antipolis/Huffman/Code/not_in_find_code.con
\e[0;32mOK
\e[0m 0.03
8677 cic:/Sophia-Antipolis/Huffman/Code/not_in_find_map.con
\e[0;32mOK
\e[0m 0.06
8678 cic:/Sophia-Antipolis/Huffman/Code/not_null_cons.con
\e[0;32mOK
\e[0m 0.03
8679 cic:/Sophia-Antipolis/Huffman/Code/not_null_inv.con
\e[0;32mOK
\e[0m 0.01
8680 cic:/Sophia-Antipolis/Huffman/Code/unique_prefix.con
\e[0;32mOK
\e[0m 0.01
8681 cic:/Sophia-Antipolis/Huffman/Code/Code/code_dec.var
\e[0;32mOK
\e[0m 0.07
8682 cic:/Sophia-Antipolis/Huffman/BTree/btree_dec.con
\e[0;32mOK
\e[0m 0.06
8683 cic:/Sophia-Antipolis/Huffman/BTree/distinct_leaves_l.con
\e[0;32mOK
\e[0m 0.01
8684 cic:/Sophia-Antipolis/Huffman/BTree/distinct_leaves_leaf.con
\e[0;32mOK
\e[0m 0.02
8685 cic:/Sophia-Antipolis/Huffman/BTree/distinct_leaves_r.con
\e[0;32mOK
\e[0m 0.01
8686 cic:/Sophia-Antipolis/Huffman/BTree/inb_ex.con
\e[0;32mOK
\e[0m 0.01
8687 cic:/Sophia-Antipolis/Huffman/BTree/inb_trans.con
\e[0;32mOK
\e[0m 0.01
8688 cic:/Sophia-Antipolis/Huffman/Aux/app_inv_app.con
\e[0;32mOK
\e[0m 0.09
8689 cic:/Sophia-Antipolis/Huffman/Aux/app_inv_app2.con
\e[0;32mOK
\e[0m 0.15
8690 cic:/Sophia-Antipolis/Huffman/Aux/app_inv_head.con
\e[0;32mOK
\e[0m 0.02
8691 cic:/Sophia-Antipolis/Huffman/Aux/first_n_id.con
\e[0;32mOK
\e[0m 0.01
8692 cic:/Sophia-Antipolis/Huffman/Aux/fold_left_app.con
\e[0;32mOK
\e[0m 0.01
8693 cic:/Sophia-Antipolis/Huffman/Aux/fold_left_eta.con
\e[0;32mOK
\e[0m 0.02
8694 cic:/Sophia-Antipolis/Huffman/Aux/fold_left_init.con
\e[0;32mOK
\e[0m 0.01
8695 cic:/Sophia-Antipolis/Huffman/Aux/fold_left_map.con
\e[0;32mOK
\e[0m 0.01
8696 cic:/Sophia-Antipolis/Huffman/Aux/fold_right_app.con
\e[0;32mOK
\e[0m 0.01
8697 cic:/Sophia-Antipolis/Huffman/Aux/in_ex_app.con
\e[0;32mOK
\e[0m 0.03
8698 cic:/Sophia-Antipolis/Huffman/Aux/in_map_fst_inv.con
\e[0;32mOK
\e[0m 0.03
8699 cic:/Sophia-Antipolis/Huffman/Aux/in_map_inv.con
\e[0;32mOK
\e[0m 0.02
8700 cic:/Sophia-Antipolis/Huffman/Aux/length_app.con
\e[0;32mOK
\e[0m 0.01
8701 cic:/Sophia-Antipolis/Huffman/Aux/length_map.con
\e[0;32mOK
\e[0m 0.01
8702 cic:/Sophia-Antipolis/Huffman/Aux/map2_app.con
\e[0;32mOK
\e[0m 0.04
8703 cic:/Sophia-Antipolis/Huffman/Aux/map_app.con
\e[0;32mOK
\e[0m 0.01
8704 cic:/Sophia-Antipolis/Huffman/Aux/same_length_ex.con
\e[0;32mOK
\e[0m 0.08
8705 cic:/Sophia-Antipolis/Huffman/Aux/skip_n_id.con
\e[0;32mOK
\e[0m 0.01
8706 cic:/Sophia-Antipolis/Huffman/Aux/skip_n_length.con
\e[0;32mOK
\e[0m 0.01
8707 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/le_SO_size.con
\e[0;32mOK
\e[0m 0.02
8708 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/length_V1_size.con
\e[0;32mOK
\e[0m 0.01
8709 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/length_V2_size.con
\e[0;32mOK
\e[0m 0.00
8710 cic:/Sophia-Antipolis/HARDWARE/GENE/Memo/AddrOK.con
\e[0;32mOK
\e[0m 0.01
8711 cic:/Sophia-Antipolis/HARDWARE/GENE/Memo/MMemo.con
\e[0;32mOK
\e[0m 0.00
8712 cic:/Sophia-Antipolis/HARDWARE/GENE/Memo/MemoEmpty.con
\e[0;32mOK
\e[0m 0.01
8713 cic:/Sophia-Antipolis/HARDWARE/GENE/Memo/MemoWrite.con
\e[0;32mOK
\e[0m 0.01
8714 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/strip.con
\e[0;32mOK
\e[0m 0.12
8715 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/trunc_O.con
\e[0;32mOK
\e[0m 0.12
8716 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/trunc_all.con
\e[0;32mOK
\e[0m 0.03
8717 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/trunc_eq.con
\e[0;32mOK
\e[0m 0.01
8718 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/app_v_nil_inv.con
\e[0;32mOK
\e[0m 0.03
8719 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/len_cons_not_O.con
\e[0;32mOK
\e[0m 0.04
8720 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/len_length.con
\e[0;32mOK
\e[0m 0.01
8721 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/length_app.con
\e[0;32mOK
\e[0m 0.01
8722 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/length_eq.con
\e[0;32mOK
\e[0m 0.01
8723 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/length_map.con
\e[0;32mOK
\e[0m 0.01
8724 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/not_cons_eq.con
\e[0;32mOK
\e[0m 0.02
8725 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/not_eq_cons.con
\e[0;32mOK
\e[0m 0.01
8726 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/not_nil.con
\e[0;32mOK
\e[0m 0.01
8727 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/rev_eq.con
\e[0;32mOK
\e[0m 0.01
8728 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/rev_eq1.con
\e[0;32mOK
\e[0m 0.01
8729 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/rev_eq2.con
\e[0;32mOK
\e[0m 0.01
8730 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/v_not_nil_length.con
\e[0;32mOK
\e[0m 0.01
8731 cic:/Sophia-Antipolis/HARDWARE/GENE/Bool_compl/If_cond_true.con
\e[0;32mOK
\e[0m 0.02
8732 cic:/Sophia-Antipolis/HARDWARE/GENE/Bool_compl/xorb_b_b.con
\e[0;32mOK
\e[0m 0.01
8733 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/BV_null_nat.con
\e[0;32mOK
\e[0m 0.02
8734 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/BV_to_nat_eq1.con
\e[0;32mOK
\e[0m 0.01
8735 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/BV_to_nat_eq2.con
\e[0;32mOK
\e[0m 0.01
8736 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/length_BV_null.con
\e[0;32mOK
\e[0m 0.01
8737 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/minus_n_SO.con
\e[0;32mOK
\e[0m 0.02
8738 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_proof/DC_asize.con
\e[0;32mOK
\e[0m 0.01
8739 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_proof/DC_dsize.con
\e[0;32mOK
\e[0m 0.00
8740 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/ad1.con
\e[0;32mOK
\e[0m 0.01
8741 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/ad3.con
\e[0;32mOK
\e[0m 0.01
8742 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/al1.con
\e[0;32mOK
\e[0m 0.01
8743 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/al3.con
\e[0;32mOK
\e[0m 0.01
8744 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/cx1.con
\e[0;32mOK
\e[0m 0.01
8745 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/cx3.con
\e[0;32mOK
\e[0m 0.01
8746 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/da1.con
\e[0;32mOK
\e[0m 0.01
8747 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/da3.con
\e[0;32mOK
\e[0m 0.01
8748 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/di1.con
\e[0;32mOK
\e[0m 0.01
8749 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/di3.con
\e[0;32mOK
\e[0m 0.01
8750 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/mem1.con
\e[0;32mOK
\e[0m 0.01
8751 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/mem3.con
\e[0;32mOK
\e[0m 0.01
8752 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_defs/IsNull_nil.con
\e[0;32mOK
\e[0m 0.01
8753 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_defs/IsNull_null.con
\e[0;32mOK
\e[0m 0.02
8754 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_defs/al_initsize.con
\e[0;32mOK
\e[0m 0.00
8755 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_defs/cx_initsize.con
\e[0;32mOK
\e[0m 0.00
8756 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_defs/di_initsize.con
\e[0;32mOK
\e[0m 0.00
8757 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_defs/mem_init.con
\e[0;32mOK
\e[0m 0.00
8758 cic:/Sophia-Antipolis/HARDWARE/ADDER/IncrDecr/BV_decrement.con
\e[0;32mOK
\e[0m 0.02
8759 cic:/Sophia-Antipolis/HARDWARE/ADDER/IncrDecr/BV_increment.con
\e[0;32mOK
\e[0m 0.01
8760 cic:/Sophia-Antipolis/HARDWARE/ADDER/HalfAdder/half_adder_carry_false.con
\e[0;32mOK
\e[0m 0.01
8761 cic:/Sophia-Antipolis/HARDWARE/ADDER/HalfAdder/half_adder_carry_sym.con
\e[0;32mOK
\e[0m 0.01
8762 cic:/Sophia-Antipolis/HARDWARE/ADDER/HalfAdder/half_adder_carry_true.con
\e[0;32mOK
\e[0m 0.01
8763 cic:/Sophia-Antipolis/HARDWARE/ADDER/HalfAdder/half_adder_sum.con
\e[0;32mOK
\e[0m 0.01
8764 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/A_sub_next_A_Out.con
\e[0;32mOK
\e[0m 0.02
8765 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded.con
\e[0;32mOK
\e[0m 0.01
8766 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops1_Out.con
\e[0;31mFAIL
\e[0m
8767 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/CHOICE_pr.con
\e[0;32mOK
\e[0m 0.01
8768 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Contains_NN_nexts.con
\e[0;32mOK
\e[0m 0.01
8769 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Contains_NN_rect.con
\e[0;32mOK
\e[0m 0.01
8770 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Contains_NN_zero.con
\e[0;32mOK
\e[0m 0.01
8771 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_backwards.con
\e[0;32mOK
\e[0m 0.01
8772 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_forwards.con
\e[0;32mOK
\e[0m 0.01
8773 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_rect.con
\e[0;32mOK
\e[0m 0.01
8774 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Element_of_NN.con
\e[0;32mOK
\e[0m 0.01
8775 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Extensionality.con
\e[0;32mOK
\e[0m 0.01
8776 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Infinity_exists.con
\e[0;32mOK
\e[0m 0.00
8777 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Intersection_section1_1_Out.con
\e[0;32mOK
\e[0m 0.01
8778 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Its_nonempty_proof_Out.con
\e[0;32mOK
\e[0m 0.01
8779 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/NEQ.con
\e[0;32mOK
\e[0m 0.01
8780 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR.con
\e[0;32mOK
\e[0m 0.01
8781 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PowerPlus.con
\e[0;32mOK
\e[0m 0.01
8782 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Restriction_ind.con
\e[0;32mOK
\e[0m 0.01
8783 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Restriction_rec.con
\e[0;32mOK
\e[0m 0.01
8784 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/SUB_refl.con
\e[0;32mOK
\e[0m 0.01
8785 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Set_containing_NN.con
\e[0;32mOK
\e[0m 0.01
8786 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_pr2.con
\e[0;32mOK
\e[0m 0.01
8787 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th2_proof_Out.con
\e[0;32mOK
\e[0m 0.01
8788 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/StrictSUB.ind
\e[0;32mOK
\e[0m 0.01
8789 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/b_in_Union_a.con
\e[0;32mOK
\e[0m 0.01
8790 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyset_empty_Out.con
\e[0;32mOK
\e[0m 0.01
8791 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/has_geq_1_elements.con
\e[0;32mOK
\e[0m 0.01
8792 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/has_leq_1_elements.con
\e[0;32mOK
\e[0m 0.01
8793 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/intersection.con
\e[0;32mOK
\e[0m 0.01
8794 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/nested_IN_ind.con
\e[0;32mOK
\e[0m 0.01
8795 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/nested_IN_rec.con
\e[0;32mOK
\e[0m 0.01
8796 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pairwise_EQ.ind
\e[0;32mOK
\e[0m 0.01
8797 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restriction_bounded_Out.con
\e[0;32mOK
\e[0m 0.01
8798 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/step2.con
\e[0;32mOK
\e[0m 0.01
8799 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/step5.con
\e[0;32mOK
\e[0m 0.01
8800 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th1_Out.con
\e[0;32mOK
\e[0m 0.00
8801 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th2_Out.con
\e[0;32mOK
\e[0m 0.00
8802 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_property.ind
\e[0;32mOK
\e[0m 0.00
8803 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/zero_different_from_one/h.var
\e[0;32mOK
\e[0m 0.01
8804 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/zero_different_from_one/m.var
\e[0;32mOK
\e[0m 0.01
8805 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/when_given_two_distinct_elements/m.var
\e[0;32mOK
\e[0m 0.01
8806 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/B_sub_V_proof/B_sub_V_proof1/h3.var
\e[0;32mOK
\e[0m 0.01
8807 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/A_sub_V_proof/A_sub_V_proof1/h3.var
\e[0;32mOK
\e[0m 0.02
8808 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th2_proof/step1.var
\e[0;32mOK
\e[0m 0.01
8809 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th1_proof/step1.var
\e[0;32mOK
\e[0m 0.01
8810 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_symm_proof/step1.var
\e[0;32mOK
\e[0m 0.02
8811 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_symm_proof/step2.var
\e[0;32mOK
\e[0m 0.00
8812 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_symm_proof/step3.var
\e[0;32mOK
\e[0m 0.00
8813 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_symm_proof/step4.var
\e[0;32mOK
\e[0m 0.00
8814 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_refl_proof/step1.var
\e[0;32mOK
\e[0m 0.01
8815 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_trans1_proof/strictsub_trans1a/m.var
\e[0;32mOK
\e[0m 0.02
8816 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_next_proof/strictsub_next1/k.var
\e[0;32mOK
\e[0m 0.01
8817 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_uniqueness_proof/k.var
\e[0;32mOK
\e[0m 0.00
8818 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_has_geq_2_elements_proof/E.var
\e[0;32mOK
\e[0m 0.01
8819 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_has_geq_2_elements_proof/second_geq_2_a/m.var
\e[0;32mOK
\e[0m 0.02
8820 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restriction_bounded_proof/t.var
\e[0;32mOK
\e[0m 0.01
8821 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relation_1/step1.var
\e[0;32mOK
\e[0m 0.02
8822 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus2/step1.var
\e[0;32mOK
\e[0m 0.01
8823 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus2/step2.var
\e[0;32mOK
\e[0m 0.00
8824 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power5/x.var
\e[0;32mOK
\e[0m 0.00
8825 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power4/P.var
\e[0;32mOK
\e[0m 0.01
8826 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power1/x.var
\e[0;32mOK
\e[0m 0.02
8827 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power1/y.var
\e[0;32mOK
\e[0m 0.00
8828 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/secB.var
\e[0;32mOK
\e[0m 0.00
8829 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/secD.var
\e[0;32mOK
\e[0m 0.00
8830 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/one_different_from_two/h.var
\e[0;32mOK
\e[0m 0.01
8831 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/neq_symm_proof/m.var
\e[0;32mOK
\e[0m 0.01
8832 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/p.var
\e[0;32mOK
\e[0m 0.01
8833 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/naturals_main_induction3b/naturals_main_induction3bI/s.var
\e[0;32mOK
\e[0m 0.01
8834 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction2/k.var
\e[0;32mOK
\e[0m 0.01
8835 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction2/naturals_main_induction2c/n.var
\e[0;32mOK
\e[0m 0.02
8836 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction2/naturals_main_induction2b/m.var
\e[0;32mOK
\e[0m 0.01
8837 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction2/naturals_main_induction2a/l.var
\e[0;32mOK
\e[0m 0.02
8838 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/its_empty_implies_equals_emptyset_proof/ieieep1/step1_1.var
\e[0;32mOK
\e[0m 0.01
8839 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/intersection4/step1.var
\e[0;32mOK
\e[0m 0.02
8840 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/intersection4/step2.var
\e[0;32mOK
\e[0m 0.00
8841 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/has_leq_0_implies_leq_1/q.var
\e[0;32mOK
\e[0m 0.01
8842 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/given_an_element/m.var
\e[0;32mOK
\e[0m 0.01
8843 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/first_uniqueness/iAF.var
\e[0;32mOK
\e[0m 0.01
8844 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/first_uniqueness/m.var
\e[0;32mOK
\e[0m 0.00
8845 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/equality_symmetric/h.var
\e[0;32mOK
\e[0m 0.01
8846 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/e.var
\e[0;32mOK
\e[0m 0.01
8847 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/doubleton_uniqueness_2/k.var
\e[0;32mOK
\e[0m 0.01
8848 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/doubleton_uniqueness_1/k.var
\e[0;32mOK
\e[0m 0.01
8849 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4b_proof/n.var
\e[0;32mOK
\e[0m 0.00
8850 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4a_proof/m.var
\e[0;32mOK
\e[0m 0.01
8851 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/m.var
\e[0;32mOK
\e[0m 0.02
8852 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/n.var
\e[0;32mOK
\e[0m 0.00
8853 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/distinct_doubletons_have_geq_2_elements_proof/n.var
\e[0;32mOK
\e[0m 0.00
8854 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/big_extensionality_proof/S.var
\e[0;32mOK
\e[0m 0.01
8855 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/big_extensionality_proof/k.var
\e[0;32mOK
\e[0m 0.01
8856 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Zero_element_of_NN_proof/k.var
\e[0;32mOK
\e[0m 0.01
8857 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th2_proof/step2.var
\e[0;32mOK
\e[0m 0.01
8858 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/SUB_trans_proof/step1.var
\e[0;32mOK
\e[0m 0.01
8859 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Nexts_element_of_NN_proof/k.var
\e[0;32mOK
\e[0m 0.01
8860 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Naturals_th1_proof/h.var
\e[0;32mOK
\e[0m 0.01
8861 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EXISTS_th1_proof/step1.var
\e[0;32mOK
\e[0m 0.01
8862 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_trans_proof/h.var
\e[0;32mOK
\e[0m 0.01
8863 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_trans_proof/k.var
\e[0;32mOK
\e[0m 0.00
8864 cic:/Sophia-Antipolis/Float/Zenum/in_map_inv.con
\e[0;32mOK
\e[0m 0.02
8865 cic:/Sophia-Antipolis/Float/Zdivides/Zabs_eq_case.con
\e[0;32mOK
\e[0m 0.03
8866 cic:/Sophia-Antipolis/Float/Power/pow_add.con
\e[0;32mOK
\e[0m 0.02
8867 cic:/Sophia-Antipolis/Float/Power/powerRZ.con
\e[0;32mOK
\e[0m 0.01
8868 cic:/Sophia-Antipolis/Float/Paux/PdivlessAux.con
\e[0;32mOK
\e[0m 0.06
8869 cic:/Sophia-Antipolis/Float/Paux/oZ.con
\e[0;32mOK
\e[0m 0.01
8870 cic:/Sophia-Antipolis/Float/Paux/positive_exp.con
\e[0;32mOK
\e[0m 0.01
8871 cic:/Sophia-Antipolis/Float/MSBProp/MSBProp/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8872 cic:/Sophia-Antipolis/Float/MSB/mf/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8873 cic:/Sophia-Antipolis/Float/FroundProp/FRoundP/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8874 cic:/Sophia-Antipolis/Float/FroundPlus/FRoundP/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8875 cic:/Sophia-Antipolis/Float/FroundMult/FRoundP/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.02
8876 cic:/Sophia-Antipolis/Float/Fround/FRound/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8877 cic:/Sophia-Antipolis/Float/Fprop/Fprop/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8878 cic:/Sophia-Antipolis/Float/Fop/Fabs.con
\e[0;32mOK
\e[0m 0.01
8879 cic:/Sophia-Antipolis/Float/Fop/Fopp.con
\e[0;32mOK
\e[0m 0.01
8880 cic:/Sophia-Antipolis/Float/Fop/operations/radixNotZero.var
\e[0;32mOK
\e[0m 0.01
8881 cic:/Sophia-Antipolis/Float/Fodd/FOdd/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8882 cic:/Sophia-Antipolis/Float/Fnorm/Fnormalized_Def/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8883 cic:/Sophia-Antipolis/Float/FminOp/Z2pos_correct.con
\e[0;32mOK
\e[0m 0.02
8884 cic:/Sophia-Antipolis/Float/FminOp/ZevenP.con
\e[0;32mOK
\e[0m 0.01
8885 cic:/Sophia-Antipolis/Float/FminOp/rFloat.con
\e[0;32mOK
\e[0m 0.02
8886 cic:/Sophia-Antipolis/Float/FminOp/rResult_rect.con
\e[0;32mOK
\e[0m 0.01
8887 cic:/Sophia-Antipolis/Float/FminOp/FminOp/dExp.var
\e[0;32mOK
\e[0m 0.02
8888 cic:/Sophia-Antipolis/Float/FminOp/FminOp/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8889 cic:/Sophia-Antipolis/Float/Fmin/FMinMax/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8890 cic:/Sophia-Antipolis/Float/Float/floatEq.con
\e[0;32mOK
\e[0m 0.02
8891 cic:/Sophia-Antipolis/Float/Float/float_ind.con
\e[0;32mOK
\e[0m 0.00
8892 cic:/Sophia-Antipolis/Float/Float/float_rec.con
\e[0;32mOK
\e[0m 0.00
8893 cic:/Sophia-Antipolis/Float/Float/is_Fzero.con
\e[0;32mOK
\e[0m 0.01
8894 cic:/Sophia-Antipolis/Float/Float/definitions/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8895 cic:/Sophia-Antipolis/Float/Finduct/finduct/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8896 cic:/Sophia-Antipolis/Float/Fcomp/comparisons/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8897 cic:/Sophia-Antipolis/Float/Fbound/Fbounded.con
\e[0;32mOK
\e[0m 0.01
8898 cic:/Sophia-Antipolis/Float/Fbound/Fbounded_Def/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.00
8899 cic:/Sophia-Antipolis/Float/Faux/Z_O_1.con
\e[0;32mOK
\e[0m 0.01
8900 cic:/Sophia-Antipolis/Float/Faux/Zabs_eq_opp.con
\e[0;32mOK
\e[0m 0.01
8901 cic:/Sophia-Antipolis/Float/Faux/Zle_Zabs.con
\e[0;32mOK
\e[0m 0.03
8902 cic:/Sophia-Antipolis/Float/Faux/Zmax_le2.con
\e[0;32mOK
\e[0m 0.01
8903 cic:/Sophia-Antipolis/Float/Faux/Zmin_Zle.con
\e[0;32mOK
\e[0m 0.01
8904 cic:/Sophia-Antipolis/Float/Faux/Zmin_le1.con
\e[0;32mOK
\e[0m 0.01
8905 cic:/Sophia-Antipolis/Float/Faux/le_refl_eq.con
\e[0;32mOK
\e[0m 0.01
8906 cic:/Sophia-Antipolis/Float/Faux/lt_le_pred.con
\e[0;32mOK
\e[0m 0.01
8907 cic:/Sophia-Antipolis/Float/Faux/minus_inv_lt.con
\e[0;32mOK
\e[0m 0.01
8908 cic:/Sophia-Antipolis/Float/Faux/pos_eq_bool_correct.con
\e[0;32mOK
\e[0m 0.03
8909 cic:/Sophia-Antipolis/Float/FSucc/suc1/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8910 cic:/Sophia-Antipolis/Float/FSucc/suc/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8911 cic:/Sophia-Antipolis/Float/FPred/pred/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8912 cic:/Sophia-Antipolis/Float/Digit/Pdigit/nMoreThan1.var
\e[0;32mOK
\e[0m 0.02
8913 cic:/Sophia-Antipolis/Float/ClosestProp/Fclosestp/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8914 cic:/Sophia-Antipolis/Float/ClosestPlus/ClosestP/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.02
8915 cic:/Sophia-Antipolis/Float/ClosestMult/FRoundP/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8916 cic:/Sophia-Antipolis/Float/Closest2Prop/TwoMoreThanOne.con
\e[0;32mOK
\e[0m 0.01
8917 cic:/Sophia-Antipolis/Float/Closest2Plus/TwoMoreThanOne.con
\e[0;32mOK
\e[0m 0.01
8918 cic:/Sophia-Antipolis/Float/Closest/Fclosest/radixMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
8919 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Empty_set_minimal.con
\e[0;32mOK
\e[0m 0.01
8920 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Intersection_maximal.con
\e[0;32mOK
\e[0m 0.01
8921 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Power_set.ind
\e[0;32mOK
\e[0m 0.01
8922 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Union_increases_l.con
\e[0;32mOK
\e[0m 0.01
8923 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Union_increases_r.con
\e[0;32mOK
\e[0m 0.01
8924 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_3/Noetherian.con
\e[0;32mOK
\e[0m 0.02
8925 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_3/coherent.con
\e[0;32mOK
\e[0m 0.01
8926 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_3/noetherian_ind.con
\e[0;32mOK
\e[0m 0.01
8927 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2_facts/Rplus_contains_R.con
\e[0;32mOK
\e[0m 0.03
8928 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2_facts/Rstar_contains_R.con
\e[0;32mOK
\e[0m 0.01
8929 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2_facts/Rstar_reflexive.con
\e[0;32mOK
\e[0m 0.01
8930 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2/Rplus_ind.con
\e[0;32mOK
\e[0m 0.02
8931 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2/Rstar1_ind.con
\e[0;32mOK
\e[0m 0.01
8932 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2/Rstar_ind.con
\e[0;32mOK
\e[0m 0.01
8933 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1_facts/Rsym_imp_notRsym.con
\e[0;32mOK
\e[0m 0.02
8934 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Equivalence.ind
\e[0;32mOK
\e[0m 0.01
8935 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Order.ind
\e[0;32mOK
\e[0m 0.01
8936 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/PER.ind
\e[0;32mOK
\e[0m 0.00
8937 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Preorder.ind
\e[0;32mOK
\e[0m 0.01
8938 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Disjoint.ind
\e[0;32mOK
\e[0m 0.01
8939 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Finite.ind
\e[0;32mOK
\e[0m 0.00
8940 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Intersection_ind.con
\e[0;32mOK
\e[0m 0.01
8941 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Non_empty_ind.con
\e[0;32mOK
\e[0m 0.01
8942 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Same_set.con
\e[0;32mOK
\e[0m 0.00
8943 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Setminus_ind.con
\e[0;32mOK
\e[0m 0.01
8944 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Union_ind.con
\e[0;32mOK
\e[0m 0.01
8945 cic:/Sophia-Antipolis/Buchberger/WfR0/BadM.con
\e[0;32mOK
\e[0m 0.02
8946 cic:/Sophia-Antipolis/Buchberger/Term/M1.con
\e[0;32mOK
\e[0m 0.00
8947 cic:/Sophia-Antipolis/Buchberger/Term/eqT.con
\e[0;32mOK
\e[0m 0.00
8948 cic:/Sophia-Antipolis/Buchberger/Term/multTerm.con
\e[0;32mOK
\e[0m 0.00
8949 cic:/Sophia-Antipolis/Buchberger/Term/zeroP_dec.con
\e[0;32mOK
\e[0m 0.00
8950 cic:/Sophia-Antipolis/Buchberger/Peq/eqP.ind
\e[0;32mOK
\e[0m 0.01
8951 cic:/Sophia-Antipolis/Buchberger/Peq/pX_inj.con
\e[0;32mOK
\e[0m 0.02
8952 cic:/Sophia-Antipolis/Buchberger/Peq/pX_invl.con
\e[0;32mOK
\e[0m 0.04
8953 cic:/Sophia-Antipolis/Buchberger/Peq/pX_invr.con
\e[0;32mOK
\e[0m 0.06
8954 cic:/Sophia-Antipolis/Buchberger/Peq/sizel.con
\e[0;32mOK
\e[0m 0.00
8955 cic:/Sophia-Antipolis/Buchberger/Peq/sizel3.con
\e[0;32mOK
\e[0m 0.01
8956 cic:/Sophia-Antipolis/Buchberger/POrder/fP.con
\e[0;32mOK
\e[0m 0.01
8957 cic:/Sophia-Antipolis/Buchberger/POrder/ltT.con
\e[0;32mOK
\e[0m 0.00
8958 cic:/Sophia-Antipolis/Buchberger/POrder/nZterm.con
\e[0;32mOK
\e[0m 0.00
8959 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/DescA.var
\e[0;32mOK
\e[0m 0.00
8960 cic:/Sophia-Antipolis/Buchberger/OrderStructure/OrderStructure.ind
\e[0;32mOK
\e[0m 0.00
8961 cic:/Sophia-Antipolis/Buchberger/OpenIndGoodRel/OpenIndGoodRel/wflt.var
\e[0;32mOK
\e[0m 0.02
8962 cic:/Sophia-Antipolis/Buchberger/Monomials/is_nil_id.con
\e[0;32mOK
\e[0m 0.01
8963 cic:/Sophia-Antipolis/Buchberger/Monomials/mult_mon_assoc.con
\e[0;32mOK
\e[0m 0.04
8964 cic:/Sophia-Antipolis/Buchberger/Monomials/mult_mon_zero_l.con
\e[0;32mOK
\e[0m 0.01
8965 cic:/Sophia-Antipolis/Buchberger/Monomials/recomp_ok.con
\e[0;32mOK
\e[0m 0.02
8966 cic:/Sophia-Antipolis/Buchberger/ListProps/map_app.con
\e[0;32mOK
\e[0m 0.04
8967 cic:/Sophia-Antipolis/Buchberger/ListProps/map_in.con
\e[0;32mOK
\e[0m 0.03
8968 cic:/Sophia-Antipolis/Buchberger/LexiOrder/degc.con
\e[0;32mOK
\e[0m 0.01
8969 cic:/Sophia-Antipolis/Buchberger/LexiOrder/orderc_ind.con
\e[0;32mOK
\e[0m 0.01
8970 cic:/Sophia-Antipolis/Buchberger/Fred/redacc.con
\e[0;32mOK
\e[0m 0.02
8971 cic:/Sophia-Antipolis/Buchberger/Fred/zerop_nf_cb.con
\e[0;32mOK
\e[0m 0.01
8972 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/cb_incl.var
\e[0;32mOK
\e[0m 0.01
8973 cic:/Sophia-Antipolis/Buchberger/Fred/Reduce/divp_trans.var
\e[0;32mOK
\e[0m 0.01
8974 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm.con
\e[0;32mOK
\e[0m 0.01
8975 cic:/Sophia-Antipolis/Buchberger/DivTerm/ppc.con
\e[0;32mOK
\e[0m 0.01
8976 cic:/Sophia-Antipolis/Buchberger/Dickson/jjProp1.con
\e[0;32mOK
\e[0m 0.02
8977 cic:/Sophia-Antipolis/Buchberger/Dickson/monLift_lem.con
\e[0;32mOK
\e[0m 0.01
8978 cic:/Sophia-Antipolis/Buchberger/Dickson/Dickson/wfgt.var
\e[0;32mOK
\e[0m 0.01
8979 cic:/Sophia-Antipolis/Buchberger/CoefStructure/CoefStructure.ind
\e[0;32mOK
\e[0m 0.01
8980 cic:/Sophia-Antipolis/Buchberger/Buch/in_incl.con
\e[0;32mOK
\e[0m 0.02
8981 cic:/Sophia-Antipolis/Buchberger/Bar/Bad.con
\e[0;32mOK
\e[0m 0.01
8982 cic:/Sophia-Antipolis/Buchberger/Bar/Bar_ind.con
\e[0;32mOK
\e[0m 0.01
8983 cic:/Sophia-Antipolis/Buchberger/Bar/Bar_rec.con
\e[0;32mOK
\e[0m 0.01
8984 cic:/Sophia-Antipolis/Buchberger/Bar/ExistsL_ind.con
\e[0;32mOK
\e[0m 0.01
8985 cic:/Sophia-Antipolis/Buchberger/Bar/ExistsL_rec.con
\e[0;32mOK
\e[0m 0.01
8986 cic:/Sophia-Antipolis/Buchberger/Bar/GRBar.con
\e[0;32mOK
\e[0m 0.01
8987 cic:/Sophia-Antipolis/Buchberger/Bar/GoodR_rect.con
\e[0;32mOK
\e[0m 0.02
8988 cic:/Sophia-Antipolis/Buchberger/Bar/monExistsL1.con
\e[0;32mOK
\e[0m 0.01
8989 cic:/Sophia-Antipolis/Buchberger/Bar/monGoodR1.con
\e[0;32mOK
\e[0m 0.01
8990 cic:/Sophia-Antipolis/Buchberger/Bar/tdivExists_trmHd_lem.con
\e[0;32mOK
\e[0m 0.04
8991 cic:/Sophia-Antipolis/Bertrand/why/WhyArrays/new_def.con
\e[0;32mOK
\e[0m 0.01
8992 cic:/Sophia-Antipolis/Bertrand/why/WhyArrays/store.con
\e[0;32mOK
\e[0m 0.01
8993 cic:/Sophia-Antipolis/Bertrand/Summation/sum_nm_c.con
\e[0;32mOK
\e[0m 0.02
8994 cic:/Sophia-Antipolis/Bertrand/Product/prod_nm_i.con
\e[0;32mOK
\e[0m 0.02
8995 cic:/Sophia-Antipolis/Bertrand/Product/t_prod_Svars.con
\e[0;32mOK
\e[0m 0.01
8996 cic:/Sophia-Antipolis/Bertrand/Prime/prime.con
\e[0;32mOK
\e[0m 0.03
8997 cic:/Sophia-Antipolis/Bertrand/PowerDiv/power_div_aux.con
\e[0;32mOK
\e[0m 0.02
8998 cic:/Sophia-Antipolis/Bertrand/Power/SO_power.con
\e[0;32mOK
\e[0m 0.01
8999 cic:/Sophia-Antipolis/Bertrand/Power/power_O.con
\e[0;32mOK
\e[0m 0.01
9000 cic:/Sophia-Antipolis/Bertrand/Knuth_why/In.ind
\e[0;32mOK
\e[0m 0.01
9001 cic:/Sophia-Antipolis/Bertrand/Knuth_def/INV_inv_eq.con
\e[0;32mOK
\e[0m 0.02
9002 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_spec_ind.con
\e[0;32mOK
\e[0m 0.02
9003 cic:/Sophia-Antipolis/Bertrand/Gcd/is_gcd.con
\e[0;32mOK
\e[0m 0.01
9004 cic:/Sophia-Antipolis/Bertrand/Divides/all_divides_O.con
\e[0;32mOK
\e[0m 0.01
9005 cic:/Sophia-Antipolis/Bertrand/Divides/div_divides.con
\e[0;32mOK
\e[0m 0.01
9006 cic:/Sophia-Antipolis/Bertrand/Divides/divides_div.con
\e[0;32mOK
\e[0m 0.01
9007 cic:/Sophia-Antipolis/Bertrand/Divides/ex_div.con
\e[0;32mOK
\e[0m 0.01
9008 cic:/Sophia-Antipolis/Bertrand/DivDirac/div_dirac.con
\e[0;32mOK
\e[0m 0.02
9009 cic:/Sophia-Antipolis/Bertrand/Div/div.con
\e[0;32mOK
\e[0m 0.01
9010 cic:/Sophia-Antipolis/Angles/point_tangente/construction_circonscrit.con
\e[0;32mOK
\e[0m 0.02
9011 cic:/Sophia-Antipolis/Angles/point_tangente/exists_opp_angle.con
\e[0;32mOK
\e[0m 0.01
9012 cic:/Sophia-Antipolis/Angles/point_tangente/sont_cocycliques.con
\e[0;32mOK
\e[0m 0.01
9013 cic:/Sophia-Antipolis/Angles/point_orthocentre/orthocentre.con
\e[0;32mOK
\e[0m 0.02
9014 cic:/Sophia-Antipolis/Angles/point_orthocentre/Theoreme/triangle.var
\e[0;32mOK
\e[0m 0.01
9015 cic:/Sophia-Antipolis/Angles/point_napoleon/critere_orthogonal.con
\e[0;32mOK
\e[0m 0.02
9016 cic:/Sophia-Antipolis/Angles/point_napoleon/milieu.con
\e[0;32mOK
\e[0m 0.01
9017 cic:/Sophia-Antipolis/Angles/point_napoleon/point_aligne.con
\e[0;32mOK
\e[0m 0.00
9018 cic:/Sophia-Antipolis/Angles/point_cocyclicite/construction_circonscrit.con
\e[0;32mOK
\e[0m 0.01
9019 cic:/Sophia-Antipolis/Angles/point_cocyclicite/exists_opp_angle.con
\e[0;32mOK
\e[0m 0.02
9020 cic:/Sophia-Antipolis/Angles/point_cocyclicite/sont_cocycliques.con
\e[0;32mOK
\e[0m 0.01
9021 cic:/Sophia-Antipolis/Angles/point_angle/oppu_u.con
\e[0;32mOK
\e[0m 0.01
9022 cic:/Sophia-Antipolis/Angles/point_angle/pi_plus_zero.con
\e[0;32mOK
\e[0m 0.01
9023 cic:/Sophia-Antipolis/Angles/point_angle/plus_assoc.con
\e[0;32mOK
\e[0m 0.02
9024 cic:/Sophia-Antipolis/Angles/point_angle/zero_plus_a.con
\e[0;32mOK
\e[0m 0.01
9025 cic:/Sophia-Antipolis/Algebra/Z_group/ax1.con
\e[0;32mOK
\e[0m 0.01
9026 cic:/Sophia-Antipolis/Algebra/Z_group/ax2.con
\e[0;32mOK
\e[0m 0.01
9027 cic:/Sophia-Antipolis/Algebra/Z_group/ax3.con
\e[0;32mOK
\e[0m 0.01
9028 cic:/Sophia-Antipolis/Algebra/Z_group/ax4.con
\e[0;32mOK
\e[0m 0.01
9029 cic:/Sophia-Antipolis/Algebra/Z_group/pos_abs.con
\e[0;32mOK
\e[0m 0.01
9030 cic:/Sophia-Antipolis/Algebra/Sets/equivalence.con
\e[0;32mOK
\e[0m 0.02
9031 cic:/Rocq/ZF/zfc/Big_is_big.con
\e[0;32mOK
\e[0m 0.02
9032 cic:/Rocq/ZF/zfc/CINC.con
\e[0;32mOK
\e[0m 0.01
9033 cic:/Rocq/ZF/zfc/CIN_EXType.con
\e[0;32mOK
\e[0m 0.02
9034 cic:/Rocq/ZF/zfc/CIN_IN.con
\e[0;32mOK
\e[0m 0.02
9035 cic:/Rocq/ZF/zfc/CIN_Paire_left.con
\e[0;32mOK
\e[0m 0.01
9036 cic:/Rocq/ZF/zfc/CIN_Paire_right.con
\e[0;32mOK
\e[0m 0.01
9037 cic:/Rocq/ZF/zfc/CIN_sound_left.con
\e[0;32mOK
\e[0m 0.01
9038 cic:/Rocq/ZF/zfc/CIN_sound_right.con
\e[0;32mOK
\e[0m 0.03
9039 cic:/Rocq/ZF/zfc/Couple.con
\e[0;32mOK
\e[0m 0.00
9040 cic:/Rocq/ZF/zfc/EQC_EXType.con
\e[0;32mOK
\e[0m 0.03
9041 cic:/Rocq/ZF/zfc/EQ_EXType.con
\e[0;32mOK
\e[0m 0.02
9042 cic:/Rocq/ZF/zfc/INC.con
\e[0;32mOK
\e[0m 0.01
9043 cic:/Rocq/ZF/zfc/IN_Big_small.con
\e[0;32mOK
\e[0m 0.01
9044 cic:/Rocq/ZF/zfc/IN_Comp_P.con
\e[0;32mOK
\e[0m 0.02
9045 cic:/Rocq/ZF/zfc/IN_EXType.con
\e[0;32mOK
\e[0m 0.01
9046 cic:/Rocq/ZF/zfc/IN_P_Comp.con
\e[0;32mOK
\e[0m 0.02
9047 cic:/Rocq/ZF/zfc/IN_Paire_left.con
\e[0;32mOK
\e[0m 0.01
9048 cic:/Rocq/ZF/zfc/IN_Paire_right.con
\e[0;32mOK
\e[0m 0.01
9049 cic:/Rocq/ZF/zfc/IN_small_small.con
\e[0;32mOK
\e[0m 0.01
9050 cic:/Rocq/ZF/zfc/IN_sound_left.con
\e[0;32mOK
\e[0m 0.03
9051 cic:/Rocq/ZF/zfc/IN_sound_right.con
\e[0;32mOK
\e[0m 0.02
9052 cic:/Rocq/ZF/zfc/Inter.con
\e[0;32mOK
\e[0m 0.01
9053 cic:/Rocq/ZF/zfc/Paire_CIN.con
\e[0;32mOK
\e[0m 0.01
9054 cic:/Rocq/ZF/zfc/Paire_IN.con
\e[0;32mOK
\e[0m 0.01
9055 cic:/Rocq/ZF/zfc/Paire_sound_left.con
\e[0;32mOK
\e[0m 0.02
9056 cic:/Rocq/ZF/zfc/Paire_sound_leftC.con
\e[0;32mOK
\e[0m 0.02
9057 cic:/Rocq/ZF/zfc/Paire_sound_right.con
\e[0;32mOK
\e[0m 0.02
9058 cic:/Rocq/ZF/zfc/Paire_sound_rightC.con
\e[0;32mOK
\e[0m 0.02
9059 cic:/Rocq/ZF/zfc/Power_sound_inj.con
\e[0;32mOK
\e[0m 0.10
9060 cic:/Rocq/ZF/zfc/Union.con
\e[0;32mOK
\e[0m 0.01
9061 cic:/Rocq/ZF/zfc/Vide_est_vide.con
\e[0;32mOK
\e[0m 0.03
9062 cic:/Rocq/ZF/zfc/collection.con
\e[0;32mOK
\e[0m 0.01
9063 cic:/Rocq/ZF/zfc/replacement.con
\e[0;32mOK
\e[0m 0.01
9064 cic:/Rocq/ZF/zfc/tout_vide_est_Vide.con
\e[0;32mOK
\e[0m 0.01
9065 cic:/Rocq/ZF/zfc/tout_vide_est_VideC.con
\e[0;32mOK
\e[0m 0.02
9066 cic:/Rocq/ZF/Sets/INC.con
\e[0;32mOK
\e[0m 0.01
9067 cic:/Rocq/ZF/Sets/IN_sound_left.con
\e[0;32mOK
\e[0m 0.02
9068 cic:/Rocq/ZF/Sets/IN_sound_right.con
\e[0;32mOK
\e[0m 0.02
9069 cic:/Rocq/ZF/Replacement/collection.con
\e[0;32mOK
\e[0m 0.01
9070 cic:/Rocq/ZF/Replacement/replacement.con
\e[0;32mOK
\e[0m 0.01
9071 cic:/Rocq/ZF/Hierarchy/Big_is_big.con
\e[0;32mOK
\e[0m 0.01
9072 cic:/Rocq/ZF/Hierarchy/IN_Big_small.con
\e[0;32mOK
\e[0m 0.01
9073 cic:/Rocq/ZF/Hierarchy/IN_small_small.con
\e[0;32mOK
\e[0m 0.01
9074 cic:/Rocq/ZF/Hierarchy/Power_sound_inj.con
\e[0;32mOK
\e[0m 0.11
9075 cic:/Rocq/ZF/Constructive/CINC.con
\e[0;32mOK
\e[0m 0.03
9076 cic:/Rocq/ZF/Constructive/CIN_EXType.con
\e[0;32mOK
\e[0m 0.06
9077 cic:/Rocq/ZF/Constructive/CIN_IN.con
\e[0;32mOK
\e[0m 0.02
9078 cic:/Rocq/ZF/Constructive/CIN_Paire_left.con
\e[0;32mOK
\e[0m 0.01
9079 cic:/Rocq/ZF/Constructive/CIN_Paire_right.con
\e[0;32mOK
\e[0m 0.01
9080 cic:/Rocq/ZF/Constructive/CIN_sound_left.con
\e[0;32mOK
\e[0m 0.01
9081 cic:/Rocq/ZF/Constructive/CIN_sound_right.con
\e[0;32mOK
\e[0m 0.04
9082 cic:/Rocq/ZF/Constructive/EQC_EXType.con
\e[0;32mOK
\e[0m 0.04
9083 cic:/Rocq/ZF/Constructive/Paire_CIN.con
\e[0;32mOK
\e[0m 0.01
9084 cic:/Rocq/ZF/Constructive/Paire_sound_leftC.con
\e[0;32mOK
\e[0m 0.03
9085 cic:/Rocq/ZF/Constructive/Paire_sound_rightC.con
\e[0;32mOK
\e[0m 0.25
9086 cic:/Rocq/ZF/Constructive/tout_vide_est_VideC.con
\e[0;32mOK
\e[0m 0.02
9087 cic:/Rocq/ZF/Cartesian/Couple.con
\e[0;32mOK
\e[0m 0.03
9088 cic:/Rocq/ZF/Axioms/EQ_EXType.con
\e[0;32mOK
\e[0m 0.03
9089 cic:/Rocq/ZF/Axioms/IN_EXType.con
\e[0;32mOK
\e[0m 0.01
9090 cic:/Rocq/ZF/Axioms/IN_P_Comp.con
\e[0;32mOK
\e[0m 0.02
9091 cic:/Rocq/ZF/Axioms/IN_Paire_left.con
\e[0;32mOK
\e[0m 0.01
9092 cic:/Rocq/ZF/Axioms/IN_Paire_right.con
\e[0;32mOK
\e[0m 0.01
9093 cic:/Rocq/ZF/Axioms/Inter.con
\e[0;32mOK
\e[0m 0.02
9094 cic:/Rocq/ZF/Axioms/Paire_IN.con
\e[0;32mOK
\e[0m 0.01
9095 cic:/Rocq/ZF/Axioms/Paire_sound_left.con
\e[0;32mOK
\e[0m 0.02
9096 cic:/Rocq/ZF/Axioms/Paire_sound_right.con
\e[0;32mOK
\e[0m 0.02
9097 cic:/Rocq/ZF/Axioms/Union.con
\e[0;32mOK
\e[0m 0.01
9098 cic:/Rocq/ZF/Axioms/Vide_est_vide.con
\e[0;32mOK
\e[0m 0.01
9099 cic:/Rocq/ZF/Axioms/tout_vide_est_Vide.con
\e[0;32mOK
\e[0m 0.01
9100 cic:/Rocq/TreeAutomata/union/adcnv_disj.con
\e[0;32mOK
\e[0m 0.03
9101 cic:/Rocq/TreeAutomata/union/adcnv_inj0.con
\e[0;32mOK
\e[0m 0.02
9102 cic:/Rocq/TreeAutomata/union/adcnv_inj1.con
\e[0;32mOK
\e[0m 0.03
9103 cic:/Rocq/TreeAutomata/union/adcnv_ok.con
\e[0;32mOK
\e[0m 0.02
9104 cic:/Rocq/TreeAutomata/union/umpl_conv_0.con
\e[0;32mOK
\e[0m 0.01
9105 cic:/Rocq/TreeAutomata/union/umpl_conv_1.con
\e[0;32mOK
\e[0m 0.01
9106 cic:/Rocq/TreeAutomata/union/union_pl_1.con
\e[0;32mOK
\e[0m 0.01
9107 cic:/Rocq/TreeAutomata/states_kill_empty/prec_list_kill.con
\e[0;32mOK
\e[0m 0.02
9108 cic:/Rocq/TreeAutomata/signature/mpl_compat.con
\e[0;32mOK
\e[0m 0.03
9109 cic:/Rocq/TreeAutomata/signature/pl_compat_sym.con
\e[0;32mOK
\e[0m 0.02
9110 cic:/Rocq/TreeAutomata/signature/pl_compatible.con
\e[0;32mOK
\e[0m 0.01
9111 cic:/Rocq/TreeAutomata/signature/pl_tl_length_ind.con
\e[0;32mOK
\e[0m 0.01
9112 cic:/Rocq/TreeAutomata/signature/pl_tl_length_pl_compat.con
\e[0;32mOK
\e[0m 0.10
9113 cic:/Rocq/TreeAutomata/signature/st_compat_check_0.con
\e[0;32mOK
\e[0m 0.01
9114 cic:/Rocq/TreeAutomata/signature/state_correct_wrt_sign.con
\e[0;32mOK
\e[0m 0.01
9115 cic:/Rocq/TreeAutomata/signature/state_correct_wrt_sign_with_offset.con
\e[0;32mOK
\e[0m 0.01
9116 cic:/Rocq/TreeAutomata/semantics/conservation_5_0.con
\e[0;32mOK
\e[0m 0.02
9117 cic:/Rocq/TreeAutomata/pl_path/pl_path_incl_ind.con
\e[0;32mOK
\e[0m 0.02
9118 cic:/Rocq/TreeAutomata/pl_path/pl_path_incl_length_def.con
\e[0;32mOK
\e[0m 0.01
9119 cic:/Rocq/TreeAutomata/pl_path/pl_path_ind.con
\e[0;32mOK
\e[0m 0.01
9120 cic:/Rocq/TreeAutomata/pl_path/pl_path_rec.con
\e[0;32mOK
\e[0m 0.01
9121 cic:/Rocq/TreeAutomata/lattice_fixpoint/MapFlag_rect.con
\e[0;32mOK
\e[0m 0.01
9122 cic:/Rocq/TreeAutomata/lattice_fixpoint/andb_incr.con
\e[0;32mOK
\e[0m 0.01
9123 cic:/Rocq/TreeAutomata/lattice_fixpoint/chain.ind
\e[0;32mOK
\e[0m 0.01
9124 cic:/Rocq/TreeAutomata/lattice_fixpoint/chain_length.con
\e[0;32mOK
\e[0m 0.01
9125 cic:/Rocq/TreeAutomata/lattice_fixpoint/def_ok_app.con
\e[0;32mOK
\e[0m 0.01
9126 cic:/Rocq/TreeAutomata/lattice_fixpoint/dist_chain.ind
\e[0;32mOK
\e[0m 0.01
9127 cic:/Rocq/TreeAutomata/lattice_fixpoint/ensemble_base.con
\e[0;32mOK
\e[0m 0.01
9128 cic:/Rocq/TreeAutomata/lattice_fixpoint/fix_point.con
\e[0;32mOK
\e[0m 0.02
9129 cic:/Rocq/TreeAutomata/lattice_fixpoint/increasing_app.con
\e[0;32mOK
\e[0m 0.01
9130 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres.con
\e[0;32mOK
\e[0m 0.02
9131 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_0.con
\e[0;32mOK
\e[0m 0.01
9132 cic:/Rocq/TreeAutomata/lattice_fixpoint/lazy_power_aux.con
\e[0;32mOK
\e[0m 0.01
9133 cic:/Rocq/TreeAutomata/lattice_fixpoint/map_maxi.con
\e[0;32mOK
\e[0m 0.01
9134 cic:/Rocq/TreeAutomata/lattice_fixpoint/map_mini.con
\e[0;32mOK
\e[0m 0.01
9135 cic:/Rocq/TreeAutomata/lattice_fixpoint/maxi.con
\e[0;32mOK
\e[0m 0.01
9136 cic:/Rocq/TreeAutomata/lattice_fixpoint/mini.con
\e[0;32mOK
\e[0m 0.02
9137 cic:/Rocq/TreeAutomata/lattice_fixpoint/non_dist_chain.ind
\e[0;32mOK
\e[0m 0.00
9138 cic:/Rocq/TreeAutomata/lattice_fixpoint/orb_incr.con
\e[0;32mOK
\e[0m 0.01
9139 cic:/Rocq/TreeAutomata/lattice_fixpoint/prechain_dom_ok.ind
\e[0;32mOK
\e[0m 0.00
9140 cic:/Rocq/TreeAutomata/lattice_fixpoint/prechain_last.con
\e[0;32mOK
\e[0m 0.01
9141 cic:/Rocq/TreeAutomata/lattice_fixpoint/prechain_rect.con
\e[0;32mOK
\e[0m 0.01
9142 cic:/Rocq/TreeAutomata/lattice_fixpoint/r_antisymmetric.con
\e[0;32mOK
\e[0m 0.01
9143 cic:/Rocq/TreeAutomata/lattice_fixpoint/r_reflexive.con
\e[0;32mOK
\e[0m 0.00
9144 cic:/Rocq/TreeAutomata/lattice_fixpoint/r_symmetric.con
\e[0;32mOK
\e[0m 0.01
9145 cic:/Rocq/TreeAutomata/lattice_fixpoint/r_transitive.con
\e[0;32mOK
\e[0m 0.01
9146 cic:/Rocq/TreeAutomata/inter/ad_couple_ind.con
\e[0;32mOK
\e[0m 0.01
9147 cic:/Rocq/TreeAutomata/inter/ad_couple_rec.con
\e[0;32mOK
\e[0m 0.01
9148 cic:/Rocq/TreeAutomata/inter/iad_conv_aux_0_inj.con
\e[0;32mOK
\e[0m 0.06
9149 cic:/Rocq/TreeAutomata/inter/iad_conv_aux_1_inj.con
\e[0;32mOK
\e[0m 0.06
9150 cic:/Rocq/TreeAutomata/inter/iad_conv_aux_img_disj.con
\e[0;32mOK
\e[0m 0.27
9151 cic:/Rocq/TreeAutomata/inter/iad_conv_inv.con
\e[0;32mOK
\e[0m 0.01
9152 cic:/Rocq/TreeAutomata/inter/iad_conv_surj_0.con
\e[0;32mOK
\e[0m 0.03
9153 cic:/Rocq/TreeAutomata/inter/iad_conv_surj_1.con
\e[0;32mOK
\e[0m 0.03
9154 cic:/Rocq/TreeAutomata/inter/iad_conv_surj_2.con
\e[0;32mOK
\e[0m 0.04
9155 cic:/Rocq/TreeAutomata/inter/iad_conv_surj_3.con
\e[0;32mOK
\e[0m 0.03
9156 cic:/Rocq/TreeAutomata/inter/iad_inv_0.con
\e[0;32mOK
\e[0m 0.02
9157 cic:/Rocq/TreeAutomata/inter/iad_inv_1.con
\e[0;32mOK
\e[0m 0.03
9158 cic:/Rocq/TreeAutomata/inter/pl_ess_aux_2.con
\e[0;32mOK
\e[0m 0.01
9159 cic:/Rocq/TreeAutomata/inter/pl_essence.con
\e[0;32mOK
\e[0m 0.01
9160 cic:/Rocq/TreeAutomata/inter/pl_path_product.con
\e[0;32mOK
\e[0m 0.01
9161 cic:/Rocq/TreeAutomata/inter/pl_produit_0.con
\e[0;32mOK
\e[0m 0.01
9162 cic:/Rocq/TreeAutomata/inter/pl_produit_1.con
\e[0;32mOK
\e[0m 0.01
9163 cic:/Rocq/TreeAutomata/empty_test/pl_non_empty.con
\e[0;32mOK
\e[0m 0.03
9164 cic:/Rocq/TreeAutomata/empty_test/pl_path_true.ind
\e[0;32mOK
\e[0m 0.01
9165 cic:/Rocq/TreeAutomata/defs/ad_double_inv_ad_z.con
\e[0;32mOK
\e[0m 0.02
9166 cic:/Rocq/TreeAutomata/defs/ad_double_inv_xO.con
\e[0;32mOK
\e[0m 0.01
9167 cic:/Rocq/TreeAutomata/defs/ad_double_plus_un_inv_xH.con
\e[0;32mOK
\e[0m 0.01
9168 cic:/Rocq/TreeAutomata/defs/ad_double_plus_un_inv_xI.con
\e[0;32mOK
\e[0m 0.02
9169 cic:/Rocq/TreeAutomata/defs/high_aux_1.con
\e[0;32mOK
\e[0m 0.02
9170 cic:/Rocq/TreeAutomata/defs/indprinciple_3_aux.con
\e[0;32mOK
\e[0m 0.01
9171 cic:/Rocq/TreeAutomata/defs/preDTA.con
\e[0;32mOK
\e[0m 0.01
9172 cic:/Rocq/TreeAutomata/defs/prec_contained_ind.con
\e[0;32mOK
\e[0m 0.01
9173 cic:/Rocq/TreeAutomata/defs/prec_in_state.con
\e[0;32mOK
\e[0m 0.01
9174 cic:/Rocq/TreeAutomata/defs/prec_list_ind.con
\e[0;32mOK
\e[0m 0.01
9175 cic:/Rocq/TreeAutomata/defs/prec_list_rec.con
\e[0;32mOK
\e[0m 0.01
9176 cic:/Rocq/TreeAutomata/defs/prec_occur_ind.con
\e[0;32mOK
\e[0m 0.01
9177 cic:/Rocq/TreeAutomata/defs/taille_1.con
\e[0;32mOK
\e[0m 0.01
9178 cic:/Rocq/TreeAutomata/defs/taille_aux_1.con
\e[0;32mOK
\e[0m 0.02
9179 cic:/Rocq/TreeAutomata/defs/taille_aux_2.con
\e[0;32mOK
\e[0m 0.01
9180 cic:/Rocq/TreeAutomata/defs/term_ind.con
\e[0;32mOK
\e[0m 0.01
9181 cic:/Rocq/TreeAutomata/defs/term_list_ind.con
\e[0;32mOK
\e[0m 0.01
9182 cic:/Rocq/TreeAutomata/defs/term_list_occur_ind.con
\e[0;32mOK
\e[0m 0.01
9183 cic:/Rocq/TreeAutomata/defs/term_list_rec.con
\e[0;32mOK
\e[0m 0.01
9184 cic:/Rocq/TreeAutomata/defs/term_occur_def_0.con
\e[0;32mOK
\e[0m 0.01
9185 cic:/Rocq/TreeAutomata/defs/term_occur_def_1.con
\e[0;32mOK
\e[0m 0.01
9186 cic:/Rocq/TreeAutomata/defs/term_occur_ind.con
\e[0;32mOK
\e[0m 0.01
9187 cic:/Rocq/TreeAutomata/defs/term_rec.con
\e[0;32mOK
\e[0m 0.01
9188 cic:/Rocq/TreeAutomata/bases/aux_ad_eq_1_1.con
\e[0;32mOK
\e[0m 0.05
9189 cic:/Rocq/TreeAutomata/bases/beq_nat_complete.con
\e[0;32mOK
\e[0m 0.02
9190 cic:/Rocq/TreeAutomata/bases/in_M0_false.con
\e[0;32mOK
\e[0m 0.01
9191 cic:/Rocq/TreeAutomata/bases/in_M2_disj.con
\e[0;32mOK
\e[0m 0.06
9192 cic:/Rocq/TreeAutomata/bases/le_n_n.con
\e[0;32mOK
\e[0m 0.01
9193 cic:/Rocq/TreeAutomata/bases/plus_O_l.con
\e[0;32mOK
\e[0m 0.01
9194 cic:/Rocq/TreeAutomata/bases/plus_O_r.con
\e[0;32mOK
\e[0m 0.02
9195 cic:/Rocq/TreeAutomata/bases/plus_n_O.con
\e[0;32mOK
\e[0m 0.01
9196 cic:/Rocq/THREE_GAP/Nat_compl/tech_not_exist_pt.con
\e[0;32mOK
\e[0m 0.02
9197 cic:/Rocq/SUBST/terminaison_SL/e_lexfg.con
\e[0;32mOK
\e[0m 0.03
9198 cic:/Rocq/SUBST/sur_les_relations/Rstar_Rplus_R.con
\e[0;32mOK
\e[0m 0.03
9199 cic:/Rocq/SUBST/sur_les_relations/hereditary.con
\e[0;32mOK
\e[0m 0.01
9200 cic:/Rocq/SUBST/sur_les_relations/inclus_star.con
\e[0;32mOK
\e[0m 0.01
9201 cic:/Rocq/SUBST/sur_les_relations/strong_conf_conf.con
\e[0;32mOK
\e[0m 0.04
9202 cic:/Rocq/SUBST/sigma_lift/e_systemSL.ind
\e[0;32mOK
\e[0m 0.02
9203 cic:/Rocq/SUBST/sigma_lift/reg_app_ind.con
\e[0;32mOK
\e[0m 0.02
9204 cic:/Rocq/SUBST/sigma_lift/reg_assenv_ind.con
\e[0;32mOK
\e[0m 0.01
9205 cic:/Rocq/SUBST/sigma_lift/reg_clos_ind.con
\e[0;32mOK
\e[0m 0.01
9206 cic:/Rocq/SUBST/sigma_lift/reg_fvarcons_ind.con
\e[0;32mOK
\e[0m 0.01
9207 cic:/Rocq/SUBST/sigma_lift/reg_fvarlift1_ind.con
\e[0;32mOK
\e[0m 0.01
9208 cic:/Rocq/SUBST/sigma_lift/reg_fvarlift2_ind.con
\e[0;32mOK
\e[0m 0.01
9209 cic:/Rocq/SUBST/sigma_lift/reg_id_ind.con
\e[0;32mOK
\e[0m 0.02
9210 cic:/Rocq/SUBST/sigma_lift/reg_idl_ind.con
\e[0;32mOK
\e[0m 0.01
9211 cic:/Rocq/SUBST/sigma_lift/reg_idr_ind.con
\e[0;32mOK
\e[0m 0.01
9212 cic:/Rocq/SUBST/sigma_lift/reg_lambda_ind.con
\e[0;32mOK
\e[0m 0.01
9213 cic:/Rocq/SUBST/sigma_lift/reg_lift1_ind.con
\e[0;32mOK
\e[0m 0.01
9214 cic:/Rocq/SUBST/sigma_lift/reg_lift2_ind.con
\e[0;32mOK
\e[0m 0.01
9215 cic:/Rocq/SUBST/sigma_lift/reg_liftenv_ind.con
\e[0;32mOK
\e[0m 0.01
9216 cic:/Rocq/SUBST/sigma_lift/reg_liftid_rect.con
\e[0;32mOK
\e[0m 0.01
9217 cic:/Rocq/SUBST/sigma_lift/reg_mapenv_ind.con
\e[0;32mOK
\e[0m 0.03
9218 cic:/Rocq/SUBST/sigma_lift/reg_rvarcons_ind.con
\e[0;32mOK
\e[0m 0.01
9219 cic:/Rocq/SUBST/sigma_lift/reg_rvarlift1_ind.con
\e[0;32mOK
\e[0m 0.01
9220 cic:/Rocq/SUBST/sigma_lift/reg_rvarlift2_ind.con
\e[0;32mOK
\e[0m 0.01
9221 cic:/Rocq/SUBST/sigma_lift/reg_shiftcons_ind.con
\e[0;32mOK
\e[0m 0.01
9222 cic:/Rocq/SUBST/sigma_lift/reg_shiftlift1_ind.con
\e[0;32mOK
\e[0m 0.01
9223 cic:/Rocq/SUBST/sigma_lift/reg_shiftlift2_ind.con
\e[0;32mOK
\e[0m 0.01
9224 cic:/Rocq/SUBST/sigma_lift/reg_varshift1_ind.con
\e[0;32mOK
\e[0m 0.01
9225 cic:/Rocq/SUBST/sigma_lift/reg_varshift2_ind.con
\e[0;32mOK
\e[0m 0.01
9226 cic:/Rocq/SUBST/lambda_sigma_lift/reg_beta_ind.con
\e[0;32mOK
\e[0m 0.02
9227 cic:/Rocq/SUBST/conf_strong_betapar/sconf.con
\e[0;32mOK
\e[0m 0.02
9228 cic:/Rocq/SUBST/comparith/gt_S_l.con
\e[0;32mOK
\e[0m 0.01
9229 cic:/Rocq/SUBST/comparith/mult_n_2.con
\e[0;32mOK
\e[0m 0.01
9230 cic:/Rocq/SUBST/betapar/e_beta_par_ind.con
\e[0;32mOK
\e[0m 0.04
9231 cic:/Rocq/SUBST/betapar/e_betapar_inv.con
\e[0;32mOK
\e[0m 0.04
9232 cic:/Rocq/SUBST/betapar/refl_betapar.con
\e[0;32mOK
\e[0m 0.02
9233 cic:/Rocq/SUBST/Yokouchi/comp_l.con
\e[0;32mOK
\e[0m 0.02
9234 cic:/Rocq/SUBST/Yokouchi/comp_r.con
\e[0;32mOK
\e[0m 0.02
9235 cic:/Rocq/SUBST/Yokouchi/YokouchiS/C.var
\e[0;32mOK
\e[0m 0.01
9236 cic:/Rocq/SUBST/Yokouchi/YokouchiS/SC.var
\e[0;32mOK
\e[0m 0.00
9237 cic:/Rocq/SUBST/TS/sub_explicits_ind.con
\e[0;32mOK
\e[0m 0.02
9238 cic:/Rocq/SUBST/TS/terms_ind.con
\e[0;32mOK
\e[0m 0.02
9239 cic:/Rocq/SUBST/Pol1/e_P1.con
\e[0;32mOK
\e[0m 0.03
9240 cic:/Rocq/SUBST/Newman/NewmanS/C.var
\e[0;32mOK
\e[0m 0.01
9241 cic:/Rocq/SHUFFLE/Words/assoc_append.con
\e[0;32mOK
\e[0m 0.02
9242 cic:/Rocq/SHUFFLE/Words/conc_append.con
\e[0;32mOK
\e[0m 0.01
9243 cic:/Rocq/SHUFFLE/Words/not_odd_and_even.con
\e[0;32mOK
\e[0m 0.01
9244 cic:/Rocq/SHUFFLE/Words/odd_or_even.con
\e[0;32mOK
\e[0m 0.01
9245 cic:/Rocq/SHUFFLE/Paired/paired_bet.ind
\e[0;32mOK
\e[0m 0.02
9246 cic:/Rocq/SHUFFLE/Paired/paired_odd_l_elim.con
\e[0;32mOK
\e[0m 0.01
9247 cic:/Rocq/SHUFFLE/Paired/paired_odd_l_intro.con
\e[0;32mOK
\e[0m 0.01
9248 cic:/Rocq/SHUFFLE/Paired/paired_rot.ind
\e[0;32mOK
\e[0m 0.01
9249 cic:/Rocq/SHUFFLE/Opposite/alt_neg_opp.con
\e[0;32mOK
\e[0m 0.03
9250 cic:/Rocq/SHUFFLE/Alternate/alt_back.con
\e[0;32mOK
\e[0m 0.02
9251 cic:/Rocq/SHUFFLE/Alternate/alt_conc_r.con
\e[0;32mOK
\e[0m 0.04
9252 cic:/Rocq/SHUFFLE/Alternate/alt_neg_elim.con
\e[0;32mOK
\e[0m 0.01
9253 cic:/Rocq/SHUFFLE/Alternate/alternate_ind.con
\e[0;32mOK
\e[0m 0.01
9254 cic:/Rocq/SCHROEDER/Sums/Set_Sum_ind.con
\e[0;32mOK
\e[0m 0.02
9255 cic:/Rocq/SCHROEDER/Sums/Set_Sum_is_minoring.con
\e[0;32mOK
\e[0m 0.01
9256 cic:/Rocq/SCHROEDER/Setminus_fact/Setminus_contravariant.con
\e[0;32mOK
\e[0m 0.02
9257 cic:/Rocq/SCHROEDER/Schroeder/Schroeder_Bernstein/Bijection/Imf.var
\e[0;32mOK
\e[0m 0.02
9258 cic:/Rocq/SCHROEDER/Schroeder/Schroeder_Bernstein/Bijection/Img.var
\e[0;32mOK
\e[0m 0.00
9259 cic:/Rocq/SCHROEDER/Functions/Im_ind.con
\e[0;32mOK
\e[0m 0.02
9260 cic:/Rocq/SCHROEDER/Functions/Rel_rect.con
\e[0;32mOK
\e[0m 0.01
9261 cic:/Rocq/SCHROEDER/Functions/bijection.ind
\e[0;32mOK
\e[0m 0.01
9262 cic:/Rocq/SCHROEDER/Functions/fonction.ind
\e[0;32mOK
\e[0m 0.01
9263 cic:/Rocq/SCHROEDER/Functions/injection.ind
\e[0;32mOK
\e[0m 0.01
9264 cic:/Rocq/SCHROEDER/Functions/surjection.ind
\e[0;32mOK
\e[0m 0.01
9265 cic:/Rocq/PARADOXES/diaconescu/rel_equiv.con
\e[0;32mOK
\e[0m 0.02
9266 cic:/Rocq/PARADOXES/Reynolds1/intro.con
\e[0;32mOK
\e[0m 0.02
9267 cic:/Rocq/PARADOXES/Reynolds1/phi2.con
\e[0;32mOK
\e[0m 0.01
9268 cic:/Rocq/PARADOXES/Logics/ACC_lemma.con
\e[0;32mOK
\e[0m 0.02
9269 cic:/Rocq/PARADOXES/Log_Rel1/per_ind.con
\e[0;32mOK
\e[0m 0.02
9270 cic:/Rocq/PARADOXES/Log_Rel1/per_rec.con
\e[0;32mOK
\e[0m 0.01
9271 cic:/Rocq/PARADOXES/Log_Rel/per_ind.con
\e[0;32mOK
\e[0m 0.01
9272 cic:/Rocq/PARADOXES/Log_Rel/per_rec.con
\e[0;32mOK
\e[0m 0.01
9273 cic:/Rocq/PARADOXES/Hurkens_Set/I.con
\e[0;32mOK
\e[0m 0.02
9274 cic:/Rocq/PARADOXES/Hurkens_Set/induct.con
\e[0;32mOK
\e[0m 0.01
9275 cic:/Rocq/PARADOXES/Hurkens_Set/p2p1.con
\e[0;32mOK
\e[0m 0.01
9276 cic:/Rocq/PARADOXES/Hurkens_Set/p2p2.con
\e[0;32mOK
\e[0m 0.01
9277 cic:/Rocq/PARADOXES/BuraliForti/ACC_emb.con
\e[0;32mOK
\e[0m 0.04
9278 cic:/Rocq/PARADOXES/BuraliForti/emb_trans.con
\e[0;32mOK
\e[0m 0.02
9279 cic:/Rocq/PARADOXES/BuraliForti/sub_rect.con
\e[0;32mOK
\e[0m 0.01
9280 cic:/Rocq/PARADOXES/BuraliForti/witness.con
\e[0;32mOK
\e[0m 0.01
9281 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/choix.con
\e[0;32mOK
\e[0m 0.02
9282 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/proc.con
\e[0;32mOK
\e[0m 0.01
9283 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Correctness/exclusion.con
\e[0;32mOK
\e[0m 0.02
9284 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/Equity.con
\e[0;32mOK
\e[0m 0.01
9285 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/Exists_ind.con
\e[0;32mOK
\e[0m 0.01
9286 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/in_SC.con
\e[0;32mOK
\e[0m 0.00
9287 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/proc.con
\e[0;32mOK
\e[0m 0.02
9288 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Correctness/exclusion.con
\e[0;32mOK
\e[0m 0.03
9289 cic:/Rocq/LAMBDA/Redexes/comp_refl.con
\e[0;32mOK
\e[0m 0.01
9290 cic:/Rocq/LAMBDA/Redexes/comp_sym.con
\e[0;32mOK
\e[0m 0.01
9291 cic:/Rocq/LAMBDA/Redexes/comp_trans.con
\e[0;32mOK
\e[0m 0.04
9292 cic:/Rocq/LAMBDA/Redexes/union_defined.con
\e[0;32mOK
\e[0m 0.02
9293 cic:/Rocq/LAMBDA/Redexes/union_l.con
\e[0;32mOK
\e[0m 0.01
9294 cic:/Rocq/LAMBDA/Redexes/union_preserve_regular.con
\e[0;32mOK
\e[0m 0.07
9295 cic:/Rocq/LAMBDA/Redexes/union_r.con
\e[0;32mOK
\e[0m 0.01
9296 cic:/Rocq/LAMBDA/Redexes/union_sym.con
\e[0;32mOK
\e[0m 0.01
9297 cic:/Rocq/LAMBDA/Marks/comp_unmark_eq.con
\e[0;32mOK
\e[0m 0.02
9298 cic:/Rocq/LAMBDA/Marks/inverse.con
\e[0;32mOK
\e[0m 0.01
9299 cic:/Rocq/HIGMAN/Higman/A_rect.con
\e[0;32mOK
\e[0m 0.01
9300 cic:/Rocq/HIGMAN/Higman/Exif.con
\e[0;32mOK
\e[0m 0.01
9301 cic:/Rocq/HIGMAN/Higman/Leastp_rect.con
\e[0;32mOK
\e[0m 0.01
9302 cic:/Rocq/HIGMAN/Higman/MV_IN_all.con
\e[0;32mOK
\e[0m 0.01
9303 cic:/Rocq/HIGMAN/Higman/Xn_rect.con
\e[0;32mOK
\e[0m 0.02
9304 cic:/Rocq/HIGMAN/Higman/bad.ind
\e[0;32mOK
\e[0m 0.01
9305 cic:/Rocq/HIGMAN/Higman/eqgn_trans.con
\e[0;32mOK
\e[0m 0.01
9306 cic:/Rocq/HIGMAN/Higman/f_rect.con
\e[0;32mOK
\e[0m 0.01
9307 cic:/Rocq/HIGMAN/Higman/g.con
\e[0;32mOK
\e[0m 0.00
9308 cic:/Rocq/HIGMAN/Higman/infinitely_many.con
\e[0;32mOK
\e[0m 0.01
9309 cic:/Rocq/HIGMAN/Higman/slexn.ind
\e[0;32mOK
\e[0m 0.00
9310 cic:/Rocq/HIGMAN/Higman/wfi_ltM.con
\e[0;32mOK
\e[0m 0.01
9311 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/infinitely_many_/exi_imh.var
\e[0;32mOK
\e[0m 0.01
9312 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/Badfx_/Xn_non_empty_/P.var
\e[0;32mOK
\e[0m 0.00
9313 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/Badfx_/Xn_non_empty_/X1_/P.var
\e[0;32mOK
\e[0m 0.01
9314 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/Badfx_/Xn_decreases_/P.var
\e[0;32mOK
\e[0m 0.02
9315 cic:/Rocq/GRAPHS/zcgraph/ZCGForm_ind.con
\e[0;32mOK
\e[0m 0.03
9316 cic:/Rocq/GRAPHS/zcgraph/ZCGForm_rec.con
\e[0;32mOK
\e[0m 0.02
9317 cic:/Rocq/GRAPHS/cgraph/CGFormSimplify.con
\e[0;32mOK
\e[0m 0.02
9318 cic:/Rocq/GRAPHS/cgraph/CGForm_ind.con
\e[0;32mOK
\e[0m 0.01
9319 cic:/Rocq/GRAPHS/cgraph/CGForm_rec.con
\e[0;32mOK
\e[0m 0.02
9320 cic:/Rocq/GRAPHS/cgraph/CGSForm_ind.con
\e[0;32mOK
\e[0m 0.01
9321 cic:/Rocq/GRAPHS/cgraph/CGSForm_rec.con
\e[0;32mOK
\e[0m 0.01
9322 cic:/Rocq/GRAPHS/cgraph/CGSeval.con
\e[0;32mOK
\e[0m 0.00
9323 cic:/Rocq/GRAPHS/cgraph/CGraph.con
\e[0;32mOK
\e[0m 0.01
9324 cic:/Rocq/GRAPHS/cgraph/Ddle_antisym.con
\e[0;32mOK
\e[0m 0.02
9325 cic:/Rocq/GRAPHS/cgraph/Ddle_d_none.con
\e[0;32mOK
\e[0m 0.01
9326 cic:/Rocq/GRAPHS/cgraph/Ddle_plus_mono.con
\e[0;32mOK
\e[0m 0.02
9327 cic:/Rocq/GRAPHS/cgraph/Ddplus_reg_r.con
\e[0;32mOK
\e[0m 0.01
9328 cic:/Rocq/GRAPHS/cgraph/Dle_inv_Dmin.con
\e[0;32mOK
\e[0m 0.01
9329 cic:/Rocq/GRAPHS/cgraph/Dle_true_Dmin.con
\e[0;32mOK
\e[0m 0.01
9330 cic:/Rocq/GRAPHS/cgraph/Dmin_choice.con
\e[0;32mOK
\e[0m 0.04
9331 cic:/Rocq/GRAPHS/cgraph/Dneg_neg.con
\e[0;32mOK
\e[0m 0.01
9332 cic:/Rocq/GRAPHS/cgraph/Dnotle_not_eq.con
\e[0;32mOK
\e[0m 0.01
9333 cic:/Rocq/GRAPHS/cgraph/Dnotle_not_refl.con
\e[0;32mOK
\e[0m 0.01
9334 cic:/Rocq/GRAPHS/cgraph/FlSize.con
\e[0;32mOK
\e[0m 0.01
9335 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/CGDist1/cg.var
\e[0;32mOK
\e[0m 0.01
9336 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/CGDist/cg.var
\e[0;32mOK
\e[0m 0.01
9337 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/CGAdd/cg1.var
\e[0;32mOK
\e[0m 0.02
9338 cic:/Rocq/DEMOS/compile_ml/Access_ind.con
\e[0;32mOK
\e[0m 0.02
9339 cic:/Rocq/DEMOS/compile_ml/Commande_ind.con
\e[0;32mOK
\e[0m 0.01
9340 cic:/Rocq/DEMOS/compile_ml/Commande_rec.con
\e[0;32mOK
\e[0m 0.03
9341 cic:/Rocq/DEMOS/compile_ml/MLexp_ind.con
\e[0;32mOK
\e[0m 0.01
9342 cic:/Rocq/DEMOS/compile_ml/MLexp_rec.con
\e[0;32mOK
\e[0m 0.01
9343 cic:/Rocq/DEMOS/compile_ml/Squelette_ind.con
\e[0;32mOK
\e[0m 0.01
9344 cic:/Rocq/DEMOS/compile_ml/Squelette_rec.con
\e[0;32mOK
\e[0m 0.01
9345 cic:/Rocq/DEMOS/compile_ml/Traduction.ind
\e[0;32mOK
\e[0m 0.01
9346 cic:/Rocq/DEMOS/Sorting/bubble_eq1.con
\e[0;32mOK
\e[0m 0.01
9347 cic:/Rocq/DEMOS/Sorting/bubble_eq2.con
\e[0;32mOK
\e[0m 0.01
9348 cic:/Rocq/DEMOS/Sorting/bubble_eq3.con
\e[0;32mOK
\e[0m 0.01
9349 cic:/Rocq/DEMOS/Sorting/bubble_sort0.con
\e[0;32mOK
\e[0m 0.01
9350 cic:/Rocq/DEMOS/Sorting/inf_false_true.con
\e[0;32mOK
\e[0m 0.01
9351 cic:/Rocq/DEMOS/Sorting/si_intro.con
\e[0;32mOK
\e[0m 0.01
9352 cic:/Rocq/DEMOS/Sorting/sorted_cdr.con
\e[0;32mOK
\e[0m 0.01
9353 cic:/Rocq/DEMOS/Sorting/sorted_inf.con
\e[0;32mOK
\e[0m 0.01
9354 cic:/Rocq/DEMOS/Sorting/tri_abr.con
\e[0;32mOK
\e[0m 0.01
9355 cic:/Rocq/DEMOS/Sorting/tri_heap.con
\e[0;32mOK
\e[0m 0.01
9356 cic:/Rocq/DEMOS/Sorting/tri_ins_eq1.con
\e[0;32mOK
\e[0m 0.01
9357 cic:/Rocq/DEMOS/Sorting/tri_ins_eq2.con
\e[0;32mOK
\e[0m 0.01
9358 cic:/Rocq/DEMOS/Sorting/tri_merge.con
\e[0;32mOK
\e[0m 0.01
9359 cic:/Rocq/DEMOS/Demo_AutoRewrite/ResAck0.con
\e[0;32mOK
\e[0m 5.59
9360 cic:/Rocq/DEMOS/Demo_AutoRewrite/g1.con
\e[0;32mOK
\e[0m 0.02
9361 cic:/Rocq/DEMOS/Demo_AutoRewrite/g2.con
\e[0;32mOK
\e[0m 0.03
9362 cic:/Rocq/DEMOS/Demo/Plus_com.con
\e[0;32mOK
\e[0m 0.16
9363 cic:/Rocq/DEMOS/Demo/Plus_simpl.con
\e[0;32mOK
\e[0m 0.09
9364 cic:/Rocq/DEMOS/Demo/assoc_Plus.con
\e[0;32mOK
\e[0m 0.01
9365 cic:/Rocq/DEMOS/Demo/size_assoc.con
\e[0;32mOK
\e[0m 0.01
9366 cic:/Rocq/COMPILER/Mini_ML/Access_ind.con
\e[0;32mOK
\e[0m 0.02
9367 cic:/Rocq/COMPILER/Mini_ML/CSem_val_rect.con
\e[0;32mOK
\e[0m 0.01
9368 cic:/Rocq/COMPILER/Mini_ML/Commande_ind.con
\e[0;32mOK
\e[0m 0.01
9369 cic:/Rocq/COMPILER/Mini_ML/Commande_rec.con
\e[0;32mOK
\e[0m 0.01
9370 cic:/Rocq/COMPILER/Mini_ML/Etat.ind
\e[0;32mOK
\e[0m 0.00
9371 cic:/Rocq/COMPILER/Mini_ML/Habite.ind
\e[0;32mOK
\e[0m 0.00
9372 cic:/Rocq/COMPILER/Mini_ML/MLenv_rect.con
\e[0;32mOK
\e[0m 0.01
9373 cic:/Rocq/COMPILER/Mini_ML/MLexp_ind.con
\e[0;32mOK
\e[0m 0.01
9374 cic:/Rocq/COMPILER/Mini_ML/MLexp_rec.con
\e[0;32mOK
\e[0m 0.01
9375 cic:/Rocq/COMPILER/Mini_ML/MLval_rect.con
\e[0;32mOK
\e[0m 0.01
9376 cic:/Rocq/COMPILER/Mini_ML/Squelette_ind.con
\e[0;32mOK
\e[0m 0.01
9377 cic:/Rocq/COMPILER/Mini_ML/Squelette_rec.con
\e[0;32mOK
\e[0m 0.01
9378 cic:/Rocq/COMPILER/Mini_ML/Traduction.ind
\e[0;32mOK
\e[0m 0.01
9379 cic:/Rocq/COMPILER/Mini_ML/VAL_OF.ind
\e[0;32mOK
\e[0m 0.00
9380 cic:/Rocq/COC/Termes/free_db.ind
\e[0;32mOK
\e[0m 0.01
9381 cic:/Rocq/COC/Termes/subterm_abs.con
\e[0;32mOK
\e[0m 0.01
9382 cic:/Rocq/COC/Termes/subterm_ind.con
\e[0;32mOK
\e[0m 0.01
9383 cic:/Rocq/COC/Termes/subterm_prod.con
\e[0;32mOK
\e[0m 0.01
9384 cic:/Rocq/COC/Strong_Norm/def_intt.con
\e[0;32mOK
\e[0m 0.02
9385 cic:/Rocq/COC/Names/inj_var_of_nat.con
\e[0;32mOK
\e[0m 0.01
9386 cic:/Rocq/COC/Names/name_unique.con
\e[0;32mOK
\e[0m 0.01
9387 cic:/Rocq/COC/Names/ord_insert.ind
\e[0;32mOK
\e[0m 0.01
9388 cic:/Rocq/COC/Names/rmv.con
\e[0;32mOK
\e[0m 0.06
9389 cic:/Rocq/COC/MyList/In_app.con
\e[0;32mOK
\e[0m 0.06
9390 cic:/Rocq/COC/MyList/In_ind.con
\e[0;32mOK
\e[0m 0.01
9391 cic:/Rocq/COC/MyList/first_item_ind.con
\e[0;32mOK
\e[0m 0.01
9392 cic:/Rocq/COC/MyList/incl.con
\e[0;32mOK
\e[0m 0.01
9393 cic:/Rocq/COC/MyList/insert_ind.con
\e[0;32mOK
\e[0m 0.01
9394 cic:/Rocq/COC/MyList/inv_nth_cs.con
\e[0;32mOK
\e[0m 0.03
9395 cic:/Rocq/COC/MyList/inv_nth_nl.con
\e[0;32mOK
\e[0m 0.01
9396 cic:/Rocq/COC/MyList/item_ind.con
\e[0;32mOK
\e[0m 0.01
9397 cic:/Rocq/COC/MyList/item_trunc.con
\e[0;32mOK
\e[0m 0.03
9398 cic:/Rocq/COC/MyList/list_disjoint.con
\e[0;32mOK
\e[0m 0.01
9399 cic:/Rocq/COC/MyList/list_index.con
\e[0;32mOK
\e[0m 0.05
9400 cic:/Rocq/COC/MyList/list_item.con
\e[0;32mOK
\e[0m 0.05
9401 cic:/Rocq/COC/MyList/trunc_ind.con
\e[0;32mOK
\e[0m 0.01
9402 cic:/Rocq/COC/Machine/ast_rect.con
\e[0;32mOK
\e[0m 0.02
9403 cic:/Rocq/COC/Machine/command_ind.con
\e[0;32mOK
\e[0m 0.01
9404 cic:/Rocq/COC/Machine/command_rec.con
\e[0;32mOK
\e[0m 0.01
9405 cic:/Rocq/COC/Machine/error_rect.con
\e[0;32mOK
\e[0m 0.01
9406 cic:/Rocq/COC/Machine/expr_of_ast.ind
\e[0;32mOK
\e[0m 0.00
9407 cic:/Rocq/COC/Machine/message_rect.con
\e[0;32mOK
\e[0m 0.01
9408 cic:/Rocq/COC/Machine/perror.ind
\e[0;32mOK
\e[0m 0.01
9409 cic:/Rocq/COC/Machine/pmessage_rect.con
\e[0;32mOK
\e[0m 0.01
9410 cic:/Rocq/COC/Machine/ptype_error_rect.con
\e[0;32mOK
\e[0m 0.01
9411 cic:/Rocq/COC/ListType/Tins_eq.con
\e[0;32mOK
\e[0m 0.02
9412 cic:/Rocq/COC/Int_typ/Int_K_rect.con
\e[0;32mOK
\e[0m 0.02
9413 cic:/Rocq/COC/Int_typ/class_of_ik.con
\e[0;32mOK
\e[0m 0.01
9414 cic:/Rocq/COC/Int_typ/ik_eq.ind
\e[0;32mOK
\e[0m 0.01
9415 cic:/Rocq/COC/Int_typ/intP.con
\e[0;32mOK
\e[0m 0.01
9416 cic:/Rocq/COC/Infer/chk_error.ind
\e[0;32mOK
\e[0m 0.01
9417 cic:/Rocq/COC/Infer/decl_error.ind
\e[0;32mOK
\e[0m 0.00
9418 cic:/Rocq/COC/Infer/inf_error_ind.con
\e[0;32mOK
\e[0m 0.02
9419 cic:/Rocq/COC/Infer/type_error_ind.con
\e[0;32mOK
\e[0m 0.01
9420 cic:/Rocq/COC/Infer/type_error_rec.con
\e[0;32mOK
\e[0m 0.01
9421 cic:/Rocq/COC/Expr/alpha_ind.con
\e[0;32mOK
\e[0m 0.03
9422 cic:/Rocq/COC/Expr/expr_ind.con
\e[0;32mOK
\e[0m 0.01
9423 cic:/Rocq/COC/Expr/expr_rec.con
\e[0;32mOK
\e[0m 0.01
9424 cic:/Rocq/COC/Expr/expr_vars_ind.con
\e[0;32mOK
\e[0m 0.02
9425 cic:/Rocq/COC/Expr/term_expr_equiv.ind
\e[0;32mOK
\e[0m 0.01
9426 cic:/Rocq/COC/Ered/mem_sort2_mem_sort.con
\e[0;32mOK
\e[0m 0.02
9427 cic:/Rocq/COC/Equiv/equiv_env_ind.con
\e[0;32mOK
\e[0m 0.02
9428 cic:/Rocq/COC/Equiv/equiv_env_item.con
\e[0;32mOK
\e[0m 0.10
9429 cic:/Rocq/COC/Conv_Dec/wf_subterm.con
\e[0;32mOK
\e[0m 0.13
9430 cic:/Rocq/COC/Conv/str_confluent.con
\e[0;32mOK
\e[0m 0.01
9431 cic:/Rocq/COC/Consistency/applist_assoc.con
\e[0;32mOK
\e[0m 0.02
9432 cic:/Rocq/COC/Consistency/hnf_proofs.con
\e[0;32mOK
\e[0m 0.01
9433 cic:/Rocq/COC/Consistency/is_atom_app.con
\e[0;32mOK
\e[0m 0.02
9434 cic:/Rocq/COC/Consistency/prod_not_atom.con
\e[0;32mOK
\e[0m 0.02
9435 cic:/Rocq/COC/Consistency/sort_not_atom.con
\e[0;32mOK
\e[0m 0.01
9436 cic:/Rocq/COC/Class/class_env.con
\e[0;32mOK
\e[0m 0.01
9437 cic:/Rocq/COC/Class/refl_loose_eqc.con
\e[0;32mOK
\e[0m 0.01
9438 cic:/Rocq/COC/Can/eq_can_sym.con
\e[0;32mOK
\e[0m 0.02
9439 cic:/Rocq/COC/Can/eq_can_trans.con
\e[0;32mOK
\e[0m 0.02
9440 cic:/Rocq/COC/Can/eq_cand_incl.con
\e[0;32mOK
\e[0m 0.01
9441 cic:/Rocq/CHECKER/Functions/Surjections_compose.con
\e[0;32mOK
\e[0m 0.02
9442 cic:/Rocq/CHECKER/Checker/Finite_Board.con
\e[0;32mOK
\e[0m 0.02
9443 cic:/Rocq/ARITH/ZChinese/rings/gcd_null.con
\e[0;32mOK
\e[0m 0.05
9444 cic:/Rocq/ARITH/ZChinese/misc/pi2.con
\e[0;32mOK
\e[0m 0.02
9445 cic:/Rocq/ARITH/ZChinese/groups/add_add.con
\e[0;32mOK
\e[0m 0.02
9446 cic:/Rocq/ARITH/ZChinese/groups/is_group.con
\e[0;32mOK
\e[0m 0.01
9447 cic:/Rocq/ARITH/Chinese/rings/gcd_null.con
\e[0;32mOK
\e[0m 0.04
9448 cic:/Rocq/ARITH/Chinese/misc/pi2.con
\e[0;32mOK
\e[0m 0.01
9449 cic:/Rocq/ARITH/Chinese/groups/add_add.con
\e[0;32mOK
\e[0m 0.03
9450 cic:/Rocq/ARITH/Chinese/groups/is_group.con
\e[0;32mOK
\e[0m 0.01
9451 cic:/Rocq/ARITH/Chinese/Zle/le_opp_OZ_l.con
\e[0;32mOK
\e[0m 0.01
9452 cic:/Rocq/ARITH/Chinese/Zle/ltZ.con
\e[0;32mOK
\e[0m 0.01
9453 cic:/Rocq/ARITH/Chinese/Zle/sign_absZ.con
\e[0;32mOK
\e[0m 0.01
9454 cic:/Rocq/ARITH/Chinese/Zle/tech_le_pos_abs.con
\e[0;32mOK
\e[0m 0.01
9455 cic:/Rocq/ARITH/Chinese/Zbase/eq_OZ_dec.con
\e[0;32mOK
\e[0m 0.02
9456 cic:/Rocq/ARITH/Chinese/Zbase/tech_pos_not_posZ.con
\e[0;32mOK
\e[0m 0.01
9457 cic:/Rocq/ARITH/Chinese/Zadd/addpos.con
\e[0;32mOK
\e[0m 0.01
9458 cic:/Rocq/ARITH/Chinese/Zadd/opp_predZ.con
\e[0;32mOK
\e[0m 0.02
9459 cic:/Rocq/ARITH/Chinese/Zadd/opp_succZ.con
\e[0;32mOK
\e[0m 0.01
9460 cic:/Rocq/ARITH/Chinese/Z_succ_pred/pred_succZ.con
\e[0;32mOK
\e[0m 0.01
9461 cic:/Rocq/ARITH/Chinese/Z_succ_pred/succ_predZ.con
\e[0;32mOK
\e[0m 0.01
9462 cic:/Rocq/ARITH/Chinese/Z_succ_pred/tech_succ_posOZ.con
\e[0;32mOK
\e[0m 0.01
9463 cic:/Rocq/ARITH/Chinese/Nat_complements/mult_neutr.con
\e[0;32mOK
\e[0m 0.02
9464 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Partial_equivalence.ind
\e[0;32mOK
\e[0m 0.01
9465 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Preorder.ind
\e[0;32mOK
\e[0m 0.01
9466 cic:/Rocq/ALGEBRA/RELATIONS/Noetherian/Noetherian.con
\e[0;32mOK
\e[0m 0.01
9467 cic:/Rocq/ALGEBRA/RELATIONS/Noetherian/noetherian_ind.con
\e[0;32mOK
\e[0m 0.01
9468 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Confluence/Rplus_ind.con
\e[0;32mOK
\e[0m 0.02
9469 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Confluence/Rstar1_ind.con
\e[0;32mOK
\e[0m 0.01
9470 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Confluence/Rstar_ind.con
\e[0;32mOK
\e[0m 0.02
9471 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Confluence/coherent.con
\e[0;32mOK
\e[0m 0.01
9472 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Coherence/Rplus_contains_R.con
\e[0;32mOK
\e[0m 0.02
9473 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Coherence/Rstar_contains_R.con
\e[0;32mOK
\e[0m 0.01
9474 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Coherence/Rstar_reflexive.con
\e[0;32mOK
\e[0m 0.01
9475 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_11_ind.con
\e[0;32mOK
\e[0m 0.02
9476 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_12_ind.con
\e[0;32mOK
\e[0m 0.01
9477 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_13_ind.con
\e[0;32mOK
\e[0m 0.01
9478 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_21_ind.con
\e[0;32mOK
\e[0m 0.01
9479 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_22_ind.con
\e[0;32mOK
\e[0m 0.01
9480 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_23_ind.con
\e[0;32mOK
\e[0m 0.01
9481 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_31_ind.con
\e[0;32mOK
\e[0m 0.01
9482 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_32_ind.con
\e[0;32mOK
\e[0m 0.02
9483 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_33_ind.con
\e[0;32mOK
\e[0m 0.01
9484 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/Comp_PA_mor.con
\e[0;32mOK
\e[0m 0.02
9485 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_11_ind.con
\e[0;32mOK
\e[0m 0.01
9486 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_12_ind.con
\e[0;32mOK
\e[0m 0.01
9487 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_21_ind.con
\e[0;32mOK
\e[0m 0.01
9488 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_22_ind.con
\e[0;32mOK
\e[0m 0.01
9489 cic:/Rocq/AILS/ycngstys/eq_plus_eq_is_eq.con
\e[0;32mOK
\e[0m 0.02
9490 cic:/Rocq/AILS/ycngstys/eq_sym.con
\e[0;32mOK
\e[0m 0.01
9491 cic:/Rocq/AILS/trajectory_const/TypeSpeed_rect.con
\e[0;32mOK
\e[0m 0.02
9492 cic:/Rocq/AILS/trajectory_const/v.con
\e[0;32mOK
\e[0m 0.01
9493 cic:/Rocq/AILS/tau/Req_EM_var.con
\e[0;32mOK
\e[0m 0.03
9494 cic:/Rocq/AILS/constants/TimeT.ind
\e[0;32mOK
\e[0m 0.01
9495 cic:/Paris/ZF/src/couples/cartesien.con
\e[0;32mOK
\e[0m 0.02
9496 cic:/Paris/ZF/src/couples/first.con
\e[0;32mOK
\e[0m 0.01
9497 cic:/Paris/ZF/src/couples/lem_couple_reunion_prop.con
\e[0;32mOK
\e[0m 0.05
9498 cic:/Paris/ZF/src/couples/lem_reunion_couple.con
\e[0;32mOK
\e[0m 0.06
9499 cic:/Paris/ZF/src/couples/second.con
\e[0;32mOK
\e[0m 0.01
9500 cic:/Paris/ZF/src/axs_reunion/lem_union_propertie_lr.con
\e[0;32mOK
\e[0m 0.02
9501 cic:/Paris/ZF/src/axs_reunion/lem_union_propertie_rl.con
\e[0;32mOK
\e[0m 0.01
9502 cic:/Paris/ZF/src/axs_parties/lem_reunion_parties.con
\e[0;32mOK
\e[0m 0.04
9503 cic:/Paris/ZF/src/axs_paire/lem_paire_propertie.con
\e[0;32mOK
\e[0m 0.08
9504 cic:/Paris/ZF/src/axs_comprehension/Vide.con
\e[0;32mOK
\e[0m 0.02
9505 cic:/Paris/ZF/src/axs_comprehension/lem_inter_propertie.con
\e[0;32mOK
\e[0m 0.02
9506 cic:/Paris/ZF/src/axs_comprehension/lem_union_assoc.con
\e[0;32mOK
\e[0m 0.04
9507 cic:/Paris/ZF/src/axs_comprehension/lem_union_commut.con
\e[0;32mOK
\e[0m 0.02
9508 cic:/Paris/ZF/src/axs_comprehension/lem_vide_propertie.con
\e[0;32mOK
\e[0m 0.03
9509 cic:/Paris/ZF/src/ZFrelations/rel.con
\e[0;32mOK
\e[0m 0.02
9510 cic:/Orsay/QArith/Qreduction/Z2P_correct.con
\e[0;32mOK
\e[0m 0.02
9511 cic:/Orsay/QArith/QArith_base/Q_ind.con
\e[0;32mOK
\e[0m 0.01
9512 cic:/Orsay/QArith/QArith_base/Q_rec.con
\e[0;32mOK
\e[0m 0.01
9513 cic:/Orsay/QArith/QArith_base/Qinv.con
\e[0;32mOK
\e[0m 0.01
9514 cic:/Orsay/QArith/QArith_base/Qopp.con
\e[0;32mOK
\e[0m 0.01
9515 cic:/Orsay/ExactRealArithmetic/sg/sg.con
\e[0;32mOK
\e[0m 0.02
9516 cic:/Orsay/ExactRealArithmetic/Zsgn_complemnts/Zsgn_neg.con
\e[0;32mOK
\e[0m 0.02
9517 cic:/Orsay/ExactRealArithmetic/Zsgn_complemnts/Zsgn_pos.con
\e[0;32mOK
\e[0m 0.01
9518 cic:/Orsay/ExactRealArithmetic/Zsgn_complemnts/Zsgn_trivial.con
\e[0;32mOK
\e[0m 0.01
9519 cic:/Orsay/ExactRealArithmetic/Zmax/Zmax_case.con
\e[0;32mOK
\e[0m 0.02
9520 cic:/Orsay/ExactRealArithmetic/Zmax/Zmax_n_n.con
\e[0;32mOK
\e[0m 0.01
9521 cic:/Orsay/ExactRealArithmetic/Zmax/Zmax_or.con
\e[0;32mOK
\e[0m 0.01
9522 cic:/Orsay/ExactRealArithmetic/Rbase_operations/Rplus_plus_plus.con
\e[0;32mOK
\e[0m 0.01
9523 cic:/Orsay/ExactRealArithmetic/Axiomes/msd_c.con
\e[0;32mOK
\e[0m 0.01
9524 cic:/Nijmegen/REM/Rem/Xinc_clX.con
\e[0;32mOK
\e[0m 0.01
9525 cic:/Nijmegen/REM/Rem/density.con
\e[0;32mOK
\e[0m 0.02
9526 cic:/Nijmegen/REM/Rem/equal.con
\e[0;32mOK
\e[0m 0.01
9527 cic:/Nijmegen/REM/Rem/open.con
\e[0;32mOK
\e[0m 0.01
9528 cic:/Nijmegen/REM/Rem/trans_neighbour.con
\e[0;32mOK
\e[0m 0.01
9529 cic:/Nijmegen/QArith/sqrt2/minus_eq_decompose.con
\e[0;32mOK
\e[0m 0.02
9530 cic:/Nijmegen/QArith/general_Q/Q_zerop.con
\e[0;32mOK
\e[0m 0.01
9531 cic:/Nijmegen/QArith/general_Q/Qinv_resp_nonzero.con
\e[0;32mOK
\e[0m 0.01
9532 cic:/Nijmegen/QArith/general_Q/Qlt.con
\e[0;32mOK
\e[0m 0.01
9533 cic:/Nijmegen/QArith/general_Q/Qlt_neg_pos_subproof.con
\e[0;32mOK
\e[0m 0.01
9534 cic:/Nijmegen/QArith/general_Q/Qlt_neg_zero_subproof.con
\e[0;32mOK
\e[0m 0.01
9535 cic:/Nijmegen/QArith/general_Q/Qlt_zero_pos_subproof.con
\e[0;32mOK
\e[0m 0.01
9536 cic:/Nijmegen/QArith/general_Q/Qpositive_c_0.con
\e[0;32mOK
\e[0m 0.03
9537 cic:/Nijmegen/QArith/general_Q/Qpositive_c_1_0_0.con
\e[0;32mOK
\e[0m 0.08
9538 cic:/Nijmegen/QArith/general_Q/Qpositive_c_1_0_1.con
\e[0;32mOK
\e[0m 0.02
9539 cic:/Nijmegen/QArith/general_Q/Qpositive_c_1_1.con
\e[0;32mOK
\e[0m 0.01
9540 cic:/Nijmegen/QArith/general_Q/Qpositive_i_nR_with_let.con
\e[0;32mOK
\e[0m 0.05
9541 cic:/Nijmegen/QArith/general_Q/Qsgn_2.con
\e[0;32mOK
\e[0m 0.01
9542 cic:/Nijmegen/QArith/general_Q/Z_to_Q.con
\e[0;32mOK
\e[0m 0.01
9543 cic:/Nijmegen/QArith/general_Q/Z_to_Qpositive_subproof.con
\e[0;32mOK
\e[0m 0.01
9544 cic:/Nijmegen/QArith/general_Q/Z_to_Qpositive_subproof0.con
\e[0;32mOK
\e[0m 0.01
9545 cic:/Nijmegen/QArith/general_Q/decode_Q.con
\e[0;32mOK
\e[0m 0.01
9546 cic:/Nijmegen/QArith/Zaux/S_predn.con
\e[0;32mOK
\e[0m 0.02
9547 cic:/Nijmegen/QArith/Zaux/ZERO_lt_POS.con
\e[0;32mOK
\e[0m 0.01
9548 cic:/Nijmegen/QArith/Zaux/Zabs_neg.con
\e[0;32mOK
\e[0m 0.01
9549 cic:/Nijmegen/QArith/Zaux/Zsgn_10.con
\e[0;32mOK
\e[0m 0.01
9550 cic:/Nijmegen/QArith/Zaux/Zsgn_26.con
\e[0;32mOK
\e[0m 0.01
9551 cic:/Nijmegen/QArith/Zaux/Zsgn_27.con
\e[0;32mOK
\e[0m 0.01
9552 cic:/Nijmegen/QArith/Zaux/Zsgn_6.con
\e[0;32mOK
\e[0m 0.01
9553 cic:/Nijmegen/QArith/Zaux/Zsgn_9.con
\e[0;32mOK
\e[0m 0.01
9554 cic:/Nijmegen/QArith/Zaux/pair_2.con
\e[0;32mOK
\e[0m 0.02
9555 cic:/Nijmegen/QArith/Zaux/pred_nat_subproof.con
\e[0;32mOK
\e[0m 0.01
9556 cic:/Nijmegen/QArith/Zaux/pred_nat_subproof0.con
\e[0;32mOK
\e[0m 0.01
9557 cic:/Nijmegen/QArith/Qquadratic_sign/inside_square_1.con
\e[0;32mOK
\e[0m 0.02
9558 cic:/Nijmegen/QArith/Qquadratic_sign/inside_square_2.con
\e[0;32mOK
\e[0m 0.01
9559 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Z8.ind
\e[0;32mOK
\e[0m 0.03
9560 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/bin2_eq_is_equality.con
\e[0;32mOK
\e[0m 0.01
9561 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/bin2_lt.con
\e[0;32mOK
\e[0m 0.01
9562 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadratic_top_more.con
\e[0;32mOK
\e[0m 0.01
9563 cic:/Nijmegen/QArith/Qpositive_le/not_Qpositive_le_not_eq.con
\e[0;32mOK
\e[0m 0.03
9564 cic:/Nijmegen/QArith/Qpositive/interp_non_zero.con
\e[0;32mOK
\e[0m 0.05
9565 cic:/Nijmegen/QArith/Qpositive/minus_O_le.con
\e[0;32mOK
\e[0m 0.02
9566 cic:/Nijmegen/QArith/Qpositive/minus_decompose.con
\e[0;32mOK
\e[0m 0.01
9567 cic:/Nijmegen/QArith/Qhomographic_sign/inside_interval_1.con
\e[0;32mOK
\e[0m 0.02
9568 cic:/Nijmegen/QArith/Qhomographic_sign/inside_interval_2.con
\e[0;32mOK
\e[0m 0.01
9569 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z4.ind
\e[0;32mOK
\e[0m 0.02
9570 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z_pos.ind
\e[0;32mOK
\e[0m 0.01
9571 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/bin_eq_is_equality.con
\e[0;32mOK
\e[0m 0.01
9572 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/bin_lt_compat_via_length.con
\e[0;32mOK
\e[0m 0.01
9573 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/bin_lt_is_transitive.con
\e[0;32mOK
\e[0m 0.01
9574 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/bin_lt_is_well_def_rht.con
\e[0;32mOK
\e[0m 0.01
9575 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/compare_dL.con
\e[0;32mOK
\e[0m 0.01
9576 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/compare_nR.con
\e[0;32mOK
\e[0m 0.01
9577 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/top_more.con
\e[0;32mOK
\e[0m 0.01
9578 cic:/Nijmegen/QArith/Q_order/Qgt_ind.con
\e[0;32mOK
\e[0m 0.01
9579 cic:/Nijmegen/QArith/Q_field/Qmult.con
\e[0;32mOK
\e[0m 0.02
9580 cic:/Nijmegen/QArith/Q_field/Qpositive_eq_dec.con
\e[0;32mOK
\e[0m 0.04
9581 cic:/Nijmegen/QArith/Merge_Order/well_ordering_rect.con
\e[0;32mOK
\e[0m 0.02
9582 cic:/Nijmegen/QArith/Merge_Order/wfcrr.con
\e[0;32mOK
\e[0m 0.01
9583 cic:/Nijmegen/QArith/Merge_Order/Negation_Order/S.var
\e[0;32mOK
\e[0m 0.02
9584 cic:/Nijmegen/QArith/Merge_Order/Merge_Order/S1.var
\e[0;32mOK
\e[0m 0.01
9585 cic:/Nijmegen/QArith/Merge_Order/Merge_Order/S2.var
\e[0;32mOK
\e[0m 0.00
9586 cic:/Nijmegen/Coqoban/Coqoban_engine/Board_ind.con
\e[0;32mOK
\e[0m 0.02
9587 cic:/Nijmegen/Coqoban/Coqoban_engine/Board_rec.con
\e[0;32mOK
\e[0m 0.01
9588 cic:/Nijmegen/Coqoban/Coqoban_engine/Can_ind.con
\e[0;32mOK
\e[0m 0.01
9589 cic:/Nijmegen/Coqoban/Coqoban_engine/Can_rec.con
\e[0;32mOK
\e[0m 0.01
9590 cic:/Nijmegen/Coqoban/Coqoban_engine/Tri_ind.con
\e[0;32mOK
\e[0m 0.01
9591 cic:/Nijmegen/Coqoban/Coqoban_engine/Tri_rec.con
\e[0;32mOK
\e[0m 0.01
9592 cic:/Nijmegen/Coqoban/Coqoban_engine/Tristep'.con
\e[0;32mOK
\e[0m 0.02
9593 cic:/Nijmegen/Coqoban/Coqoban_engine/rowstepeast.con
\e[0;32mOK
\e[0m 0.01
9594 cic:/Nijmegen/Coqoban/Coqoban_engine/rowstepwest.con
\e[0;32mOK
\e[0m 0.01
9595 cic:/Nancy/FOUnify/term_unif/DIFFELNB.con
\e[0;32mOK
\e[0m 0.01
9596 cic:/Nancy/FOUnify/term_unif/REMOVE_Consv_eq.con
\e[0;32mOK
\e[0m 0.01
9597 cic:/Nancy/FOUnify/term_unif/REMOVE_Consv_n_eq.con
\e[0;32mOK
\e[0m 0.01
9598 cic:/Nancy/FOUnify/term_unif/SUB.con
\e[0;32mOK
\e[0m 0.01
9599 cic:/Nancy/FOUnify/term_unif/clos.ind
\e[0;32mOK
\e[0m 0.01
9600 cic:/Nancy/FOUnify/term_unif/diffelnb.ind
\e[0;32mOK
\e[0m 0.01
9601 cic:/Nancy/FOUnify/term_unif/dom.con
\e[0;32mOK
\e[0m 0.01
9602 cic:/Nancy/FOUnify/term_unif/elem_subst.ind
\e[0;32mOK
\e[0m 0.01
9603 cic:/Nancy/FOUnify/term_unif/head_diff_ind.con
\e[0;32mOK
\e[0m 0.01
9604 cic:/Nancy/FOUnify/term_unif/inclv.ind
\e[0;32mOK
\e[0m 0.01
9605 cic:/Nancy/FOUnify/term_unif/infv.ind
\e[0;32mOK
\e[0m 0.00
9606 cic:/Nancy/FOUnify/term_unif/list_var.con
\e[0;32mOK
\e[0m 0.01
9607 cic:/Nancy/FOUnify/term_unif/over.con
\e[0;32mOK
\e[0m 0.01
9608 cic:/Nancy/FOUnify/term_unif/remove_ind.con
\e[0;32mOK
\e[0m 0.01
9609 cic:/Nancy/FOUnify/term_unif/sig_elem_subst0.con
\e[0;32mOK
\e[0m 0.03
9610 cic:/Nancy/FOUnify/term_unif/st_inclv.ind
\e[0;32mOK
\e[0m 0.00
9611 cic:/Nancy/FOUnify/term_unif/sub_ind.con
\e[0;32mOK
\e[0m 0.01
9612 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/List_queue_nat_OK.con
\e[0;32mOK
\e[0m 0.01
9613 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/OK_At_last_ind.con
\e[0;32mOK
\e[0m 0.01
9614 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/OK_At_last_rec.con
\e[0;32mOK
\e[0m 0.01
9615 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/OK_Constr_f_ind.con
\e[0;32mOK
\e[0m 0.01
9616 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/OK_Constr_f_rec.con
\e[0;32mOK
\e[0m 0.01
9617 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/OK_List_queue_nat_rect.con
\e[0;32mOK
\e[0m 0.01
9618 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/arity.con
\e[0;32mOK
\e[0m 0.01
9619 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/proj_C.con
\e[0;32mOK
\e[0m 0.03
9620 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/proj_ConsArg1.con
\e[0;32mOK
\e[0m 0.01
9621 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/proj_ConsArg2.con
\e[0;32mOK
\e[0m 0.01
9622 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/proj_Root1.con
\e[0;32mOK
\e[0m 0.01
9623 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/proj_Root2.con
\e[0;32mOK
\e[0m 0.01
9624 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/proj_V.con
\e[0;32mOK
\e[0m 0.01
9625 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/quasiterm_ind.con
\e[0;32mOK
\e[0m 0.01
9626 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/quasiterm_rec.con
\e[0;32mOK
\e[0m 0.01
9627 cic:/Nancy/FOUnify/nat_complements/nat_eq_decS.con
\e[0;32mOK
\e[0m 0.02
9628 cic:/Nancy/FOUnify/listv_is_in_lv/IS_IN_LV_Consv_Nilv_eq.con
\e[0;32mOK
\e[0m 0.01
9629 cic:/Nancy/FOUnify/listv_is_in_lv/is_in_lv_ind.con
\e[0;32mOK
\e[0m 0.01
9630 cic:/Nancy/FOUnify/listv_is_in_lv/listv_ind.con
\e[0;32mOK
\e[0m 0.01
9631 cic:/Nancy/FOUnify/listv_is_in_lv/listv_rec.con
\e[0;32mOK
\e[0m 0.01
9632 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/Subst.con
\e[0;32mOK
\e[0m 0.01
9633 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/is_in_ind.con
\e[0;32mOK
\e[0m 0.01
9634 cic:/Muenchen/Higman/Higman2/L.ind
\e[0;32mOK
\e[0m 0.01
9635 cic:/Muenchen/Higman/Higman2/R_rect.con
\e[0;32mOK
\e[0m 0.02
9636 cic:/Muenchen/Higman/Higman2/T.ind
\e[0;32mOK
\e[0m 0.01
9637 cic:/Muenchen/Higman/Higman2/emb_ind.con
\e[0;32mOK
\e[0m 0.02
9638 cic:/Muenchen/Higman/Higman2/is_prefix_ind.con
\e[0;32mOK
\e[0m 0.01
9639 cic:/Muenchen/Higman/Higman/L.ind
\e[0;32mOK
\e[0m 0.02
9640 cic:/Muenchen/Higman/Higman/R_ind.con
\e[0;32mOK
\e[0m 0.01
9641 cic:/Muenchen/Higman/Higman/T.ind
\e[0;32mOK
\e[0m 0.01
9642 cic:/Muenchen/Higman/Higman/emb_ind.con
\e[0;32mOK
\e[0m 0.02
9643 cic:/Muenchen/Higman/Higman/is_prefix_ind.con
\e[0;32mOK
\e[0m 0.01
9644 cic:/Montevideo/RailroadCrossing/time_clocks/gt_Ck.con
\e[0;32mOK
\e[0m 0.01
9645 cic:/Montevideo/RailroadCrossing/railroad_crossing/Always.con
\e[0;32mOK
\e[0m 0.01
9646 cic:/Montevideo/RailroadCrossing/railroad_crossing/Conj.con
\e[0;32mOK
\e[0m 0.01
9647 cic:/Montevideo/RailroadCrossing/railroad_crossing/ConsTrace.con
\e[0;32mOK
\e[0m 0.05
9648 cic:/Montevideo/RailroadCrossing/railroad_crossing/EX_Until.ind
\e[0;32mOK
\e[0m 0.01
9649 cic:/Montevideo/RailroadCrossing/railroad_crossing/Exists_from.con
\e[0;32mOK
\e[0m 0.01
9650 cic:/Montevideo/RailroadCrossing/railroad_crossing/Exists_ind.con
\e[0;32mOK
\e[0m 0.01
9651 cic:/Montevideo/RailroadCrossing/railroad_crossing/FA_Until.con
\e[0;32mOK
\e[0m 0.01
9652 cic:/Montevideo/RailroadCrossing/railroad_crossing/ForAll_EX.con
\e[0;32mOK
\e[0m 0.02
9653 cic:/Montevideo/RailroadCrossing/railroad_crossing/ForAll_from.con
\e[0;32mOK
\e[0m 0.01
9654 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inevitable.con
\e[0;32mOK
\e[0m 0.01
9655 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inv1.con
\e[0;32mOK
\e[0m 0.01
9656 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inv10.con
\e[0;32mOK
\e[0m 0.01
9657 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inv11.con
\e[0;32mOK
\e[0m 0.01
9658 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inv12.con
\e[0;32mOK
\e[0m 0.01
9659 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inv13.con
\e[0;32mOK
\e[0m 0.01
9660 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inv14.con
\e[0;32mOK
\e[0m 0.01
9661 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inv2.con
\e[0;32mOK
\e[0m 0.01
9662 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inv3.con
\e[0;32mOK
\e[0m 0.01
9663 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inv4.con
\e[0;32mOK
\e[0m 0.01
9664 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inv5.con
\e[0;32mOK
\e[0m 0.01
9665 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inv7.con
\e[0;32mOK
\e[0m 0.01
9666 cic:/Montevideo/RailroadCrossing/railroad_crossing/InvC.ind
\e[0;32mOK
\e[0m 0.01
9667 cic:/Montevideo/RailroadCrossing/railroad_crossing/InvG.ind
\e[0;32mOK
\e[0m 0.00
9668 cic:/Montevideo/RailroadCrossing/railroad_crossing/InvSc3.con
\e[0;32mOK
\e[0m 0.62
9669 cic:/Montevideo/RailroadCrossing/railroad_crossing/InvT.ind
\e[0;32mOK
\e[0m 0.31
9670 cic:/Montevideo/RailroadCrossing/railroad_crossing/Mon_I.con
\e[0;32mOK
\e[0m 0.17
9671 cic:/Montevideo/RailroadCrossing/railroad_crossing/Mon_I_EX.con
\e[0;32mOK
\e[0m 0.32
9672 cic:/Montevideo/RailroadCrossing/railroad_crossing/Mon_I_EX_S.con
\e[0;32mOK
\e[0m 0.01
9673 cic:/Montevideo/RailroadCrossing/railroad_crossing/Posible.ind
\e[0;32mOK
\e[0m 0.01
9674 cic:/Montevideo/RailroadCrossing/railroad_crossing/RState_T.ind
\e[0;32mOK
\e[0m 0.01
9675 cic:/Montevideo/RailroadCrossing/railroad_crossing/RState_Trans.con
\e[0;32mOK
\e[0m 0.01
9676 cic:/Montevideo/RailroadCrossing/railroad_crossing/SafePath.ind
\e[0;32mOK
\e[0m 0.01
9677 cic:/Montevideo/RailroadCrossing/railroad_crossing/SiniTCG.con
\e[0;32mOK
\e[0m 0.01
9678 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial3.con
\e[0;32mOK
\e[0m 0.01
9679 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial31.con
\e[0;32mOK
\e[0m 0.01
9680 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial5.con
\e[0;32mOK
\e[0m 0.01
9681 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial6.con
\e[0;32mOK
\e[0m 0.01
9682 cic:/Montevideo/RailroadCrossing/railroad_crossing/Until_bound_ind.con
\e[0;32mOK
\e[0m 0.02
9683 cic:/Montevideo/RailroadCrossing/railroad_crossing/isTrace_T.ind
\e[0;32mOK
\e[0m 0.01
9684 cic:/Montevideo/RailroadCrossing/railroad_crossing/not_3_and.con
\e[0;32mOK
\e[0m 0.02
9685 cic:/Montevideo/RailroadCrossing/railroad_crossing/safeTCG.con
\e[0;32mOK
\e[0m 0.01
9686 cic:/Montevideo/RailroadCrossing/railroad_crossing/trivial_inv_2.con
\e[0;32mOK
\e[0m 0.01
9687 cic:/Montevideo/FSSecModel/stat/comp_mode.con
\e[0;32mOK
\e[0m 0.01
9688 cic:/Montevideo/FSSecModel/stat/st_gid.con
\e[0;32mOK
\e[0m 0.01
9689 cic:/Montevideo/FSSecModel/stat/st_mode.con
\e[0;32mOK
\e[0m 0.01
9690 cic:/Montevideo/FSSecModel/stat/st_uid.con
\e[0;32mOK
\e[0m 0.01
9691 cic:/Montevideo/FSSecModel/stat/stat_struct_rect.con
\e[0;32mOK
\e[0m 0.01
9692 cic:/Montevideo/FSSecModel/setACLdata/ChangeGroupO.con
\e[0;32mOK
\e[0m 0.02
9693 cic:/Montevideo/FSSecModel/setACLdata/ChangeGroupR.con
\e[0;32mOK
\e[0m 0.01
9694 cic:/Montevideo/FSSecModel/setACLdata/ChangeGroupW.con
\e[0;32mOK
\e[0m 0.01
9695 cic:/Montevideo/FSSecModel/setACLdata/ChangeUserR.con
\e[0;32mOK
\e[0m 0.01
9696 cic:/Montevideo/FSSecModel/setACLdata/ChangeUserW.con
\e[0;32mOK
\e[0m 0.01
9697 cic:/Montevideo/FSSecModel/delUsrGrpFromAcl/DelUsrGrpFromAcl/NEW_UO.var
\e[0;32mOK
\e[0m 0.01
9698 cic:/Montevideo/FSSecModel/chown/Chown/NEW_UO.var
\e[0;32mOK
\e[0m 0.01
9699 cic:/Montevideo/FSSecModel/SFSstate/ACLeq_dec.con
\e[0;32mOK
\e[0m 0.01
9700 cic:/Montevideo/FSSecModel/SFSstate/AccessCtrlListData_rect.con
\e[0;32mOK
\e[0m 0.01
9701 cic:/Montevideo/FSSecModel/SFSstate/ActReaders.con
\e[0;32mOK
\e[0m 0.01
9702 cic:/Montevideo/FSSecModel/SFSstate/ActWriters.con
\e[0;32mOK
\e[0m 0.01
9703 cic:/Montevideo/FSSecModel/SFSstate/AddEq.con
\e[0;32mOK
\e[0m 0.11
9704 cic:/Montevideo/FSSecModel/SFSstate/DOM.con
\e[0;32mOK
\e[0m 0.01
9705 cic:/Montevideo/FSSecModel/SFSstate/GroupOwners.con
\e[0;32mOK
\e[0m 0.01
9706 cic:/Montevideo/FSSecModel/SFSstate/GroupReaders.con
\e[0;32mOK
\e[0m 0.01
9707 cic:/Montevideo/FSSecModel/SFSstate/GroupWriters.con
\e[0;32mOK
\e[0m 0.01
9708 cic:/Montevideo/FSSecModel/SFSstate/OSCeq_dec.con
\e[0;32mOK
\e[0m 0.01
9709 cic:/Montevideo/FSSecModel/SFSstate/PERMS_ind.con
\e[0;32mOK
\e[0m 0.01
9710 cic:/Montevideo/FSSecModel/SFSstate/PERMS_rec.con
\e[0;32mOK
\e[0m 0.01
9711 cic:/Montevideo/FSSecModel/SFSstate/RAN.con
\e[0;32mOK
\e[0m 0.01
9712 cic:/Montevideo/FSSecModel/SFSstate/RWeq_dec.con
\e[0;32mOK
\e[0m 0.01
9713 cic:/Montevideo/FSSecModel/SFSstate/ReadersWriters_rect.con
\e[0;32mOK
\e[0m 0.01
9714 cic:/Montevideo/FSSecModel/SFSstate/RemEq.con
\e[0;32mOK
\e[0m 0.12
9715 cic:/Montevideo/FSSecModel/SFSstate/SECMATeq_dec.con
\e[0;32mOK
\e[0m 0.01
9716 cic:/Montevideo/FSSecModel/SFSstate/SFSstate.ind
\e[0;32mOK
\e[0m 0.01
9717 cic:/Montevideo/FSSecModel/SFSstate/SSCeq_dec.con
\e[0;32mOK
\e[0m 0.01
9718 cic:/Montevideo/FSSecModel/SFSstate/SecClass_rect.con
\e[0;32mOK
\e[0m 0.01
9719 cic:/Montevideo/FSSecModel/SFSstate/UsersOwners.con
\e[0;32mOK
\e[0m 0.01
9720 cic:/Montevideo/FSSecModel/SFSstate/UsersReaders.con
\e[0;32mOK
\e[0m 0.01
9721 cic:/Montevideo/FSSecModel/SFSstate/UsersWriters.con
\e[0;32mOK
\e[0m 0.01
9722 cic:/Montevideo/FSSecModel/SFSstate/categs.con
\e[0;32mOK
\e[0m 0.01
9723 cic:/Montevideo/FSSecModel/SFSstate/fSSC.con
\e[0;32mOK
\e[0m 0.01
9724 cic:/Montevideo/FSSecModel/SFSstate/group.con
\e[0;32mOK
\e[0m 0.01
9725 cic:/Montevideo/FSSecModel/SFSstate/level.con
\e[0;32mOK
\e[0m 0.01
9726 cic:/Montevideo/FSSecModel/SFSstate/owner.con
\e[0;32mOK
\e[0m 0.01
9727 cic:/Montevideo/FSSecModel/ListSet/Set_remove1.con
\e[0;32mOK
\e[0m 0.03
9728 cic:/Montevideo/FSSecModel/ListSet/set_In_dec.con
\e[0;32mOK
\e[0m 0.03
9729 cic:/Montevideo/FSSecModel/ListSet/set_add_elim.con
\e[0;32mOK
\e[0m 0.04
9730 cic:/Montevideo/FSSecModel/ListSet/set_add_intro1.con
\e[0;32mOK
\e[0m 0.03
9731 cic:/Montevideo/FSSecModel/ListSet/set_add_intro2.con
\e[0;32mOK
\e[0m 0.02
9732 cic:/Montevideo/FSSecModel/ListSet/set_add_not_empty.con
\e[0;32mOK
\e[0m 0.02
9733 cic:/Montevideo/FSSecModel/ListSet/set_diff.con
\e[0;32mOK
\e[0m 0.01
9734 cic:/Montevideo/FSSecModel/ListSet/set_inter.con
\e[0;32mOK
\e[0m 0.01
9735 cic:/Montevideo/FSSecModel/ListSet/set_mem_complete1.con
\e[0;32mOK
\e[0m 0.02
9736 cic:/Montevideo/FSSecModel/ListSet/set_mem_complete2.con
\e[0;32mOK
\e[0m 0.02
9737 cic:/Montevideo/FSSecModel/ListSet/set_mem_correct1.con
\e[0;32mOK
\e[0m 0.02
9738 cic:/Montevideo/FSSecModel/ListSet/set_mem_correct2.con
\e[0;32mOK
\e[0m 0.02
9739 cic:/Montevideo/FSSecModel/ListSet/set_mem_ind.con
\e[0;32mOK
\e[0m 0.01
9740 cic:/Montevideo/FSSecModel/ListSet/set_prod.con
\e[0;32mOK
\e[0m 0.01
9741 cic:/Montevideo/FSSecModel/ListSet/set_union.con
\e[0;32mOK
\e[0m 0.01
9742 cic:/Montevideo/FSSecModel/ListFunctions/Included.con
\e[0;32mOK
\e[0m 0.02
9743 cic:/Montevideo/FSSecModel/ListFunctions/IsEmpty.con
\e[0;32mOK
\e[0m 0.01
9744 cic:/Montevideo/FSSecModel/ListFunctions/Listeq_dec.con
\e[0;32mOK
\e[0m 0.05
9745 cic:/Montevideo/FSSecModel/ListFunctions/Prodeq_dec.con
\e[0;32mOK
\e[0m 0.02
9746 cic:/Montevideo/FSSecModel/ListFunctions/Set_remove2.con
\e[0;32mOK
\e[0m 0.03
9747 cic:/Montevideo/FSSecModel/ListFunctions/front.con
\e[0;32mOK
\e[0m 0.01
9748 cic:/Montevideo/FSSecModel/ListFunctions/last.con
\e[0;32mOK
\e[0m 0.00
9749 cic:/Montevideo/FSSecModel/InitialState/RootBelongsToAllGrp.con
\e[0;32mOK
\e[0m 0.02
9750 cic:/Montevideo/FSSecModel/InitialState/RootBelongsToRootGrp.con
\e[0;32mOK
\e[0m 0.01
9751 cic:/Montevideo/FSSecModel/InitialState/SecofrBelongsToAllGrp.con
\e[0;32mOK
\e[0m 0.01
9752 cic:/Montevideo/FSSecModel/InitialState/SecofrBelongsToSecAdmGrp.con
\e[0;32mOK
\e[0m 0.00
9753 cic:/Montevideo/FSSecModel/InitialState/SysSubjectSC.con
\e[0;32mOK
\e[0m 0.01
9754 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Aux1.con
\e[0;32mOK
\e[0m 0.02
9755 cic:/Montevideo/CtlTctl/time_clocks/gt_Ck.con
\e[0;32mOK
\e[0m 0.01
9756 cic:/Montevideo/CtlTctl/tctl/Until_bound_ind.con
\e[0;32mOK
\e[0m 0.02
9757 cic:/Montevideo/CtlTctl/tctl/isTrace_T.ind
\e[0;32mOK
\e[0m 0.01
9758 cic:/Montevideo/CtlTctl/ctl/Mon_I_EX_S.con
\e[0;32mOK
\e[0m 0.02
9759 cic:/Montevideo/CtlTctl/ctl/isTraceFrom.con
\e[0;32mOK
\e[0m 0.01
9760 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/Exists.ind
\e[0;32mOK
\e[0m 0.01
9761 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/ForAll.con
\e[0;32mOK
\e[0m 0.01
9762 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/RState_T.ind
\e[0;32mOK
\e[0m 0.01
9763 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/RState_ind.con
\e[0;32mOK
\e[0m 0.01
9764 cic:/Marseille/LTL/termination/termination/H_wf.var
\e[0;32mOK
\e[0m 0.01
9765 cic:/Marseille/LTL/safety/always_assumption.con
\e[0;32mOK
\e[0m 0.04
9766 cic:/Marseille/LTL/ltl/eventually_ind.con
\e[0;32mOK
\e[0m 0.01
9767 cic:/Marseille/LTL/ltl/eventually_permanently.con
\e[0;32mOK
\e[0m 0.01
9768 cic:/Marseille/LTL/ltl/fair_step_ind.con
\e[0;32mOK
\e[0m 0.01
9769 cic:/Marseille/LTL/ltl/implies.con
\e[0;32mOK
\e[0m 0.00
9770 cic:/Marseille/LTL/ltl/infinitely_often.con
\e[0;32mOK
\e[0m 0.01
9771 cic:/Marseille/LTL/ltl/is_followed.con
\e[0;32mOK
\e[0m 0.01
9772 cic:/Marseille/LTL/ltl/leads_to.con
\e[0;32mOK
\e[0m 0.01
9773 cic:/Marseille/LTL/ltl/none_or_one_step.ind
\e[0;32mOK
\e[0m 0.00
9774 cic:/Marseille/LTL/ltl/step_ind.con
\e[0;32mOK
\e[0m 0.01
9775 cic:/Marseille/LTL/ltl/strong_fairstr.con
\e[0;32mOK
\e[0m 0.01
9776 cic:/Marseille/LTL/ltl/until_ind.con
\e[0;32mOK
\e[0m 0.01
9777 cic:/Marseille/LTL/congruence/lift_imp.con
\e[0;32mOK
\e[0m 0.01
9778 cic:/Marseille/GC/safety/sweepnogrey/absurd.con
\e[0;32mOK
\e[0m 0.03
9779 cic:/Marseille/GC/safety/safety/safety_prop.con
\e[0;32mOK
\e[0m 0.02
9780 cic:/Marseille/GC/safety/noedgeblacktowhite/initcolor_imp_noblack.con
\e[0;32mOK
\e[0m 0.03
9781 cic:/Marseille/GC/reachable/reachable/reach_acc.con
\e[0;32mOK
\e[0m 0.03
9782 cic:/Marseille/GC/reachable/reachable/reach_true_reach.con
\e[0;32mOK
\e[0m 0.01
9783 cic:/Marseille/GC/mesure/safe_card/g_w_b.con
\e[0;32mOK
\e[0m 0.03
9784 cic:/Marseille/GC/mesure/parameters_card/card_sons_ind.con
\e[0;32mOK
\e[0m 0.02
9785 cic:/Marseille/GC/mesure/parameters_card/exist_updated_heap.con
\e[0;32mOK
\e[0m 0.07
9786 cic:/Marseille/GC/mesure/parameters_card/grey_white_sons_ind.con
\e[0;32mOK
\e[0m 0.01
9787 cic:/Marseille/GC/mesure/parameters_card/grey_white_sons_rec.con
\e[0;32mOK
\e[0m 0.01
9788 cic:/Marseille/GC/mesure/parameters_card/is_true.con
\e[0;32mOK
\e[0m 0.02
9789 cic:/Marseille/GC/mesure/parameters_card/is_white.con
\e[0;32mOK
\e[0m 0.03
9790 cic:/Marseille/GC/mesure/parameters_card/not_true_and_white.con
\e[0;32mOK
\e[0m 0.03
9791 cic:/Marseille/GC/mesure/mesure/mesure.ind
\e[0;32mOK
\e[0m 0.02
9792 cic:/Marseille/GC/mesure/black_card/initcol_black.con
\e[0;32mOK
\e[0m 0.03
9793 cic:/Marseille/GC/logique/LTL/Eventually_ind.con
\e[0;32mOK
\e[0m 0.02
9794 cic:/Marseille/GC/logique/LTL/Eventually_permanently.con
\e[0;32mOK
\e[0m 0.01
9795 cic:/Marseille/GC/logique/LTL/always_always.con
\e[0;32mOK
\e[0m 0.02
9796 cic:/Marseille/GC/logique/LTL/always_always_implies_always.con
\e[0;32mOK
\e[0m 0.04
9797 cic:/Marseille/GC/logique/LTL/always_and.con
\e[0;32mOK
\e[0m 0.03
9798 cic:/Marseille/GC/logique/LTL/always_and_and.con
\e[0;32mOK
\e[0m 0.04
9799 cic:/Marseille/GC/logique/LTL/always_and_bis.con
\e[0;32mOK
\e[0m 0.03
9800 cic:/Marseille/GC/logique/LTL/always_imp_always.con
\e[0;32mOK
\e[0m 0.03
9801 cic:/Marseille/GC/logique/LTL/always_implies_always_state.con
\e[0;32mOK
\e[0m 0.05
9802 cic:/Marseille/GC/logique/LTL/and_always_state.con
\e[0;32mOK
\e[0m 0.03
9803 cic:/Marseille/GC/logique/LTL/fair_step_ind.con
\e[0;32mOK
\e[0m 0.02
9804 cic:/Marseille/GC/logique/LTL/implies.con
\e[0;32mOK
\e[0m 0.01
9805 cic:/Marseille/GC/logique/LTL/infinitely_often.con
\e[0;32mOK
\e[0m 0.01
9806 cic:/Marseille/GC/logique/LTL/is_followed.con
\e[0;32mOK
\e[0m 0.01
9807 cic:/Marseille/GC/logique/LTL/leads_to.con
\e[0;32mOK
\e[0m 0.02
9808 cic:/Marseille/GC/logique/LTL/none_or_one_step.ind
\e[0;32mOK
\e[0m 0.02
9809 cic:/Marseille/GC/logique/LTL/once_always.con
\e[0;32mOK
\e[0m 0.01
9810 cic:/Marseille/GC/logique/LTL/step_ind.con
\e[0;32mOK
\e[0m 0.01
9811 cic:/Marseille/GC/logique/LTL/strong_fairstr.con
\e[0;32mOK
\e[0m 0.01
9812 cic:/Marseille/GC/logique/LTL/until_ind.con
\e[0;32mOK
\e[0m 0.02
9813 cic:/Marseille/GC/liveness/notfree_notacc/free_or_notfree_notacc_nogrey.con
\e[0;32mOK
\e[0m 0.03
9814 cic:/Marseille/GC/liveness/notfree_notacc/is_free.con
\e[0;32mOK
\e[0m 0.01
9815 cic:/Marseille/GC/liveness/notfree_notacc/notfree.con
\e[0;32mOK
\e[0m 0.01
9816 cic:/Marseille/GC/liveness/notfree_notacc/notfree_notacces.con
\e[0;32mOK
\e[0m 0.01
9817 cic:/Marseille/GC/liveness/notacc_white_nogrey/notacc_white_nogrey.con
\e[0;32mOK
\e[0m 0.02
9818 cic:/Marseille/GC/liveness/notacc_white_nogrey/notacc_white_nogrey_formula.con
\e[0;32mOK
\e[0m 0.02
9819 cic:/Marseille/GC/liveness/notacc_white_nogrey/notacc_white_nogrey_or_free.con
\e[0;32mOK
\e[0m 0.01
9820 cic:/Marseille/GC/liveness/notacc_white_ancestor/notacc_white_exgrey_reach.con
\e[0;32mOK
\e[0m 0.02
9821 cic:/Marseille/GC/liveness/notacc_white_ancestor/notacc_white_exgrey_reach_formula.con
\e[0;32mOK
\e[0m 0.01
9822 cic:/Marseille/GC/liveness/notacc_white_ancestor/notacc_white_reach.con
\e[0;32mOK
\e[0m 0.01
9823 cic:/Marseille/GC/liveness/notacc_white_ancestor/notacc_white_reach_formula.con
\e[0;32mOK
\e[0m 0.01
9824 cic:/Marseille/GC/liveness/notacc_init/notacc_white_init.con
\e[0;32mOK
\e[0m 0.02
9825 cic:/Marseille/GC/liveness/notacc_init/notacc_white_init_formula.con
\e[0;32mOK
\e[0m 0.01
9826 cic:/Marseille/GC/liveness/notacc_black_nogrey/notacc_black_nogrey.con
\e[0;32mOK
\e[0m 0.03
9827 cic:/Marseille/GC/liveness/notacc_black_nogrey/notacc_black_nogrey_exwhite.con
\e[0;32mOK
\e[0m 0.02
9828 cic:/Marseille/GC/liveness/notacc_black_nogrey/notacc_black_nogrey_exwhite_formula.con
\e[0;32mOK
\e[0m 0.02
9829 cic:/Marseille/GC/liveness/notacc_black_nogrey/notacc_black_nogrey_formula.con
\e[0;32mOK
\e[0m 0.01
9830 cic:/Marseille/GC/liveness/notacc_black_nogrey/notacc_black_nogrey_nowhite_formula.con
\e[0;32mOK
\e[0m 0.01
9831 cic:/Marseille/GC/liveness/fairstr/update_color_marknode.con
\e[0;32mOK
\e[0m 0.02
9832 cic:/Marseille/GC/liveness/fairstr/update_init_color.con
\e[0;32mOK
\e[0m 0.01
9833 cic:/Marseille/GC/lib_arith/lib_plus/plus_O.con
\e[0;32mOK
\e[0m 0.01
9834 cic:/Marseille/GC/lib_arith/lib_plus/plus_S_pred.con
\e[0;32mOK
\e[0m 0.02
9835 cic:/Marseille/GC/lib_arith/lib_plus/plus_pred.con
\e[0;32mOK
\e[0m 0.02
9836 cic:/Marseille/GC/lib_arith/lib_minus/minus_pred.con
\e[0;32mOK
\e[0m 0.02
9837 cic:/Marseille/GC/lemma_step/lemma_step/initcolor_notfrees_notfreet.con
\e[0;32mOK
\e[0m 0.05
9838 cic:/Marseille/GC/gc/parameters/noteqmar_noteqnod.con
\e[0;32mOK
\e[0m 0.02
9839 cic:/Marseille/GC/gc/parameters/state_ind.con
\e[0;32mOK
\e[0m 0.01
9840 cic:/Marseille/GC/gc/parameters/state_rec.con
\e[0;32mOK
\e[0m 0.01
9841 cic:/Marseille/GC/gc/gc/acc_imp_notfree.con
\e[0;32mOK
\e[0m 0.01
9842 cic:/Marseille/GC/gc/gc/add_edge.ind
\e[0;32mOK
\e[0m 0.01
9843 cic:/Marseille/GC/gc/gc/alloc.ind
\e[0;32mOK
\e[0m 0.01
9844 cic:/Marseille/GC/gc/gc/cases_marknode.con
\e[0;32mOK
\e[0m 0.03
9845 cic:/Marseille/GC/gc/gc/gc_call.ind
\e[0;32mOK
\e[0m 0.02
9846 cic:/Marseille/GC/gc/gc/gc_end.ind
\e[0;32mOK
\e[0m 0.01
9847 cic:/Marseille/GC/gc/gc/gc_free.ind
\e[0;32mOK
\e[0m 0.02
9848 cic:/Marseille/GC/gc/gc/gc_free1.ind
\e[0;32mOK
\e[0m 0.01
9849 cic:/Marseille/GC/gc/gc/gc_stop.ind
\e[0;32mOK
\e[0m 0.01
9850 cic:/Marseille/GC/gc/gc/init_state.con
\e[0;32mOK
\e[0m 0.01
9851 cic:/Marseille/GC/gc/gc/mark_node.ind
\e[0;32mOK
\e[0m 0.01
9852 cic:/Marseille/GC/gc/gc/no_edge_black_to_white.con
\e[0;32mOK
\e[0m 0.01
9853 cic:/Marseille/GC/gc/gc/no_edge_black_to_white_bis.con
\e[0;32mOK
\e[0m 0.01
9854 cic:/Marseille/GC/gc/gc/nogrey_accn_imp_blackn.con
\e[0;32mOK
\e[0m 0.01
9855 cic:/Marseille/GC/gc/gc/remove_edge.ind
\e[0;32mOK
\e[0m 0.01
9856 cic:/Marseille/GC/gc/gc/rt_grey_or_black.con
\e[0;32mOK
\e[0m 0.01
9857 cic:/Marseille/GC/gc/gc/sweep_no_greys.con
\e[0;32mOK
\e[0m 0.01
9858 cic:/Marseille/GC/card/card_facts/exist_updated_M.con
\e[0;32mOK
\e[0m 0.03
9859 cic:/Marseille/GC/card/card_facts/exist_updated_N.con
\e[0;32mOK
\e[0m 0.02
9860 cic:/Marseille/GC/card/card/dif2.con
\e[0;32mOK
\e[0m 0.03
9861 cic:/Marseille/GC/card/card/exist_updated.con
\e[0;32mOK
\e[0m 0.02
9862 cic:/Marseille/CCS/Trans_Sys/deriv_weak_deriv.con
\e[0;32mOK
\e[0m 0.02
9863 cic:/Marseille/CCS/Trans_Sys/obs_eq.con
\e[0;32mOK
\e[0m 0.01
9864 cic:/Marseille/CCS/Trans_Sys/obs_eq1.con
\e[0;32mOK
\e[0m 0.02
9865 cic:/Marseille/CCS/Trans_Sys/refl_weak_eq.con
\e[0;31mFAIL
\e[0m
9866 cic:/Marseille/CCS/Trans_Sys/strong_weak.con
\e[0;31mFAIL
\e[0m
9867 cic:/Marseille/CCS/Trans_Sys/sym_weak_eq.con
\e[0;31mFAIL
\e[0m
9868 cic:/Marseille/CCS/Trans_Sys/w_deriv_tau_left.con
\e[0;32mOK
\e[0m 0.02
9869 cic:/Marseille/CCS/Trans_Sys/w_deriv_tau_right.con
\e[0;32mOK
\e[0m 0.02
9870 cic:/Marseille/CCS/Trans_Sys/weak_deriv_deriv.con
\e[0;32mOK
\e[0m 0.01
9871 cic:/Marseille/CCS/Trans_Sys/weak_deriv_tau_left.con
\e[0;32mOK
\e[0m 0.02
9872 cic:/Marseille/CCS/Trans_Sys/weak_deriv_tau_right.con
\e[0;32mOK
\e[0m 0.03
9873 cic:/Marseille/CCS/Trans_Sys/weak_eq1_weak_eq.con
\e[0;31mFAIL
\e[0m
9874 cic:/Lyon/STREAMS/GfpStreams/eq_streams_intro.con
\e[0;32mOK
\e[0m 0.02
9875 cic:/Lyon/STREAMS/GfpStreams/eq_streams_sym.con
\e[0;32mOK
\e[0m 0.01
9876 cic:/Lyon/STREAMS/GfpStreams/eq_streams_trans.con
\e[0;32mOK
\e[0m 0.01
9877 cic:/Lyon/STREAMS/GfpStreams/hd.con
\e[0;32mOK
\e[0m 0.01
9878 cic:/Lyon/STREAMS/Eratosthene/divinf.ind
\e[0;32mOK
\e[0m 0.01
9879 cic:/Lyon/PROCESSES/INTERPRETER/Processes/Action_rect.con
\e[0;32mOK
\e[0m 0.02
9880 cic:/Lyon/PROCESSES/INTERPRETER/Processes/Process_rect.con
\e[0;32mOK
\e[0m 0.01
9881 cic:/Lyon/PROCESSES/INTERPRETER/Processes/SafeProcTrans.ind
\e[0;32mOK
\e[0m 0.01
9882 cic:/Lyon/PROCESSES/INTERPRETER/Processes/Signal_ind.con
\e[0;32mOK
\e[0m 0.01
9883 cic:/Lyon/PROCESSES/INTERPRETER/Processes/Signal_rec.con
\e[0;32mOK
\e[0m 0.01
9884 cic:/Lyon/PROCESSES/INTERPRETER/Processes/UnrelProcTrans.ind
\e[0;32mOK
\e[0m 0.02
9885 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/Wright.ind
\e[0;32mOK
\e[0m 0.02
9886 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/ACK.con
\e[0;31mFAIL
\e[0m
9887 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/ACK.var
\e[0;32mOK
\e[0m 0.00
9888 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/ACKING.con
\e[0;31mFAIL
\e[0m
9889 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/ACKING.var
\e[0;32mOK
\e[0m 0.00
9890 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/OUT.con
\e[0;31mFAIL
\e[0m
9891 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/OUT.var
\e[0;32mOK
\e[0m 0.01
9892 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/REPEAT.con
\e[0;31mFAIL
\e[0m
9893 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/REPEAT.var
\e[0;32mOK
\e[0m 0.01
9894 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/SEND.con
\e[0;31mFAIL
\e[0m
9895 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/SEND.var
\e[0;32mOK
\e[0m 0.00
9896 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/SENDING.con
\e[0;31mFAIL
\e[0m
9897 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/SENDING.var
\e[0;32mOK
\e[0m 0.00
9898 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/ACAction_rect.con
\e[0;32mOK
\e[0m 0.13
9899 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/SafeProcTrans.ind
\e[0;32mOK
\e[0m 0.03
9900 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Signal_ind.con
\e[0;32mOK
\e[0m 0.15
9901 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Signal_rec.con
\e[0;32mOK
\e[0m 0.01
9902 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/UnrelProcTrans.ind
\e[0;32mOK
\e[0m 0.02
9903 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Processes/Properties_of_Processes/Trans.var
\e[0;32mOK
\e[0m 0.01
9904 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Processes/Properties_of_Processes/Parametric_Always/P.var
\e[0;32mOK
\e[0m 0.01
9905 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Processes/Properties_of_Processes/Parametric_Always/Q.var
\e[0;32mOK
\e[0m 0.01
9906 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Processes/Properties_of_Processes/Basics/P.var
\e[0;32mOK
\e[0m 0.01
9907 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/select_fun.con
\e[0;32mOK
\e[0m 0.01
9908 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/select_mess.con
\e[0;32mOK
\e[0m 0.02
9909 cic:/Lyon/PROCESSES/ABP/TRACES/Hypotheses/IsClear.con
\e[0;31mFAIL
\e[0m
9910 cic:/Lyon/PROCESSES/ABP/TRACES/Hypotheses/OneDel.con
\e[0;31mFAIL
\e[0m
9911 cic:/Lyon/PROCESSES/ABP/TRACES/Hypotheses/Rtalks.con
\e[0;31mFAIL
\e[0m
9912 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/ACK.con
\e[0;31mFAIL
\e[0m
9913 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/ACK.var
\e[0;32mOK
\e[0m 0.00
9914 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/ACKING.con
\e[0;31mFAIL
\e[0m
9915 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/ACKING.var
\e[0;32mOK
\e[0m 0.01
9916 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/OUT.con
\e[0;31mFAIL
\e[0m
9917 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/OUT.var
\e[0;32mOK
\e[0m 0.00
9918 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/REPEAT.con
\e[0;31mFAIL
\e[0m
9919 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/REPEAT.var
\e[0;32mOK
\e[0m 0.00
9920 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/SEND.con
\e[0;31mFAIL
\e[0m
9921 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/SEND.var
\e[0;32mOK
\e[0m 0.00
9922 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/SENDING.con
\e[0;31mFAIL
\e[0m
9923 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/SENDING.var
\e[0;32mOK
\e[0m 0.01
9924 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/ACAction_rect.con
\e[0;32mOK
\e[0m 0.02
9925 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/SafeProcTrans.ind
\e[0;32mOK
\e[0m 0.01
9926 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/Signal_ind.con
\e[0;32mOK
\e[0m 0.01
9927 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/Signal_rec.con
\e[0;32mOK
\e[0m 0.01
9928 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/UnrelProcTrans.ind
\e[0;32mOK
\e[0m 0.02
9929 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/Processes/Weak_Bisimulations/Trans.var
\e[0;32mOK
\e[0m 0.01
9930 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/select_fun.con
\e[0;32mOK
\e[0m 0.02
9931 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/select_mess.con
\e[0;32mOK
\e[0m 0.02
9932 cic:/Lyon/IEEE754/Registers/Z_of_register.con
\e[0;32mOK
\e[0m 0.01
9933 cic:/Lyon/IEEE754/Registers/reg_compare.con
\e[0;32mOK
\e[0m 0.01
9934 cic:/Lyon/IEEE754/Registers/register_of_pos.con
\e[0;32mOK
\e[0m 0.01
9935 cic:/Lyon/IEEE754/IEEE754_def/abstract_IEEE_ind.con
\e[0;32mOK
\e[0m 0.01
9936 cic:/Lyon/IEEE754/IEEE754_def/abstract_IEEE_rec.con
\e[0;32mOK
\e[0m 0.01
9937 cic:/Lyon/IEEE754/Diadic/Dabs.con
\e[0;32mOK
\e[0m 0.02
9938 cic:/Lyon/IEEE754/Diadic/Dopp.con
\e[0;32mOK
\e[0m 0.01
9939 cic:/Lyon/IEEE754/Diadic/diadic_ind.con
\e[0;32mOK
\e[0m 0.01
9940 cic:/Lyon/IEEE754/Diadic/diadic_rec.con
\e[0;32mOK
\e[0m 0.01
9941 cic:/Lyon/IEEE754/Diadic/is_Dzero.con
\e[0;32mOK
\e[0m 0.01
9942 cic:/Lyon/GRAPHS-BASICS/Vertices/V_canon.con
\e[0;32mOK
\e[0m 0.01
9943 cic:/Lyon/GRAPHS-BASICS/Vertices/V_differ_E_E.con
\e[0;32mOK
\e[0m 0.01
9944 cic:/Lyon/GRAPHS-BASICS/Vertices/V_distributivity_inter_union.con
\e[0;32mOK
\e[0m 0.01
9945 cic:/Lyon/GRAPHS-BASICS/Vertices/V_distributivity_union_inter.con
\e[0;32mOK
\e[0m 0.01
9946 cic:/Lyon/GRAPHS-BASICS/Vertices/V_enumerable.con
\e[0;32mOK
\e[0m 0.01
9947 cic:/Lyon/GRAPHS-BASICS/Vertices/V_eq_set.con
\e[0;32mOK
\e[0m 0.01
9948 cic:/Lyon/GRAPHS-BASICS/Vertices/V_included_inter.con
\e[0;32mOK
\e[0m 0.01
9949 cic:/Lyon/GRAPHS-BASICS/Vertices/V_included_single.con
\e[0;32mOK
\e[0m 0.01
9950 cic:/Lyon/GRAPHS-BASICS/Vertices/V_included_union.con
\e[0;32mOK
\e[0m 0.01
9951 cic:/Lyon/GRAPHS-BASICS/Vertices/V_inter_absorb.con
\e[0;32mOK
\e[0m 0.01
9952 cic:/Lyon/GRAPHS-BASICS/Vertices/V_inter_assoc.con
\e[0;32mOK
\e[0m 0.01
9953 cic:/Lyon/GRAPHS-BASICS/Vertices/V_inter_commut.con
\e[0;32mOK
\e[0m 0.01
9954 cic:/Lyon/GRAPHS-BASICS/Vertices/V_inter_empty.con
\e[0;32mOK
\e[0m 0.01
9955 cic:/Lyon/GRAPHS-BASICS/Vertices/V_inter_eq.con
\e[0;32mOK
\e[0m 0.01
9956 cic:/Lyon/GRAPHS-BASICS/Vertices/V_inter_neutral.con
\e[0;32mOK
\e[0m 0.01
9957 cic:/Lyon/GRAPHS-BASICS/Vertices/V_not_inter.con
\e[0;32mOK
\e[0m 0.01
9958 cic:/Lyon/GRAPHS-BASICS/Vertices/V_not_union.con
\e[0;32mOK
\e[0m 0.01
9959 cic:/Lyon/GRAPHS-BASICS/Vertices/V_set_diff.con
\e[0;32mOK
\e[0m 0.01
9960 cic:/Lyon/GRAPHS-BASICS/Vertices/V_set_eq_commut.con
\e[0;32mOK
\e[0m 0.01
9961 cic:/Lyon/GRAPHS-BASICS/Vertices/V_single_equal.con
\e[0;32mOK
\e[0m 0.01
9962 cic:/Lyon/GRAPHS-BASICS/Vertices/V_sum.con
\e[0;32mOK
\e[0m 0.01
9963 cic:/Lyon/GRAPHS-BASICS/Vertices/V_union_absorb.con
\e[0;32mOK
\e[0m 0.01
9964 cic:/Lyon/GRAPHS-BASICS/Vertices/V_union_assoc.con
\e[0;32mOK
\e[0m 0.01
9965 cic:/Lyon/GRAPHS-BASICS/Vertices/V_union_commut.con
\e[0;32mOK
\e[0m 0.01
9966 cic:/Lyon/GRAPHS-BASICS/Vertices/V_union_differ_inter.con
\e[0;32mOK
\e[0m 0.01
9967 cic:/Lyon/GRAPHS-BASICS/Vertices/V_union_eq.con
\e[0;32mOK
\e[0m 0.01
9968 cic:/Lyon/GRAPHS-BASICS/Vertices/V_union_neutral.con
\e[0;32mOK
\e[0m 0.01
9969 cic:/Lyon/GRAPHS-BASICS/Trees/Tree.ind
\e[0;31mFAIL
\e[0m
9970 cic:/Lyon/GRAPHS-BASICS/Sets/Differ_empty.con
\e[0;32mOK
\e[0m 0.02
9971 cic:/Lyon/GRAPHS-BASICS/Sets/Empty_nothing.con
\e[0;32mOK
\e[0m 0.01
9972 cic:/Lyon/GRAPHS-BASICS/Sets/Single_disjoint.con
\e[0;32mOK
\e[0m 0.02
9973 cic:/Lyon/GRAPHS-BASICS/Sets/Single_equal_single.con
\e[0;32mOK
\e[0m 0.01
9974 cic:/Lyon/GRAPHS-BASICS/Sets/U_set_diff_commut.con
\e[0;32mOK
\e[0m 0.01
9975 cic:/Lyon/GRAPHS-BASICS/Sets/Union_dec.con
\e[0;32mOK
\e[0m 0.01
9976 cic:/Lyon/GRAPHS-BASICS/Sets/Union_inversion.con
\e[0;32mOK
\e[0m 0.03
9977 cic:/Lyon/GRAPHS-BASICS/Sets/Union_inversion2.con
\e[0;32mOK
\e[0m 0.03
9978 cic:/Lyon/GRAPHS-BASICS/Paths/E_reverse.con
\e[0;32mOK
\e[0m 0.02
9979 cic:/Lyon/GRAPHS-BASICS/Paths/cdr_app.con
\e[0;32mOK
\e[0m 0.01
9980 cic:/Lyon/GRAPHS-BASICS/Paths/REVERSE_WALK/a.var
\e[0;32mOK
\e[0m 0.01
9981 cic:/Lyon/GRAPHS-BASICS/Paths/PATH_AND_DEGREE/a.var
\e[0;32mOK
\e[0m 0.02
9982 cic:/Lyon/GRAPHS-BASICS/Paths/PATH/a.var
\e[0;32mOK
\e[0m 0.01
9983 cic:/Lyon/GRAPHS-BASICS/Paths/EXTRACTED/a.var
\e[0;32mOK
\e[0m 0.01
9984 cic:/Lyon/GRAPHS-BASICS/Paths/APPEND_WALKS/a.var
\e[0;32mOK
\e[0m 0.01
9985 cic:/Lyon/GRAPHS-BASICS/Graphs/Graph.ind
\e[0;31mFAIL
\e[0m
9986 cic:/Lyon/GRAPHS-BASICS/Enumerated/U_canon_ind.con
\e[0;32mOK
\e[0m 0.02
9987 cic:/Lyon/GRAPHS-BASICS/Enumerated/U_enumerable_sum.con
\e[0;32mOK
\e[0m 0.01
9988 cic:/Lyon/GRAPHS-BASICS/Enumerated/U_in_dec.con
\e[0;32mOK
\e[0m 0.03
9989 cic:/Lyon/GRAPHS-BASICS/Edges/A_in_union_edge.con
\e[0;32mOK
\e[0m 0.02
9990 cic:/Lyon/GRAPHS-BASICS/Edges/E_add_edge.con
\e[0;32mOK
\e[0m 0.04
9991 cic:/Lyon/GRAPHS-BASICS/Edges/E_eq_ind.con
\e[0;32mOK
\e[0m 0.01
9992 cic:/Lyon/GRAPHS-BASICS/Edges/E_inclusion.con
\e[0;32mOK
\e[0m 0.01
9993 cic:/Lyon/GRAPHS-BASICS/Edges/E_not_set_eq123.con
\e[0;32mOK
\e[0m 0.02
9994 cic:/Lyon/GRAPHS-BASICS/Edges/E_not_set_eq14.con
\e[0;32mOK
\e[0m 0.01
9995 cic:/Lyon/GRAPHS-BASICS/Edges/E_not_set_eq24.con
\e[0;32mOK
\e[0m 0.01
9996 cic:/Lyon/GRAPHS-BASICS/Edges/E_set_diff1.con
\e[0;32mOK
\e[0m 0.02
9997 cic:/Lyon/GRAPHS-BASICS/Edges/E_set_disjoint.con
\e[0;32mOK
\e[0m 0.02
9998 cic:/Lyon/GRAPHS-BASICS/Edges/E_set_eq.con
\e[0;32mOK
\e[0m 0.02
9999 cic:/Lyon/GRAPHS-BASICS/Edges/E_set_eq_diff.con
\e[0;32mOK
\e[0m 0.02
10000 cic:/Lyon/GRAPHS-BASICS/Edges/E_set_ind.con
\e[0;32mOK
\e[0m 0.01
10001 cic:/Lyon/GRAPHS-BASICS/Edges/Edge_ind.con
\e[0;32mOK
\e[0m 0.01
10002 cic:/Lyon/GRAPHS-BASICS/Edges/Edge_rec.con
\e[0;32mOK
\e[0m 0.01
10003 cic:/Lyon/GRAPHS-BASICS/Dipaths/DIRECTED_PATHES/a.var
\e[0;32mOK
\e[0m 0.01
10004 cic:/Lyon/GRAPHS-BASICS/Digraphs/Digraph.ind
\e[0;31mFAIL
\e[0m
10005 cic:/Lyon/GRAPHS-BASICS/Degrees/NEIGHBOR/a.var
\e[0;32mOK
\e[0m 0.01
10006 cic:/Lyon/GRAPHS-BASICS/Connected/Connected.ind
\e[0;31mFAIL
\e[0m
10007 cic:/Lyon/GRAPHS-BASICS/Arcs/A_canon.con
\e[0;32mOK
\e[0m 0.01
10008 cic:/Lyon/GRAPHS-BASICS/Arcs/A_differ_E_E.con
\e[0;32mOK
\e[0m 0.01
10009 cic:/Lyon/GRAPHS-BASICS/Arcs/A_distributivity_inter_union.con
\e[0;32mOK
\e[0m 0.01
10010 cic:/Lyon/GRAPHS-BASICS/Arcs/A_distributivity_union_inter.con
\e[0;32mOK
\e[0m 0.01
10011 cic:/Lyon/GRAPHS-BASICS/Arcs/A_enumerable.con
\e[0;32mOK
\e[0m 0.01
10012 cic:/Lyon/GRAPHS-BASICS/Arcs/A_eq_set.con
\e[0;32mOK
\e[0m 0.01
10013 cic:/Lyon/GRAPHS-BASICS/Arcs/A_included_inter.con
\e[0;32mOK
\e[0m 0.01
10014 cic:/Lyon/GRAPHS-BASICS/Arcs/A_included_single.con
\e[0;32mOK
\e[0m 0.01
10015 cic:/Lyon/GRAPHS-BASICS/Arcs/A_included_union.con
\e[0;32mOK
\e[0m 0.01
10016 cic:/Lyon/GRAPHS-BASICS/Arcs/A_inter_absorb.con
\e[0;32mOK
\e[0m 0.01
10017 cic:/Lyon/GRAPHS-BASICS/Arcs/A_inter_assoc.con
\e[0;32mOK
\e[0m 0.01
10018 cic:/Lyon/GRAPHS-BASICS/Arcs/A_inter_commut.con
\e[0;32mOK
\e[0m 0.01
10019 cic:/Lyon/GRAPHS-BASICS/Arcs/A_inter_empty.con
\e[0;32mOK
\e[0m 0.01
10020 cic:/Lyon/GRAPHS-BASICS/Arcs/A_inter_eq.con
\e[0;32mOK
\e[0m 0.01
10021 cic:/Lyon/GRAPHS-BASICS/Arcs/A_inter_neutral.con
\e[0;32mOK
\e[0m 0.01
10022 cic:/Lyon/GRAPHS-BASICS/Arcs/A_not_in_union.con
\e[0;32mOK
\e[0m 0.01
10023 cic:/Lyon/GRAPHS-BASICS/Arcs/A_not_inter.con
\e[0;32mOK
\e[0m 0.01
10024 cic:/Lyon/GRAPHS-BASICS/Arcs/A_not_union.con
\e[0;32mOK
\e[0m 0.01
10025 cic:/Lyon/GRAPHS-BASICS/Arcs/A_set_diff.con
\e[0;32mOK
\e[0m 0.01
10026 cic:/Lyon/GRAPHS-BASICS/Arcs/A_set_eq_commut.con
\e[0;32mOK
\e[0m 0.01
10027 cic:/Lyon/GRAPHS-BASICS/Arcs/A_single_equal.con
\e[0;32mOK
\e[0m 0.01
10028 cic:/Lyon/GRAPHS-BASICS/Arcs/A_sum.con
\e[0;32mOK
\e[0m 0.01
10029 cic:/Lyon/GRAPHS-BASICS/Arcs/A_union_absorb.con
\e[0;32mOK
\e[0m 0.01
10030 cic:/Lyon/GRAPHS-BASICS/Arcs/A_union_assoc.con
\e[0;32mOK
\e[0m 0.01
10031 cic:/Lyon/GRAPHS-BASICS/Arcs/A_union_commut.con
\e[0;32mOK
\e[0m 0.01
10032 cic:/Lyon/GRAPHS-BASICS/Arcs/A_union_differ_inter.con
\e[0;32mOK
\e[0m 0.01
10033 cic:/Lyon/GRAPHS-BASICS/Arcs/A_union_eq.con
\e[0;32mOK
\e[0m 0.01
10034 cic:/Lyon/GRAPHS-BASICS/Arcs/A_union_neutral.con
\e[0;32mOK
\e[0m 0.01
10035 cic:/Lyon/GRAPHS-BASICS/Arcs/Arc_ind.con
\e[0;32mOK
\e[0m 0.01
10036 cic:/Lyon/GRAPHS-BASICS/Arcs/Arc_rec.con
\e[0;32mOK
\e[0m 0.01
10037 cic:/Lyon/GRAPHS-BASICS/Acyclic/Acyclic.ind
\e[0;31mFAIL
\e[0m
10038 cic:/Lyon/FIRING-SQUAD/sommet/R53.con
\e[0;32mOK
\e[0m 0.01
10039 cic:/Lyon/FIRING-SQUAD/sommet/R76.con
\e[0;32mOK
\e[0m 0.01
10040 cic:/Lyon/FIRING-SQUAD/geom/Diag'_rect.con
\e[0;32mOK
\e[0m 0.01
10041 cic:/Lyon/FIRING-SQUAD/geom/Diag_rect.con
\e[0;32mOK
\e[0m 0.01
10042 cic:/Lyon/FIRING-SQUAD/geom/Horizontale_ind.con
\e[0;32mOK
\e[0m 0.01
10043 cic:/Lyon/FIRING-SQUAD/geom/Horizontale_rec.con
\e[0;32mOK
\e[0m 0.02
10044 cic:/Lyon/FIRING-SQUAD/geom/Horizontale_t0_rect.con
\e[0;32mOK
\e[0m 0.01
10045 cic:/Lyon/FIRING-SQUAD/geom/Horizontale_t1_rect.con
\e[0;32mOK
\e[0m 0.01
10046 cic:/Lyon/FIRING-SQUAD/geom/Semi_Diag_rect.con
\e[0;32mOK
\e[0m 0.01
10047 cic:/Lyon/FIRING-SQUAD/geom/Triangle_inf_ind.con
\e[0;32mOK
\e[0m 0.01
10048 cic:/Lyon/FIRING-SQUAD/geom/Triangle_inf_rec.con
\e[0;32mOK
\e[0m 0.01
10049 cic:/Lyon/FIRING-SQUAD/geom/Verticale_ind.con
\e[0;32mOK
\e[0m 0.01
10050 cic:/Lyon/FIRING-SQUAD/geom/Verticale_rec.con
\e[0;32mOK
\e[0m 0.01
10051 cic:/Lyon/FIRING-SQUAD/constr/Pas_bb.con
\e[0;32mOK
\e[0m 0.04
10052 cic:/Lyon/FIRING-SQUAD/constr/Pas_dh.con
\e[0;32mOK
\e[0m 0.02
10053 cic:/Lyon/FIRING-SQUAD/constr/Pas_dhdollar.con
\e[0;32mOK
\e[0m 0.02
10054 cic:/Lyon/FIRING-SQUAD/constr/Pas_hb.con
\e[0;32mOK
\e[0m 0.03
10055 cic:/Lyon/FIRING-SQUAD/constr/Pas_hd.con
\e[0;32mOK
\e[0m 0.03
10056 cic:/Lyon/FIRING-SQUAD/constr/Pas_hddollar.con
\e[0;32mOK
\e[0m 0.02
10057 cic:/Lyon/FIRING-SQUAD/constr/Pas_hh.con
\e[0;32mOK
\e[0m 0.03
10058 cic:/Lyon/FIRING-SQUAD/constr/demi_Pas_ddollar.con
\e[0;32mOK
\e[0m 0.01
10059 cic:/Lyon/FIRING-SQUAD/constr/demi_Pas_h.con
\e[0;32mOK
\e[0m 0.01
10060 cic:/Lyon/FIRING-SQUAD/bib/div2_rect.con
\e[0;31mFAIL
\e[0m
10061 cic:/Lyon/FIRING-SQUAD/bib/div3_rect.con
\e[0;32mOK
\e[0m 0.01
10062 cic:/Lyon/FIRING-SQUAD/bib/double_S.con
\e[0;32mOK
\e[0m 0.01
10063 cic:/Lyon/FIRING-SQUAD/bib/le6_lt2.con
\e[0;32mOK
\e[0m 0.01
10064 cic:/Lyon/FIRING-SQUAD/bib/minus_un.con
\e[0;32mOK
\e[0m 0.01
10065 cic:/Lyon/FIRING-SQUAD/bib/plus_deux.con
\e[0;32mOK
\e[0m 0.01
10066 cic:/Lyon/FIRING-SQUAD/bib/plus_quatre.con
\e[0;32mOK
\e[0m 0.01
10067 cic:/Lyon/FIRING-SQUAD/bib/plus_trois.con
\e[0;32mOK
\e[0m 0.01
10068 cic:/Lyon/FIRING-SQUAD/bib/plus_un.con
\e[0;32mOK
\e[0m 0.01
10069 cic:/Lyon/FIRING-SQUAD/bib/plus_zero.con
\e[0;32mOK
\e[0m 0.01
10070 cic:/Lyon/FIRING-SQUAD/bib/triple_S.con
\e[0;32mOK
\e[0m 0.01
10071 cic:/Lyon/FIRING-SQUAD/algo/initial_line_O.con
\e[0;32mOK
\e[0m 0.01
10072 cic:/Lyon/FIRING-SQUAD/algo/length_initial_line.con
\e[0;32mOK
\e[0m 0.01
10073 cic:/Lyon/FIRING-SQUAD/algo/next_line_accum.con
\e[0;32mOK
\e[0m 0.01
10074 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/derived_eqst.con
\e[0;32mOK
\e[0m 0.02
10075 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/map_iter_eq.con
\e[0;32mOK
\e[0m 0.01
10076 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/Cls.ind
\e[0;32mOK
\e[0m 0.01
10077 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/EqSt.ind
\e[0;32mOK
\e[0m 0.00
10078 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/SimplerInvariant_ind.con
\e[0;32mOK
\e[0m 0.01
10079 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/eqalters_III.con
\e[0;32mOK
\e[0m 0.02
10080 cic:/Lyon/COINDUCTIVES/ARITH/Omega/EqNat_inj.con
\e[0;32mOK
\e[0m 0.02
10081 cic:/Lyon/COINDUCTIVES/ARITH/Omega/Nat_Induction.con
\e[0;32mOK
\e[0m 0.01
10082 cic:/Lyon/COINDUCTIVES/ARITH/Omega/OO_is_infinite.con
\e[0;32mOK
\e[0m 0.01
10083 cic:/Lyon/COINDUCTIVES/ARITH/Omega/OO_is_infiniteII.con
\e[0;32mOK
\e[0m 0.01
10084 cic:/Lyon/COINDUCTIVES/ARITH/Omega/Plus_Idemp.con
\e[0;32mOK
\e[0m 0.01
10085 cic:/Lyon/COINDUCTIVES/ARITH/Omega/all_infinite_is_OO.con
\e[0;32mOK
\e[0m 0.01
10086 cic:/Lyon/COINDUCTIVES/ARITH/Omega/natInj.con
\e[0;32mOK
\e[0m 0.02
10087 cic:/Lyon/COINDUCTIVES/ARITH/Omega/only_OO_expands_forever.con
\e[0;32mOK
\e[0m 0.01
10088 cic:/Lyon/CIRCUITS/Streams/Streams/StrCoIt.var
\e[0;32mOK
\e[0m 0.02
10089 cic:/Lyon/CIRCUITS/Streams/Streams/StrOut.var
\e[0;32mOK
\e[0m 0.00
10090 cic:/Lyon/CIRCUITS/Streams/Streams/Invariant_Stream/Inv_init.var
\e[0;32mOK
\e[0m 0.01
10091 cic:/Lyon/CIRCUITS/Multiplier/upd3_false.con
\e[0;32mOK
\e[0m 0.01
10092 cic:/Lyon/CIRCUITS/Multiplier/upd3_true.con
\e[0;32mOK
\e[0m 0.01
10093 cic:/Lyon/CIRCUITS/Multiplier/update.con
\e[0;32mOK
\e[0m 0.01
10094 cic:/Lyon/AUTOMATA/need/Dans.con
\e[0;32mOK
\e[0m 0.01
10095 cic:/Lyon/AUTOMATA/need/inmonoid_Append_inv2.con
\e[0;32mOK
\e[0m 0.01
10096 cic:/Lyon/AUTOMATA/more_words/l_egal.con
\e[0;32mOK
\e[0m 0.01
10097 cic:/Lyon/AUTOMATA/more_words/refl_l_inclus.con
\e[0;32mOK
\e[0m 0.01
10098 cic:/Lyon/AUTOMATA/more_words/trans_l_inclus.con
\e[0;32mOK
\e[0m 0.01
10099 cic:/Lyon/AUTOMATA/more_words/wef_append.con
\e[0;32mOK
\e[0m 0.01
10100 cic:/Lyon/AUTOMATA/more_words/wef_cons.con
\e[0;32mOK
\e[0m 0.02
10101 cic:/Lyon/AUTOMATA/more_words/wef_nil.con
\e[0;32mOK
\e[0m 0.01
10102 cic:/Lyon/AUTOMATA/gram_g/Deriveg_ind.con
\e[0;32mOK
\e[0m 0.02
10103 cic:/Lyon/AUTOMATA/gram_g/Derivegstar.con
\e[0;32mOK
\e[0m 0.01
10104 cic:/Lyon/AUTOMATA/gram_aut/Derive_P_A_2_ind.con
\e[0;32mOK
\e[0m 0.02
10105 cic:/Lyon/AUTOMATA/gram_aut/Derive_P_A_3_ind.con
\e[0;32mOK
\e[0m 0.01
10106 cic:/Lyon/AUTOMATA/gram_aut/Derivestar_P_A_2.con
\e[0;32mOK
\e[0m 0.01
10107 cic:/Lyon/AUTOMATA/gram_aut/Derivestar_P_A_3.con
\e[0;32mOK
\e[0m 0.01
10108 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Mono.var
\e[0;32mOK
\e[0m 0.01
10109 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Rf.var
\e[0;32mOK
\e[0m 0.00
10110 cic:/Lyon/AUTOMATA/gram2/resultats/C.var
\e[0;32mOK
\e[0m 0.01
10111 cic:/Lyon/AUTOMATA/gram2/resultats/fet.var
\e[0;32mOK
\e[0m 0.01
10112 cic:/Lyon/AUTOMATA/gram/Derive_ind.con
\e[0;32mOK
\e[0m 0.02
10113 cic:/Lyon/AUTOMATA/gram/Derive_inv.con
\e[0;32mOK
\e[0m 0.01
10114 cic:/Lyon/AUTOMATA/gram/Derivestar.con
\e[0;32mOK
\e[0m 0.01
10115 cic:/Lyon/AUTOMATA/gram/Gunion_disj_p.con
\e[0;32mOK
\e[0m 0.01
10116 cic:/Lyon/AUTOMATA/gram/Regles.con
\e[0;32mOK
\e[0m 0.01
10117 cic:/Lyon/AUTOMATA/gram/imageGram.con
\e[0;32mOK
\e[0m 0.01
10118 cic:/Lyon/AUTOMATA/fonctions/Id_inclus.con
\e[0;32mOK
\e[0m 0.01
10119 cic:/Lyon/AUTOMATA/fonctions/Id_inv.con
\e[0;32mOK
\e[0m 0.01
10120 cic:/Lyon/AUTOMATA/fonctions/Id_words.con
\e[0;32mOK
\e[0m 0.01
10121 cic:/Lyon/AUTOMATA/fonctions/application_words.con
\e[0;32mOK
\e[0m 0.01
10122 cic:/Lyon/AUTOMATA/fonctions/extension.con
\e[0;32mOK
\e[0m 0.01
10123 cic:/Lyon/AUTOMATA/fonctions/is_epi.con
\e[0;32mOK
\e[0m 0.01
10124 cic:/Lyon/AUTOMATA/fonctions/is_mono_words.con
\e[0;32mOK
\e[0m 0.01
10125 cic:/Lyon/AUTOMATA/fonctions/fonctions2/weinvf.var
\e[0;32mOK
\e[0m 0.01
10126 cic:/Lyon/AUTOMATA/Words/Append_w_nil.con
\e[0;32mOK
\e[0m 0.02
10127 cic:/Lyon/AUTOMATA/Words/I_i.con
\e[0;32mOK
\e[0m 0.01
10128 cic:/Lyon/AUTOMATA/Words/cons_cons.con
\e[0;32mOK
\e[0m 0.01
10129 cic:/Lyon/AUTOMATA/Words/cons_cons_inv.con
\e[0;32mOK
\e[0m 0.01
10130 cic:/Lyon/AUTOMATA/Words/eqwordset_refl.con
\e[0;32mOK
\e[0m 0.01
10131 cic:/Lyon/AUTOMATA/Words/eqwordset_sym.con
\e[0;32mOK
\e[0m 0.01
10132 cic:/Lyon/AUTOMATA/Words/eqwordset_trans.con
\e[0;32mOK
\e[0m 0.01
10133 cic:/Lyon/AUTOMATA/Words/inmonoid_ind.con
\e[0;32mOK
\e[0m 0.01
10134 cic:/Lyon/AUTOMATA/Words/islanguage.con
\e[0;32mOK
\e[0m 0.01
10135 cic:/Lyon/AUTOMATA/Words/nil_or_cons.con
\e[0;32mOK
\e[0m 0.02
10136 cic:/Lyon/AUTOMATA/Relations/Rstar'_R.con
\e[0;32mOK
\e[0m 0.01
10137 cic:/Lyon/AUTOMATA/Relations/Rstar'_Rstar.con
\e[0;32mOK
\e[0m 0.01
10138 cic:/Lyon/AUTOMATA/Relations/Rstar'_reflexive.con
\e[0;32mOK
\e[0m 0.01
10139 cic:/Lyon/AUTOMATA/Relations/Rstar_inv.con
\e[0;32mOK
\e[0m 0.02
10140 cic:/Lyon/AUTOMATA/Relations/Rstar_transitive.con
\e[0;32mOK
\e[0m 0.01
10141 cic:/Lyon/AUTOMATA/Reg/Chemin.con
\e[0;32mOK
\e[0m 0.01
10142 cic:/Lyon/AUTOMATA/Reg/Chemin_A.con
\e[0;32mOK
\e[0m 0.01
10143 cic:/Lyon/AUTOMATA/Reg/automate.con
\e[0;32mOK
\e[0m 0.01
10144 cic:/Lyon/AUTOMATA/Reg/automate_A.con
\e[0;32mOK
\e[0m 0.01
10145 cic:/Lyon/AUTOMATA/Reg/chemin_A_ind.con
\e[0;32mOK
\e[0m 0.01
10146 cic:/Lyon/AUTOMATA/Reg/chemin_ind.con
\e[0;32mOK
\e[0m 0.01
10147 cic:/Lyon/AUTOMATA/Reg/delta_D.con
\e[0;32mOK
\e[0m 0.01
10148 cic:/Lyon/AUTOMATA/Reg/est_dans_d2.con
\e[0;32mOK
\e[0m 0.01
10149 cic:/Lyon/AUTOMATA/Reg/reconnait.con
\e[0;32mOK
\e[0m 0.01
10150 cic:/Lyon/AUTOMATA/Reg/reconnait_A.con
\e[0;32mOK
\e[0m 0.01
10151 cic:/Lyon/AUTOMATA/Reg/sync_qa.con
\e[0;32mOK
\e[0m 0.01
10152 cic:/Lyon/AUTOMATA/RatReg/delta.con
\e[0;32mOK
\e[0m 0.01
10153 cic:/Lyon/AUTOMATA/RatReg/est_dans_d'_2.con
\e[0;32mOK
\e[0m 0.01
10154 cic:/Lyon/AUTOMATA/RatReg/pont.con
\e[0;32mOK
\e[0m 0.01
10155 cic:/Lyon/AUTOMATA/Rat/lpuiss.con
\e[0;32mOK
\e[0m 0.02
10156 cic:/Lyon/AUTOMATA/PushdownAutomata/eps.con
\e[0;32mOK
\e[0m 0.02
10157 cic:/Lyon/AUTOMATA/Max/sup_add.con
\e[0;32mOK
\e[0m 0.02
10158 cic:/Lyon/AUTOMATA/Ensf_union/union_d.con
\e[0;32mOK
\e[0m 0.01
10159 cic:/Lyon/AUTOMATA/Ensf_types/add_add.con
\e[0;32mOK
\e[0m 0.02
10160 cic:/Lyon/AUTOMATA/Ensf_types/couple_couple.con
\e[0;32mOK
\e[0m 0.01
10161 cic:/Lyon/AUTOMATA/Ensf_inter/inter.con
\e[0;32mOK
\e[0m 0.02
10162 cic:/Lyon/AUTOMATA/Ensf_inclus/dans_trans.con
\e[0;32mOK
\e[0m 0.02
10163 cic:/Lyon/AUTOMATA/Ensf_inclus/empty_inclus.con
\e[0;32mOK
\e[0m 0.02
10164 cic:/Lyon/AUTOMATA/Ensf_inclus/inclus_add.con
\e[0;32mOK
\e[0m 0.01
10165 cic:/Lyon/AUTOMATA/Ensf_inclus/inclus_singl.con
\e[0;32mOK
\e[0m 0.01
10166 cic:/Lyon/AUTOMATA/Ensf_inclus/inclus_trans.con
\e[0;32mOK
\e[0m 0.01
10167 cic:/Lyon/AUTOMATA/Ensf_inclus/refl_inclus.con
\e[0;32mOK
\e[0m 0.01
10168 cic:/Lyon/AUTOMATA/Ensf_disj/pair_equal.con
\e[0;32mOK
\e[0m 0.01
10169 cic:/Lyon/AUTOMATA/Ensf_disj/union_disj.con
\e[0;32mOK
\e[0m 0.02
10170 cic:/Lyon/AUTOMATA/Ensf_dans/dans_add.con
\e[0;32mOK
\e[0m 0.02
10171 cic:/Lyon/AUTOMATA/Ensf_dans/dans_empty_imp_P.con
\e[0;32mOK
\e[0m 0.01
10172 cic:/Lannion/polycont/huffman/lookup.con
\e[0;32mOK
\e[0m 0.03
10173 cic:/Lannion/polycont/huffman/path_ind.con
\e[0;32mOK
\e[0m 0.02
10174 cic:/Lannion/polycont/copy_cheat/eff_cop.con
\e[0;32mOK
\e[0m 0.02
10175 cic:/Lannion/polycont/copy/eff_cop.con
\e[0;32mOK
\e[0m 0.02
10176 cic:/Lannion/continuations/weight/tree/Pem_em.con
\e[0;32mOK
\e[0m 0.01
10177 cic:/Lannion/continuations/weight/tree/Pem_em_eq.con
\e[0;32mOK
\e[0m 0.01
10178 cic:/Lannion/continuations/weight/tests/nul_dec.con
\e[0;32mOK
\e[0m 0.01
10179 cic:/Lannion/continuations/weight/specif/P_overweight.ind
\e[0;32mOK
\e[0m 0.01
10180 cic:/Lannion/continuations/weight/specif/P_overweight_accu.con
\e[0;32mOK
\e[0m 0.01
10181 cic:/Lannion/continuations/weight/specif/Pposs_zerl_ind.con
\e[0;32mOK
\e[0m 0.02
10182 cic:/Lannion/continuations/weight/specif/SPEC2.ind
\e[0;32mOK
\e[0m 0.01
10183 cic:/Lannion/continuations/weight/specif/SPECL.ind
\e[0;32mOK
\e[0m 0.01
10184 cic:/Lannion/continuations/weight/specif/condsum_accu.ind
\e[0;32mOK
\e[0m 0.01
10185 cic:/Lannion/continuations/weight/specif/inv_poss_zerl.con
\e[0;32mOK
\e[0m 0.02
10186 cic:/Lannion/continuations/weight/specif/inv_poss_zerl_nil.con
\e[0;32mOK
\e[0m 0.01
10187 cic:/Lannion/continuations/weight/specif/lboolexc_rect.con
\e[0;32mOK
\e[0m 0.01
10188 cic:/Lannion/continuations/weight/decl_exc/xl2_bool.con
\e[0;32mOK
\e[0m 0.02
10189 cic:/Lannion/continuations/weight/Nxaccu_ex/algorithms/Nx_elim_Nx.var
\e[0;32mOK
\e[0m 0.01
10190 cic:/Lannion/continuations/weight/Nxaccu_ex/algorithms/Nx_handle.var
\e[0;32mOK
\e[0m 0.01
10191 cic:/Lannion/continuations/weight/Nxaccu_ex/algorithms/Nx_raise.var
\e[0;32mOK
\e[0m 0.01
10192 cic:/Lannion/continuations/weight/Nxaccu_ex/algorithms/Nx_unit.var
\e[0;32mOK
\e[0m 0.00
10193 cic:/Lannion/continuations/weight/Nmxaccu_ex/prop_exc.con
\e[0;32mOK
\e[0m 0.02
10194 cic:/Lannion/continuations/weight/Nmxaccu_ex/prop_excl.con
\e[0;32mOK
\e[0m 0.01
10195 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo2/P.var
\e[0;32mOK
\e[0m 0.01
10196 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo1/P.var
\e[0;32mOK
\e[0m 0.02
10197 cic:/Lannion/continuations/weight/Naccu_cc/algocc/NF.var
\e[0;32mOK
\e[0m 0.01
10198 cic:/Lannion/continuations/weight/Naccu_cc/algocc/N_fn.var
\e[0;32mOK
\e[0m 0.00
10199 cic:/Lannion/continuations/weight/Naccu_cc/algocc/N_lift.var
\e[0;32mOK
\e[0m 0.01
10200 cic:/Lannion/continuations/weight/Naccu_cc/algocc/N_op.var
\e[0;32mOK
\e[0m 0.00
10201 cic:/Lannion/continuations/weight/Naccu_cc/algocc/N_unit.var
\e[0;32mOK
\e[0m 0.01
10202 cic:/Lannion/continuations/weight/Naccu_cc/algocc/Tcontcc.var
\e[0;32mOK
\e[0m 0.00
10203 cic:/Lannion/continuations/cps/cps_Nmx/Nmxglob.con
\e[0;32mOK
\e[0m 0.01
10204 cic:/Lannion/continuations/cps/cps_Nmx/defcont/e.var
\e[0;32mOK
\e[0m 0.01
10205 cic:/Lannion/continuations/cps/cps_N/defcont/NF.var
\e[0;32mOK
\e[0m 0.01
10206 cic:/Lannion/continuations/cps/cps_N/defcont/Tcontcc.var
\e[0;32mOK
\e[0m 0.00
10207 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/List_queue_nat_OK.con
\e[0;32mOK
\e[0m 0.01
10208 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/OK_At_last_ind.con
\e[0;32mOK
\e[0m 0.01
10209 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/OK_At_last_rec.con
\e[0;32mOK
\e[0m 0.01
10210 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/OK_Constr_f_ind.con
\e[0;32mOK
\e[0m 0.01
10211 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/OK_Constr_f_rec.con
\e[0;32mOK
\e[0m 0.01
10212 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/OK_List_queue_nat_rect.con
\e[0;32mOK
\e[0m 0.01
10213 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/arity.con
\e[0;32mOK
\e[0m 0.01
10214 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/proj_C.con
\e[0;32mOK
\e[0m 0.01
10215 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/proj_ConsArg1.con
\e[0;32mOK
\e[0m 0.01
10216 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/proj_ConsArg2.con
\e[0;32mOK
\e[0m 0.01
10217 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/proj_Root1.con
\e[0;32mOK
\e[0m 0.01
10218 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/proj_Root2.con
\e[0;32mOK
\e[0m 0.01
10219 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/proj_V.con
\e[0;32mOK
\e[0m 0.01
10220 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/quasiterm_ind.con
\e[0;32mOK
\e[0m 0.01
10221 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/quasiterm_rec.con
\e[0;32mOK
\e[0m 0.01
10222 cic:/Lannion/continuations/FOUnify_cps/nat_complements/nat_eq_decS.con
\e[0;32mOK
\e[0m 0.02
10223 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/IS_IN_LV_Consv_Nilv_eq.con
\e[0;32mOK
\e[0m 0.02
10224 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/is_in_lv_ind.con
\e[0;32mOK
\e[0m 0.01
10225 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/listv_ind.con
\e[0;32mOK
\e[0m 0.01
10226 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/listv_rec.con
\e[0;32mOK
\e[0m 0.02
10227 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/Subst.con
\e[0;32mOK
\e[0m 0.02
10228 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/is_in_ind.con
\e[0;32mOK
\e[0m 0.01
10229 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/head_diff_ind.con
\e[0;32mOK
\e[0m 0.02
10230 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/algorithmes/Nx_elim_Nx.var
\e[0;32mOK
\e[0m 0.01
10231 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/algorithmes/Nx_handle.var
\e[0;32mOK
\e[0m 0.01
10232 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/algorithmes/Nx_raise.var
\e[0;32mOK
\e[0m 0.00
10233 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/algorithmes/Nx_unit.var
\e[0;32mOK
\e[0m 0.01
10234 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/DIFFELNB.con
\e[0;32mOK
\e[0m 0.02
10235 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/REMOVE_Consv_eq.con
\e[0;32mOK
\e[0m 0.01
10236 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/REMOVE_Consv_n_eq.con
\e[0;32mOK
\e[0m 0.03
10237 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/SUB.con
\e[0;32mOK
\e[0m 0.01
10238 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/clos.ind
\e[0;32mOK
\e[0m 0.01
10239 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/diffelnb.ind
\e[0;32mOK
\e[0m 0.01
10240 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/dom.con
\e[0;32mOK
\e[0m 0.01
10241 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/elem_subst.ind
\e[0;32mOK
\e[0m 0.01
10242 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/inclv.ind
\e[0;32mOK
\e[0m 0.01
10243 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/infv.ind
\e[0;32mOK
\e[0m 0.00
10244 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/list_var.con
\e[0;32mOK
\e[0m 0.01
10245 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/over.con
\e[0;32mOK
\e[0m 0.01
10246 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/remove_ind.con
\e[0;32mOK
\e[0m 0.01
10247 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/sig_elem_subst0.con
\e[0;32mOK
\e[0m 0.03
10248 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/st_inclv.ind
\e[0;32mOK
\e[0m 0.01
10249 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/sub_ind.con
\e[0;32mOK
\e[0m 0.01
10250 cic:/IdealX/idx-assoc/Assoc/assoc_del_correct_1.con
\e[0;32mOK
\e[0m 0.03
10251 cic:/IdealX/idx-assoc/Assoc/assoc_del_decrease_1.con
\e[0;32mOK
\e[0m 0.05
10252 cic:/IdealX/idx-assoc/Assoc/assoc_hasmem.con
\e[0;32mOK
\e[0m 0.01
10253 cic:/IdealX/idx-assoc/Assoc/assoc_mem.con
\e[0;32mOK
\e[0m 0.01
10254 cic:/IdealX/idx-assoc/Assoc/assoc_semfind_commute.con
\e[0;32mOK
\e[0m 0.05
10255 cic:/IdealX/idx-assoc/Assoc/assoc_semfind_cons_1.con
\e[0;32mOK
\e[0m 0.01
10256 cic:/IdealX/idx-assoc/Assoc/assoc_semfind_cons_2.con
\e[0;32mOK
\e[0m 0.02
10257 cic:/IdealX/idx-assoc/Assoc/assoc_semfind_del.con
\e[0;32mOK
\e[0m 0.04
10258 cic:/IdealX/idx-assoc/Assoc/assoc_semfind_increase_1.con
\e[0;32mOK
\e[0m 0.02
10259 cic:/IdealX/idx-assoc/Assoc/assoc_semfind_increase_2.con
\e[0;32mOK
\e[0m 0.04
10260 cic:/IdealX/idx-assoc/Assoc/assoc_semfind_nil.con
\e[0;32mOK
\e[0m 0.01
10261 cic:/Eindhoven/POCKLINGTON/prime/Prime.con
\e[0;32mOK
\e[0m 0.02
10262 cic:/Eindhoven/POCKLINGTON/prime/bPrime.con
\e[0;32mOK
\e[0m 0.01
10263 cic:/Eindhoven/POCKLINGTON/list/allPos.con
\e[0;32mOK
\e[0m 0.01
10264 cic:/Eindhoven/POCKLINGTON/list/alllist_ok.con
\e[0;32mOK
\e[0m 0.02
10265 cic:/Eindhoven/POCKLINGTON/list/inlist_dec.con
\e[0;32mOK
\e[0m 0.01
10266 cic:/Eindhoven/POCKLINGTON/list/map_length.con
\e[0;32mOK
\e[0m 0.01
10267 cic:/Eindhoven/POCKLINGTON/list/multDrop.con
\e[0;32mOK
\e[0m 0.01
10268 cic:/Eindhoven/POCKLINGTON/list/zdrop.con
\e[0;32mOK
\e[0m 0.01
10269 cic:/Eindhoven/POCKLINGTON/lemmas/Zopp_lt_gt_0.con
\e[0;32mOK
\e[0m 0.02
10270 cic:/Eindhoven/POCKLINGTON/lemmas/le_witness.con
\e[0;32mOK
\e[0m 0.02
10271 cic:/Eindhoven/POCKLINGTON/lemmas/predminus1.con
\e[0;32mOK
\e[0m 0.01
10272 cic:/Eindhoven/POCKLINGTON/lemmas/witness_le.con
\e[0;32mOK
\e[0m 0.01
10273 cic:/Eindhoven/POCKLINGTON/fermat/until.con
\e[0;32mOK
\e[0m 0.02
10274 cic:/Eindhoven/POCKLINGTON/dec/beq_nat_eq.con
\e[0;32mOK
\e[0m 0.03
10275 cic:/Eindhoven/POCKLINGTON/dec/beq_nat_neq.con
\e[0;32mOK
\e[0m 0.02
10276 cic:/Eindhoven/POCKLINGTON/dec/beq_nat_ok.con
\e[0;32mOK
\e[0m 0.02
10277 cic:/Eindhoven/POCKLINGTON/dec/eqdec.con
\e[0;32mOK
\e[0m 0.29
10278 cic:/Eindhoven/POCKLINGTON/dec/iffdec.con
\e[0;32mOK
\e[0m 0.20
10279 cic:/Dyade/Otway-Rees/securite/AState_ind.con
\e[0;32mOK
\e[0m 0.01
10280 cic:/Dyade/Otway-Rees/securite/AState_rec.con
\e[0;32mOK
\e[0m 0.01
10281 cic:/Dyade/Otway-Rees/securite/BState.ind
\e[0;32mOK
\e[0m 0.00
10282 cic:/Dyade/Otway-Rees/securite/B_ind.con
\e[0;32mOK
\e[0m 0.01
10283 cic:/Dyade/Otway-Rees/securite/B_rec.con
\e[0;32mOK
\e[0m 0.01
10284 cic:/Dyade/Otway-Rees/securite/C_rect.con
\e[0;32mOK
\e[0m 0.01
10285 cic:/Dyade/Otway-Rees/securite/known_in.ind
\e[0;32mOK
\e[0m 0.01
10286 cic:/Dyade/Otway-Rees/securite/quad.con
\e[0;32mOK
\e[0m 0.01
10287 cic:/Dyade/Otway-Rees/securite/quint.con
\e[0;32mOK
\e[0m 0.01
10288 cic:/Dyade/Otway-Rees/securite/rngDDKKeyAB.con
\e[0;32mOK
\e[0m 0.00
10289 cic:/Dyade/Otway-Rees/securite/rngDDKKeyABminusKab.con
\e[0;32mOK
\e[0m 0.01
10290 cic:/Dyade/Otway-Rees/securite/setofkeys.con
\e[0;32mOK
\e[0m 0.01
10291 cic:/Dyade/Otway-Rees/securite/triple.con
\e[0;32mOK
\e[0m 0.00
10292 cic:/Coq/romega/ReflOmegaCore/T_OMEGA13.con
\e[0;32mOK
\e[0m 0.02
10293 cic:/Coq/romega/ReflOmegaCore/Tred_factor1.con
\e[0;32mOK
\e[0m 0.01
10294 cic:/Coq/romega/ReflOmegaCore/absurd.con
\e[0;32mOK
\e[0m 0.01
10295 cic:/Coq/romega/ReflOmegaCore/apply_oper_1.con
\e[0;32mOK
\e[0m 0.01
10296 cic:/Coq/romega/ReflOmegaCore/decidability.con
\e[0;32mOK
\e[0m 0.01
10297 cic:/Coq/romega/ReflOmegaCore/e_step.ind
\e[0;32mOK
\e[0m 0.01
10298 cic:/Coq/romega/ReflOmegaCore/eq_Z_false.con
\e[0;32mOK
\e[0m 0.03
10299 cic:/Coq/romega/ReflOmegaCore/eq_nat_true.con
\e[0;32mOK
\e[0m 0.01
10300 cic:/Coq/romega/ReflOmegaCore/eq_pos_true.con
\e[0;32mOK
\e[0m 0.03
10301 cic:/Coq/romega/ReflOmegaCore/h_step_ind.con
\e[0;32mOK
\e[0m 0.01
10302 cic:/Coq/romega/ReflOmegaCore/h_step_rec.con
\e[0;32mOK
\e[0m 0.01
10303 cic:/Coq/romega/ReflOmegaCore/nth_hyps.con
\e[0;32mOK
\e[0m 0.01
10304 cic:/Coq/romega/ReflOmegaCore/p_apply_left.con
\e[0;32mOK
\e[0m 0.01
10305 cic:/Coq/romega/ReflOmegaCore/p_apply_right.con
\e[0;32mOK
\e[0m 0.01
10306 cic:/Coq/romega/ReflOmegaCore/p_invert.con
\e[0;32mOK
\e[0m 0.01
10307 cic:/Coq/romega/ReflOmegaCore/proposition_rect.con
\e[0;32mOK
\e[0m 0.02
10308 cic:/Coq/romega/ReflOmegaCore/reduce_lhyps.con
\e[0;32mOK
\e[0m 0.01
10309 cic:/Coq/romega/ReflOmegaCore/sum4.con
\e[0;32mOK
\e[0m 0.02
10310 cic:/Coq/romega/ReflOmegaCore/t_omega_rect.con
\e[0;32mOK
\e[0m 0.02
10311 cic:/Coq/romega/ReflOmegaCore/term_ind.con
\e[0;32mOK
\e[0m 0.01
10312 cic:/Coq/romega/ReflOmegaCore/term_rec.con
\e[0;32mOK
\e[0m 0.01
10313 cic:/Coq/ring/Setoid_ring_theory/Semi_Setoid_Ring_Theory_ind.con
\e[0;32mOK
\e[0m 0.02
10314 cic:/Coq/ring/Setoid_ring_theory/Semi_Setoid_Ring_Theory_rec.con
\e[0;32mOK
\e[0m 0.01
10315 cic:/Coq/ring/Setoid_ring_theory/Setoid_Ring_Theory_ind.con
\e[0;32mOK
\e[0m 0.01
10316 cic:/Coq/ring/Setoid_ring_theory/Setoid_Ring_Theory_rec.con
\e[0;32mOK
\e[0m 0.01
10317 cic:/Coq/ring/Setoid_ring_theory/setoid_eq_ext1.con
\e[0;32mOK
\e[0m 0.01
10318 cic:/Coq/ring/Setoid_ring_theory/setoid_eq_ext2.con
\e[0;32mOK
\e[0m 0.01
10319 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_setoid_rings/distr_left.var
\e[0;32mOK
\e[0m 0.02
10320 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_setoid_rings/equiv_refl.var
\e[0;32mOK
\e[0m 0.00
10321 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_setoid_rings/equiv_sym.var
\e[0;32mOK
\e[0m 0.00
10322 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_setoid_rings/equiv_trans.var
\e[0;32mOK
\e[0m 0.00
10323 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_setoid_rings/mult_assoc.var
\e[0;32mOK
\e[0m 0.01
10324 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_setoid_rings/mult_comm.var
\e[0;32mOK
\e[0m 0.01
10325 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_setoid_rings/mult_one_left.var
\e[0;32mOK
\e[0m 0.00
10326 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_setoid_rings/opp_def.var
\e[0;32mOK
\e[0m 0.00
10327 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_setoid_rings/plus_assoc.var
\e[0;32mOK
\e[0m 0.00
10328 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_setoid_rings/plus_comm.var
\e[0;32mOK
\e[0m 0.00
10329 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_setoid_rings/plus_zero_left.var
\e[0;32mOK
\e[0m 0.00
10330 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_semi_setoid_rings/distr_left.var
\e[0;32mOK
\e[0m 0.01
10331 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_semi_setoid_rings/equiv_refl.var
\e[0;32mOK
\e[0m 0.00
10332 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_semi_setoid_rings/equiv_sym.var
\e[0;32mOK
\e[0m 0.00
10333 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_semi_setoid_rings/equiv_trans.var
\e[0;32mOK
\e[0m 0.00
10334 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_semi_setoid_rings/mult_assoc.var
\e[0;32mOK
\e[0m 0.01
10335 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_semi_setoid_rings/mult_comm.var
\e[0;32mOK
\e[0m 0.01
10336 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_semi_setoid_rings/mult_one_left.var
\e[0;32mOK
\e[0m 0.00
10337 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_semi_setoid_rings/mult_zero_left.var
\e[0;32mOK
\e[0m 0.00
10338 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_semi_setoid_rings/plus_assoc.var
\e[0;32mOK
\e[0m 0.01
10339 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_semi_setoid_rings/plus_comm.var
\e[0;32mOK
\e[0m 0.01
10340 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_semi_setoid_rings/plus_reg_left.var
\e[0;32mOK
\e[0m 0.00
10341 cic:/Coq/ring/Setoid_ring_theory/Setoid_rings/Theory_of_semi_setoid_rings/plus_zero_left.var
\e[0;32mOK
\e[0m 0.00
10342 cic:/Coq/ring/Setoid_ring_normalize/canonical_sum_ind.con
\e[0;32mOK
\e[0m 0.01
10343 cic:/Coq/ring/Setoid_ring_normalize/canonical_sum_merge.con
\e[0;32mOK
\e[0m 0.02
10344 cic:/Coq/ring/Setoid_ring_normalize/canonical_sum_rec.con
\e[0;32mOK
\e[0m 0.01
10345 cic:/Coq/ring/Setoid_ring_normalize/index_eq_prop.con
\e[0;32mOK
\e[0m 0.02
10346 cic:/Coq/ring/Setoid_ring_normalize/interp_setsp.con
\e[0;32mOK
\e[0m 0.01
10347 cic:/Coq/ring/Setoid_ring_normalize/ivl_aux.con
\e[0;32mOK
\e[0m 0.01
10348 cic:/Coq/ring/Setoid_ring_normalize/monom_insert.con
\e[0;32mOK
\e[0m 0.01
10349 cic:/Coq/ring/Setoid_ring_normalize/setoid_eq_ext1.con
\e[0;32mOK
\e[0m 0.02
10350 cic:/Coq/ring/Setoid_ring_normalize/setoid_eq_ext2.con
\e[0;32mOK
\e[0m 0.01
10351 cic:/Coq/ring/Setoid_ring_normalize/varlist_insert.con
\e[0;32mOK
\e[0m 0.01
10352 cic:/Coq/ring/Setoid_ring_normalize/setoid/equiv_refl.var
\e[0;32mOK
\e[0m 0.01
10353 cic:/Coq/ring/Setoid_ring_normalize/setoid/equiv_sym.var
\e[0;32mOK
\e[0m 0.00
10354 cic:/Coq/ring/Setoid_ring_normalize/setoid/equiv_trans.var
\e[0;32mOK
\e[0m 0.00
10355 cic:/Coq/ring/Ring_theory/Ring_Theory_ind.con
\e[0;32mOK
\e[0m 0.02
10356 cic:/Coq/ring/Ring_theory/Ring_Theory_rec.con
\e[0;32mOK
\e[0m 0.01
10357 cic:/Coq/ring/Ring_theory/Semi_Ring_Theory_ind.con
\e[0;32mOK
\e[0m 0.01
10358 cic:/Coq/ring/Ring_theory/Semi_Ring_Theory_rec.con
\e[0;32mOK
\e[0m 0.02
10359 cic:/Coq/ring/Ring_theory/Theory_of_semi_rings/distr_left.var
\e[0;32mOK
\e[0m 0.02
10360 cic:/Coq/ring/Ring_theory/Theory_of_semi_rings/mult_assoc.var
\e[0;32mOK
\e[0m 0.01
10361 cic:/Coq/ring/Ring_theory/Theory_of_semi_rings/mult_comm.var
\e[0;32mOK
\e[0m 0.01
10362 cic:/Coq/ring/Ring_theory/Theory_of_semi_rings/mult_one_left.var
\e[0;32mOK
\e[0m 0.00
10363 cic:/Coq/ring/Ring_theory/Theory_of_semi_rings/mult_zero_left.var
\e[0;32mOK
\e[0m 0.00
10364 cic:/Coq/ring/Ring_theory/Theory_of_semi_rings/plus_assoc.var
\e[0;32mOK
\e[0m 0.01
10365 cic:/Coq/ring/Ring_theory/Theory_of_semi_rings/plus_comm.var
\e[0;32mOK
\e[0m 0.01
10366 cic:/Coq/ring/Ring_theory/Theory_of_semi_rings/plus_reg_left.var
\e[0;32mOK
\e[0m 0.01
10367 cic:/Coq/ring/Ring_theory/Theory_of_semi_rings/plus_zero_left.var
\e[0;32mOK
\e[0m 0.00
10368 cic:/Coq/ring/Ring_theory/Theory_of_rings/distr_left.var
\e[0;32mOK
\e[0m 0.01
10369 cic:/Coq/ring/Ring_theory/Theory_of_rings/mult_assoc.var
\e[0;32mOK
\e[0m 0.01
10370 cic:/Coq/ring/Ring_theory/Theory_of_rings/mult_comm.var
\e[0;32mOK
\e[0m 0.00
10371 cic:/Coq/ring/Ring_theory/Theory_of_rings/mult_one_left.var
\e[0;32mOK
\e[0m 0.00
10372 cic:/Coq/ring/Ring_theory/Theory_of_rings/opp_def.var
\e[0;32mOK
\e[0m 0.00
10373 cic:/Coq/ring/Ring_theory/Theory_of_rings/plus_assoc.var
\e[0;32mOK
\e[0m 0.00
10374 cic:/Coq/ring/Ring_theory/Theory_of_rings/plus_comm.var
\e[0;32mOK
\e[0m 0.01
10375 cic:/Coq/ring/Ring_theory/Theory_of_rings/plus_zero_left.var
\e[0;32mOK
\e[0m 0.00
10376 cic:/Coq/ring/Ring_normalize/canonical_sum_ind.con
\e[0;32mOK
\e[0m 0.02
10377 cic:/Coq/ring/Ring_normalize/canonical_sum_merge.con
\e[0;32mOK
\e[0m 0.02
10378 cic:/Coq/ring/Ring_normalize/canonical_sum_rec.con
\e[0;32mOK
\e[0m 0.01
10379 cic:/Coq/ring/Ring_normalize/interp_sp.con
\e[0;32mOK
\e[0m 0.01
10380 cic:/Coq/ring/Ring_normalize/ivl_aux.con
\e[0;32mOK
\e[0m 0.01
10381 cic:/Coq/ring/Ring_normalize/monom_insert.con
\e[0;32mOK
\e[0m 0.01
10382 cic:/Coq/ring/Ring_normalize/varlist_insert.con
\e[0;32mOK
\e[0m 0.01
10383 cic:/Coq/ring/Ring_abstract/abstract_sum_ind.con
\e[0;32mOK
\e[0m 0.01
10384 cic:/Coq/ring/Ring_abstract/abstract_sum_merge.con
\e[0;32mOK
\e[0m 0.01
10385 cic:/Coq/ring/Ring_abstract/abstract_sum_rec.con
\e[0;32mOK
\e[0m 0.01
10386 cic:/Coq/ring/Ring_abstract/abstract_varlist_insert.con
\e[0;32mOK
\e[0m 0.01
10387 cic:/Coq/ring/Ring_abstract/interp_ap.con
\e[0;32mOK
\e[0m 0.01
10388 cic:/Coq/ring/Ring_abstract/interp_asp.con
\e[0;32mOK
\e[0m 0.01
10389 cic:/Coq/ring/Ring_abstract/minus_varlist_insert.con
\e[0;32mOK
\e[0m 0.01
10390 cic:/Coq/ring/Ring_abstract/plus_varlist_insert.con
\e[0;32mOK
\e[0m 0.01
10391 cic:/Coq/ring/Ring_abstract/signed_sum_ind.con
\e[0;32mOK
\e[0m 0.01
10392 cic:/Coq/ring/Ring_abstract/signed_sum_merge.con
\e[0;32mOK
\e[0m 0.01
10393 cic:/Coq/ring/Ring_abstract/signed_sum_rec.con
\e[0;32mOK
\e[0m 0.01
10394 cic:/Coq/ring/Quote/index_eq_prop.con
\e[0;32mOK
\e[0m 0.03
10395 cic:/Coq/ring/ArithRing/nateq_prop.con
\e[0;32mOK
\e[0m 0.02
10396 cic:/Coq/omega/OmegaLemmas/OMEGA1.con
\e[0;32mOK
\e[0m 0.02
10397 cic:/Coq/omega/OmegaLemmas/fast_Zopp_Zopp.con
\e[0;32mOK
\e[0m 0.01
10398 cic:/Coq/fourier/Fourier_util/Rfourier_eqLR_to_le.con
\e[0;32mOK
\e[0m 0.01
10399 cic:/Coq/fourier/Fourier_util/Rfourier_eqRL_to_le.con
\e[0;32mOK
\e[0m 0.01
10400 cic:/Coq/field/Field_Theory/A.con
\e[0;32mOK
\e[0m 0.02
10401 cic:/Coq/field/Field_Theory/Field_Theory_rect.con
\e[0;32mOK
\e[0m 0.02
10402 cic:/Coq/field/Field_Theory/assoc.con
\e[0;32mOK
\e[0m 0.01
10403 cic:/Coq/field/Field_Theory/distrib_main.con
\e[0;32mOK
\e[0m 0.01
10404 cic:/Coq/field/Field_Theory/Theory_of_fields/T.var
\e[0;32mOK
\e[0m 0.01
10405 cic:/Coq/ZArith/Zwf/Zwf.con
\e[0;32mOK
\e[0m 0.02
10406 cic:/Coq/ZArith/Zwf/Zwf_up.con
\e[0;32mOK
\e[0m 0.01
10407 cic:/Coq/ZArith/Zpower/shift_nat_plus.con
\e[0;32mOK
\e[0m 0.01
10408 cic:/Coq/ZArith/Zpower/two_p.con
\e[0;32mOK
\e[0m 0.01
10409 cic:/Coq/ZArith/Zorder/Zgt_not_le.con
\e[0;32mOK
\e[0m 0.02
10410 cic:/Coq/ZArith/Zorder/Zgt_pos_0.con
\e[0;32mOK
\e[0m 0.01
10411 cic:/Coq/ZArith/Zorder/Zle_0_pos.con
\e[0;32mOK
\e[0m 0.01
10412 cic:/Coq/ZArith/Zorder/Zle_neg_pos.con
\e[0;32mOK
\e[0m 0.01
10413 cic:/Coq/ZArith/Zorder/Zle_not_gt.con
\e[0;32mOK
\e[0m 0.01
10414 cic:/Coq/ZArith/Zorder/Zlt_neg_0.con
\e[0;32mOK
\e[0m 0.00
10415 cic:/Coq/ZArith/Zorder/Znot_gt_le.con
\e[0;32mOK
\e[0m 0.01
10416 cic:/Coq/ZArith/Zorder/Znot_lt_ge.con
\e[0;32mOK
\e[0m 0.00
10417 cic:/Coq/ZArith/Zorder/dec_Zge.con
\e[0;32mOK
\e[0m 0.01
10418 cic:/Coq/ZArith/Zorder/dec_Zgt.con
\e[0;32mOK
\e[0m 0.01
10419 cic:/Coq/ZArith/Zorder/dec_Zle.con
\e[0;32mOK
\e[0m 0.01
10420 cic:/Coq/ZArith/Zorder/dec_Zlt.con
\e[0;32mOK
\e[0m 0.01
10421 cic:/Coq/ZArith/Znat/inj_eq.con
\e[0;32mOK
\e[0m 0.01
10422 cic:/Coq/ZArith/Zmin/Zmin_case.con
\e[0;32mOK
\e[0m 0.01
10423 cic:/Coq/ZArith/Zmin/Zmin_n_n.con
\e[0;32mOK
\e[0m 0.01
10424 cic:/Coq/ZArith/Zmin/Zmin_or.con
\e[0;32mOK
\e[0m 0.01
10425 cic:/Coq/ZArith/Zlogarithm/Is_power_correct.con
\e[0;32mOK
\e[0m 0.02
10426 cic:/Coq/ZArith/Zcomplements/floor_gt0.con
\e[0;32mOK
\e[0m 0.01
10427 cic:/Coq/ZArith/Zcompare/Zcompare_egal_dec.con
\e[0;32mOK
\e[0m 0.03
10428 cic:/Coq/ZArith/Zcompare/Zcompare_refl.con
\e[0;32mOK
\e[0m 0.01
10429 cic:/Coq/ZArith/Zcompare/Zge_compare.con
\e[0;32mOK
\e[0m 0.01
10430 cic:/Coq/ZArith/Zcompare/Zgt_compare.con
\e[0;32mOK
\e[0m 0.01
10431 cic:/Coq/ZArith/Zcompare/Zle_compare.con
\e[0;32mOK
\e[0m 0.01
10432 cic:/Coq/ZArith/Zcompare/Zlt_compare.con
\e[0;32mOK
\e[0m 0.01
10433 cic:/Coq/ZArith/Zbool/Zeven_odd_bool.con
\e[0;32mOK
\e[0m 0.01
10434 cic:/Coq/ZArith/Zbool/Zge_cases.con
\e[0;32mOK
\e[0m 0.01
10435 cic:/Coq/ZArith/Zbool/Zgt_cases.con
\e[0;32mOK
\e[0m 0.01
10436 cic:/Coq/ZArith/Zbool/Zle_bool_imp_le.con
\e[0;32mOK
\e[0m 0.01
10437 cic:/Coq/ZArith/Zbool/Zle_cases.con
\e[0;32mOK
\e[0m 0.01
10438 cic:/Coq/ZArith/Zbool/Zle_imp_le_bool.con
\e[0;32mOK
\e[0m 0.01
10439 cic:/Coq/ZArith/Zbool/Zlt_cases.con
\e[0;32mOK
\e[0m 0.01
10440 cic:/Coq/ZArith/Zbool/Zone_pos.con
\e[0;32mOK
\e[0m 0.01
10441 cic:/Coq/ZArith/Zbinary/Z_to_binary_Sn_z.con
\e[0;32mOK
\e[0m 0.02
10442 cic:/Coq/ZArith/Zabs/Zabs_eq.con
\e[0;32mOK
\e[0m 0.02
10443 cic:/Coq/ZArith/Zabs/Zabs_eq_case.con
\e[0;32mOK
\e[0m 0.03
10444 cic:/Coq/ZArith/Zabs/Zabs_non_eq.con
\e[0;32mOK
\e[0m 0.01
10445 cic:/Coq/ZArith/Zabs/Zabs_pos.con
\e[0;32mOK
\e[0m 0.02
10446 cic:/Coq/ZArith/ZArith_dec/Zcompare_rec.con
\e[0;32mOK
\e[0m 0.01
10447 cic:/Coq/ZArith/Wf_Z/Efficient_Rec/R.var
\e[0;32mOK
\e[0m 0.01
10448 cic:/Coq/ZArith/BinInt/Zabs_nat.con
\e[0;32mOK
\e[0m 0.01
10449 cic:/Coq/ZArith/BinInt/Zmult.con
\e[0;32mOK
\e[0m 0.01
10450 cic:/Coq/ZArith/BinInt/Zopp_inj.con
\e[0;32mOK
\e[0m 0.02
10451 cic:/Coq/ZArith/BinInt/Zplus'.con
\e[0;32mOK
\e[0m 0.01
10452 cic:/Coq/ZArith/BinInt/Zpred'.con
\e[0;32mOK
\e[0m 0.01
10453 cic:/Coq/ZArith/BinInt/Zsucc'.con
\e[0;32mOK
\e[0m 0.01
10454 cic:/Coq/Wellfounded/Well_Ordering/WO_ind.con
\e[0;32mOK
\e[0m 0.02
10455 cic:/Coq/Wellfounded/Well_Ordering/WO_rec.con
\e[0;32mOK
\e[0m 0.01
10456 cic:/Coq/Wellfounded/Well_Ordering/le_WO_ind.con
\e[0;32mOK
\e[0m 0.01
10457 cic:/Coq/Wellfounded/Transitive_Closure/incl_clos_trans.con
\e[0;32mOK
\e[0m 0.01
10458 cic:/Coq/Wellfounded/Lexicographic_Product/Acc_symprod.con
\e[0;32mOK
\e[0m 0.05
10459 cic:/Coq/Wellfounded/Lexicographic_Product/swap_Acc.con
\e[0;32mOK
\e[0m 0.14
10460 cic:/Coq/Wellfounded/Lexicographic_Exponentiation/left_prefix.con
\e[0;32mOK
\e[0m 0.08
10461 cic:/Coq/Wellfounded/Lexicographic_Exponentiation/ltl_unit.con
\e[0;32mOK
\e[0m 0.13
10462 cic:/Coq/Wellfounded/Lexicographic_Exponentiation/right_prefix.con
\e[0;32mOK
\e[0m 0.13
10463 cic:/Coq/Wellfounded/Inverse_Image/Acc_inverse_rel.con
\e[0;32mOK
\e[0m 0.02
10464 cic:/Coq/Wellfounded/Inverse_Image/Acc_lemma.con
\e[0;32mOK
\e[0m 0.01
10465 cic:/Coq/Wellfounded/Inclusion/Acc_incl.con
\e[0;32mOK
\e[0m 0.02
10466 cic:/Coq/Wellfounded/Disjoint_Union/acc_A_sum.con
\e[0;32mOK
\e[0m 0.04
10467 cic:/Coq/Sorting/Sorting/lelistA_ind.con
\e[0;32mOK
\e[0m 0.02
10468 cic:/Coq/Sorting/Sorting/lelistA_inv.con
\e[0;32mOK
\e[0m 0.02
10469 cic:/Coq/Sorting/Sorting/sort.ind
\e[0;32mOK
\e[0m 0.00
10470 cic:/Coq/Sorting/Sorting/defs/singletonBag.var
\e[0;32mOK
\e[0m 0.01
10471 cic:/Coq/Sorting/Permutation/defs/singletonBag.var
\e[0;32mOK
\e[0m 0.01
10472 cic:/Coq/Sorting/Heap/is_heap.ind
\e[0;32mOK
\e[0m 0.01
10473 cic:/Coq/Sorting/Heap/leA_Tree_Leaf.con
\e[0;32mOK
\e[0m 0.01
10474 cic:/Coq/Sorting/Heap/leA_Tree_Node.con
\e[0;32mOK
\e[0m 0.01
10475 cic:/Coq/Sorting/Heap/low_trans.con
\e[0;32mOK
\e[0m 0.01
10476 cic:/Coq/Sorting/Heap/defs/singletonBag.var
\e[0;32mOK
\e[0m 0.01
10477 cic:/Coq/Sets/Uniset/incl_left.con
\e[0;32mOK
\e[0m 0.01
10478 cic:/Coq/Sets/Uniset/incl_right.con
\e[0;32mOK
\e[0m 0.01
10479 cic:/Coq/Sets/Uniset/seq_left.con
\e[0;32mOK
\e[0m 0.02
10480 cic:/Coq/Sets/Uniset/seq_refl.con
\e[0;32mOK
\e[0m 0.01
10481 cic:/Coq/Sets/Uniset/seq_right.con
\e[0;32mOK
\e[0m 0.01
10482 cic:/Coq/Sets/Uniset/seq_sym.con
\e[0;32mOK
\e[0m 0.02
10483 cic:/Coq/Sets/Uniset/seq_trans.con
\e[0;32mOK
\e[0m 0.01
10484 cic:/Coq/Sets/Uniset/union_ass.con
\e[0;32mOK
\e[0m 0.02
10485 cic:/Coq/Sets/Uniset/union_comm.con
\e[0;32mOK
\e[0m 0.02
10486 cic:/Coq/Sets/Uniset/union_empty_left.con
\e[0;32mOK
\e[0m 0.01
10487 cic:/Coq/Sets/Uniset/union_empty_right.con
\e[0;32mOK
\e[0m 0.01
10488 cic:/Coq/Sets/Relations_3/Noetherian.con
\e[0;32mOK
\e[0m 0.02
10489 cic:/Coq/Sets/Relations_3/coherent.con
\e[0;32mOK
\e[0m 0.01
10490 cic:/Coq/Sets/Relations_3/noetherian_ind.con
\e[0;32mOK
\e[0m 0.01
10491 cic:/Coq/Sets/Relations_2_facts/Rplus_contains_R.con
\e[0;32mOK
\e[0m 0.02
10492 cic:/Coq/Sets/Relations_2_facts/Rstar_contains_R.con
\e[0;32mOK
\e[0m 0.01
10493 cic:/Coq/Sets/Relations_2_facts/Rstar_reflexive.con
\e[0;32mOK
\e[0m 0.01
10494 cic:/Coq/Sets/Relations_2/Rplus_ind.con
\e[0;32mOK
\e[0m 0.02
10495 cic:/Coq/Sets/Relations_2/Rstar1_ind.con
\e[0;32mOK
\e[0m 0.01
10496 cic:/Coq/Sets/Relations_2/Rstar_ind.con
\e[0;32mOK
\e[0m 0.01
10497 cic:/Coq/Sets/Relations_1_facts/Rsym_imp_notRsym.con
\e[0;32mOK
\e[0m 0.02
10498 cic:/Coq/Sets/Relations_1_facts/cong_antisymmetric_same_relation.con
\e[0;32mOK
\e[0m 0.01
10499 cic:/Coq/Sets/Relations_1_facts/cong_reflexive_same_relation.con
\e[0;32mOK
\e[0m 0.01
10500 cic:/Coq/Sets/Relations_1_facts/cong_symmetric_same_relation.con
\e[0;32mOK
\e[0m 0.01
10501 cic:/Coq/Sets/Relations_1_facts/cong_transitive_same_relation.con
\e[0;32mOK
\e[0m 0.01
10502 cic:/Coq/Sets/Relations_1/Equivalence.ind
\e[0;32mOK
\e[0m 0.01
10503 cic:/Coq/Sets/Relations_1/Order.ind
\e[0;32mOK
\e[0m 0.01
10504 cic:/Coq/Sets/Relations_1/PER.ind
\e[0;32mOK
\e[0m 0.01
10505 cic:/Coq/Sets/Relations_1/Preorder.ind
\e[0;32mOK
\e[0m 0.01
10506 cic:/Coq/Sets/Powerset/Empty_set_minimal.con
\e[0;32mOK
\e[0m 0.01
10507 cic:/Coq/Sets/Powerset/Intersection_maximal.con
\e[0;32mOK
\e[0m 0.01
10508 cic:/Coq/Sets/Powerset/Power_set.ind
\e[0;32mOK
\e[0m 0.01
10509 cic:/Coq/Sets/Powerset/Union_increases_l.con
\e[0;32mOK
\e[0m 0.01
10510 cic:/Coq/Sets/Powerset/Union_increases_r.con
\e[0;32mOK
\e[0m 0.01
10511 cic:/Coq/Sets/Permut/twist.con
\e[0;32mOK
\e[0m 0.02
10512 cic:/Coq/Sets/Multiset/meq_left.con
\e[0;32mOK
\e[0m 0.02
10513 cic:/Coq/Sets/Multiset/meq_refl.con
\e[0;32mOK
\e[0m 0.01
10514 cic:/Coq/Sets/Multiset/meq_right.con
\e[0;32mOK
\e[0m 0.01
10515 cic:/Coq/Sets/Multiset/meq_sym.con
\e[0;32mOK
\e[0m 0.01
10516 cic:/Coq/Sets/Multiset/meq_trans.con
\e[0;32mOK
\e[0m 0.01
10517 cic:/Coq/Sets/Multiset/munion_ass.con
\e[0;32mOK
\e[0m 0.02
10518 cic:/Coq/Sets/Multiset/munion_empty_left.con
\e[0;32mOK
\e[0m 0.01
10519 cic:/Coq/Sets/Multiset/munion_empty_right.con
\e[0;32mOK
\e[0m 0.01
10520 cic:/Coq/Sets/Integers/le_reflexive.con
\e[0;32mOK
\e[0m 0.01
10521 cic:/Coq/Sets/Integers/le_trans.con
\e[0;32mOK
\e[0m 0.01
10522 cic:/Coq/Sets/Image/Im_def.con
\e[0;32mOK
\e[0m 0.01
10523 cic:/Coq/Sets/Image/Im_ind.con
\e[0;32mOK
\e[0m 0.01
10524 cic:/Coq/Sets/Ensembles/Add.con
\e[0;32mOK
\e[0m 0.01
10525 cic:/Coq/Sets/Ensembles/Disjoint.ind
\e[0;32mOK
\e[0m 0.01
10526 cic:/Coq/Sets/Ensembles/Inhabited_ind.con
\e[0;32mOK
\e[0m 0.01
10527 cic:/Coq/Sets/Ensembles/Intersection_ind.con
\e[0;32mOK
\e[0m 0.01
10528 cic:/Coq/Sets/Ensembles/Same_set.con
\e[0;32mOK
\e[0m 0.01
10529 cic:/Coq/Sets/Ensembles/Strict_Included.con
\e[0;32mOK
\e[0m 0.01
10530 cic:/Coq/Sets/Ensembles/Subtract.con
\e[0;32mOK
\e[0m 0.00
10531 cic:/Coq/Sets/Ensembles/Union_ind.con
\e[0;32mOK
\e[0m 0.01
10532 cic:/Coq/Sets/Constructive_sets/Included_Empty.con
\e[0;32mOK
\e[0m 0.01
10533 cic:/Coq/Sets/Constructive_sets/Setminus_intro.con
\e[0;32mOK
\e[0m 0.01
10534 cic:/Coq/Sets/Constructive_sets/Singleton_intro.con
\e[0;32mOK
\e[0m 0.01
10535 cic:/Coq/Sets/Constructive_sets/Singleton_inv.con
\e[0;32mOK
\e[0m 0.01
10536 cic:/Coq/Setoids/Setoid/Setoid_Theory_ind.con
\e[0;32mOK
\e[0m 0.01
10537 cic:/Coq/Setoids/Setoid/Setoid_Theory_rec.con
\e[0;32mOK
\e[0m 0.01
10538 cic:/Coq/Setoids/Setoid/and_ext2.con
\e[0;32mOK
\e[0m 0.01
10539 cic:/Coq/Setoids/Setoid/fleche_ext2.con
\e[0;32mOK
\e[0m 0.01
10540 cic:/Coq/Setoids/Setoid/not_ext2.con
\e[0;32mOK
\e[0m 0.01
10541 cic:/Coq/Setoids/Setoid/or_ext2.con
\e[0;32mOK
\e[0m 0.01
10542 cic:/Coq/Setoids/Setoid/setoid_eq_ext1.con
\e[0;32mOK
\e[0m 0.01
10543 cic:/Coq/Setoids/Setoid/setoid_eq_ext2.con
\e[0;32mOK
\e[0m 0.01
10544 cic:/Coq/Relations/Rstar/Rstar'_R.con
\e[0;32mOK
\e[0m 0.02
10545 cic:/Coq/Relations/Rstar/Rstar'_Rstar.con
\e[0;32mOK
\e[0m 0.01
10546 cic:/Coq/Relations/Rstar/Rstar'_reflexive.con
\e[0;32mOK
\e[0m 0.01
10547 cic:/Coq/Relations/Rstar/Rstar_transitive.con
\e[0;32mOK
\e[0m 0.01
10548 cic:/Coq/Relations/Relation_Operators/Desc_ind.con
\e[0;32mOK
\e[0m 0.01
10549 cic:/Coq/Relations/Relation_Operators/Ltl_ind.con
\e[0;32mOK
\e[0m 0.02
10550 cic:/Coq/Relations/Relation_Operators/Pow.con
\e[0;32mOK
\e[0m 0.00
10551 cic:/Coq/Relations/Relation_Operators/clos_refl_sym_trans_ind.con
\e[0;32mOK
\e[0m 0.01
10552 cic:/Coq/Relations/Relation_Operators/clos_refl_trans_ind.con
\e[0;32mOK
\e[0m 0.01
10553 cic:/Coq/Relations/Relation_Operators/clos_trans_ind.con
\e[0;32mOK
\e[0m 0.01
10554 cic:/Coq/Relations/Relation_Operators/lexprod_ind.con
\e[0;32mOK
\e[0m 0.01
10555 cic:/Coq/Relations/Relation_Operators/swapprod_ind.con
\e[0;32mOK
\e[0m 0.01
10556 cic:/Coq/Relations/Relation_Definitions/PER.ind
\e[0;32mOK
\e[0m 0.01
10557 cic:/Coq/Relations/Relation_Definitions/equiv.con
\e[0;32mOK
\e[0m 0.01
10558 cic:/Coq/Relations/Relation_Definitions/equivalence.ind
\e[0;32mOK
\e[0m 0.01
10559 cic:/Coq/Relations/Relation_Definitions/order.ind
\e[0;32mOK
\e[0m 0.00
10560 cic:/Coq/Relations/Relation_Definitions/preorder.ind
\e[0;32mOK
\e[0m 0.00
10561 cic:/Coq/Relations/Newman/coherence.con
\e[0;32mOK
\e[0m 0.02
10562 cic:/Coq/Relations/Newman/Newman/Rstar_reflexive.var
\e[0;32mOK
\e[0m 0.01
10563 cic:/Coq/Relations/Newman/Newman/Newman_section/Induct/h1.var
\e[0;32mOK
\e[0m 0.01
10564 cic:/Coq/Relations/Newman/Newman/Newman_section/Induct/h2.var
\e[0;32mOK
\e[0m 0.00
10565 cic:/Coq/Relations/Newman/Newman/Newman_section/Induct/Newman_/t2.var
\e[0;32mOK
\e[0m 0.01
10566 cic:/Coq/Reals/Rtrigo_def/cos_n.con
\e[0;32mOK
\e[0m 0.01
10567 cic:/Coq/Reals/Rtrigo_def/sin_n.con
\e[0;32mOK
\e[0m 0.01
10568 cic:/Coq/Reals/Rtrigo_alt/cos_term.con
\e[0;32mOK
\e[0m 0.02
10569 cic:/Coq/Reals/Rtrigo_alt/sin_term.con
\e[0;32mOK
\e[0m 0.01
10570 cic:/Coq/Reals/Rtopology/family_finite.con
\e[0;32mOK
\e[0m 0.02
10571 cic:/Coq/Reals/Rtopology/intersection_vide_in.con
\e[0;32mOK
\e[0m 0.01
10572 cic:/Coq/Reals/Rtopology/restriction_family.con
\e[0;32mOK
\e[0m 0.01
10573 cic:/Coq/Reals/Rsqrt_def/dicho_lb.con
\e[0;32mOK
\e[0m 0.01
10574 cic:/Coq/Reals/Rsqrt_def/dicho_up.con
\e[0;32mOK
\e[0m 0.01
10575 cic:/Coq/Reals/Rseries/Un_bound_imp.con
\e[0;32mOK
\e[0m 0.02
10576 cic:/Coq/Reals/Rlimit/Metric_Space.ind
\e[0;32mOK
\e[0m 0.01
10577 cic:/Coq/Reals/RiemannInt/Req_EM_T.con
\e[0;32mOK
\e[0m 0.02
10578 cic:/Coq/Reals/RiemannInt/SubEquiN.con
\e[0;32mOK
\e[0m 0.01
10579 cic:/Coq/Reals/Rfunctions/fact_simpl.con
\e[0;32mOK
\e[0m 0.02
10580 cic:/Coq/Reals/Rfunctions/pow_add.con
\e[0;32mOK
\e[0m 0.01
10581 cic:/Coq/Reals/Rfunctions/powerRZ.con
\e[0;32mOK
\e[0m 0.01
10582 cic:/Coq/Reals/Rfunctions/sum_nat.con
\e[0;32mOK
\e[0m 0.01
10583 cic:/Coq/Reals/Raxioms/IZR.con
\e[0;32mOK
\e[0m 0.01
10584 cic:/Coq/Reals/Raxioms/bound.con
\e[0;32mOK
\e[0m 0.00
10585 cic:/Coq/Reals/Raxioms/is_lub.con
\e[0;32mOK
\e[0m 0.00
10586 cic:/Coq/Reals/Ranalysis1/div_eq_inv.con
\e[0;32mOK
\e[0m 0.01
10587 cic:/Coq/Reals/R_sqrt/Delta.con
\e[0;32mOK
\e[0m 0.01
10588 cic:/Coq/Reals/RList/FF.con
\e[0;32mOK
\e[0m 0.01
10589 cic:/Coq/Reals/RList/RList_P14.con
\e[0;32mOK
\e[0m 0.01
10590 cic:/Coq/Reals/RList/RList_P18.con
\e[0;32mOK
\e[0m 0.01
10591 cic:/Coq/Reals/RList/RList_P19.con
\e[0;32mOK
\e[0m 0.01
10592 cic:/Coq/Reals/RList/RList_P21.con
\e[0;32mOK
\e[0m 0.01
10593 cic:/Coq/Reals/RList/RList_P22.con
\e[0;32mOK
\e[0m 0.01
10594 cic:/Coq/Reals/RList/RList_P23.con
\e[0;32mOK
\e[0m 0.01
10595 cic:/Coq/Reals/RList/RList_P27.con
\e[0;32mOK
\e[0m 0.02
10596 cic:/Coq/Reals/RList/RList_P28.con
\e[0;32mOK
\e[0m 0.01
10597 cic:/Coq/Reals/RIneq/RTheory.con
\e[0;32mOK
\e[0m 0.02
10598 cic:/Coq/Reals/RIneq/Rdichotomy.con
\e[0;32mOK
\e[0m 0.02
10599 cic:/Coq/Reals/RIneq/Req_ge.con
\e[0;32mOK
\e[0m 0.01
10600 cic:/Coq/Reals/RIneq/Req_ge_sym.con
\e[0;32mOK
\e[0m 0.01
10601 cic:/Coq/Reals/RIneq/Rge_le.con
\e[0;32mOK
\e[0m 0.01
10602 cic:/Coq/Reals/RIneq/Rgt_ge.con
\e[0;32mOK
\e[0m 0.01
10603 cic:/Coq/Reals/RIneq/Rinv_r.con
\e[0;32mOK
\e[0m 0.01
10604 cic:/Coq/Reals/RIneq/Rle_ge.con
\e[0;32mOK
\e[0m 0.01
10605 cic:/Coq/Reals/RIneq/Rle_lt_or_eq_dec.con
\e[0;32mOK
\e[0m 0.01
10606 cic:/Coq/Reals/RIneq/Rle_lt_trans.con
\e[0;32mOK
\e[0m 0.01
10607 cic:/Coq/Reals/RIneq/Rle_trans.con
\e[0;32mOK
\e[0m 0.01
10608 cic:/Coq/Reals/RIneq/Rlt_le_trans.con
\e[0;32mOK
\e[0m 0.01
10609 cic:/Coq/Reals/RIneq/Rlt_not_eq.con
\e[0;32mOK
\e[0m 0.01
10610 cic:/Coq/Reals/RIneq/Rmult_eq_reg_l.con
\e[0;32mOK
\e[0m 0.02
10611 cic:/Coq/Reals/RIneq/Rmult_lt_compat_r.con
\e[0;32mOK
\e[0m 0.01
10612 cic:/Coq/Reals/RIneq/Rplus_lt_compat_r.con
\e[0;32mOK
\e[0m 0.01
10613 cic:/Coq/Reals/RIneq/Rtotal_order.con
\e[0;32mOK
\e[0m 0.01
10614 cic:/Coq/Reals/RIneq/cond_neg.con
\e[0;32mOK
\e[0m 0.01
10615 cic:/Coq/Reals/RIneq/cond_nonzero.con
\e[0;32mOK
\e[0m 0.01
10616 cic:/Coq/Reals/RIneq/cond_pos.con
\e[0;32mOK
\e[0m 0.01
10617 cic:/Coq/Reals/RIneq/negreal_ind.con
\e[0;32mOK
\e[0m 0.01
10618 cic:/Coq/Reals/RIneq/negreal_rec.con
\e[0;32mOK
\e[0m 0.01
10619 cic:/Coq/Reals/RIneq/nonneg.con
\e[0;32mOK
\e[0m 0.01
10620 cic:/Coq/Reals/RIneq/nonnegreal_rect.con
\e[0;32mOK
\e[0m 0.01
10621 cic:/Coq/Reals/RIneq/nonpos.con
\e[0;32mOK
\e[0m 0.01
10622 cic:/Coq/Reals/RIneq/nonposreal_rect.con
\e[0;32mOK
\e[0m 0.01
10623 cic:/Coq/Reals/RIneq/nonzeroreal_ind.con
\e[0;32mOK
\e[0m 0.01
10624 cic:/Coq/Reals/RIneq/nonzeroreal_rec.con
\e[0;32mOK
\e[0m 0.01
10625 cic:/Coq/Reals/RIneq/not_INR_O.con
\e[0;32mOK
\e[0m 0.01
10626 cic:/Coq/Reals/RIneq/posreal_ind.con
\e[0;32mOK
\e[0m 0.01
10627 cic:/Coq/Reals/RIneq/posreal_rec.con
\e[0;32mOK
\e[0m 0.01
10628 cic:/Coq/Reals/PartSum/sum_eq.con
\e[0;32mOK
\e[0m 0.03
10629 cic:/Coq/Reals/PartSum/sum_eq_R0.con
\e[0;32mOK
\e[0m 0.01
10630 cic:/Coq/Reals/Exp_prop/E1.con
\e[0;32mOK
\e[0m 0.01
10631 cic:/Coq/Reals/Exp_prop/Reste_E.con
\e[0;32mOK
\e[0m 0.01
10632 cic:/Coq/Reals/Cos_rel/A1.con
\e[0;32mOK
\e[0m 0.01
10633 cic:/Coq/Reals/Cos_rel/B1.con
\e[0;32mOK
\e[0m 0.01
10634 cic:/Coq/Reals/Cos_rel/C1.con
\e[0;32mOK
\e[0m 0.01
10635 cic:/Coq/Reals/Cos_rel/Reste1.con
\e[0;32mOK
\e[0m 0.01
10636 cic:/Coq/Reals/Cos_rel/Reste2.con
\e[0;32mOK
\e[0m 0.01
10637 cic:/Coq/Reals/Cauchy_prod/sum_N_predN.con
\e[0;32mOK
\e[0m 0.02
10638 cic:/Coq/Reals/Binomial/C.con
\e[0;32mOK
\e[0m 0.01
10639 cic:/Coq/NArith/Pnat/Pmult_nat_succ_morphism.con
\e[0;32mOK
\e[0m 0.02
10640 cic:/Coq/NArith/Pnat/ZL5.con
\e[0;32mOK
\e[0m 0.01
10641 cic:/Coq/NArith/Pnat/nat_of_P_xH.con
\e[0;32mOK
\e[0m 0.01
10642 cic:/Coq/NArith/BinPos/Pcompare_Eq_eq.con
\e[0;32mOK
\e[0m 0.04
10643 cic:/Coq/NArith/BinPos/Pcompare_Gt_Gt.con
\e[0;32mOK
\e[0m 0.03
10644 cic:/Coq/NArith/BinPos/Pcompare_Lt_Lt.con
\e[0;32mOK
\e[0m 0.03
10645 cic:/Coq/NArith/BinPos/Pcompare_antisym.con
\e[0;32mOK
\e[0m 0.02
10646 cic:/Coq/NArith/BinPos/Pdouble_minus_one_o_succ_eq_xI.con
\e[0;32mOK
\e[0m 0.14
10647 cic:/Coq/NArith/BinPos/Pminus.con
\e[0;32mOK
\e[0m 0.05
10648 cic:/Coq/NArith/BinPos/Pminus_mask_diag.con
\e[0;32mOK
\e[0m 0.05
10649 cic:/Coq/NArith/BinPos/Pmult_1_inversion_l.con
\e[0;32mOK
\e[0m 0.06
10650 cic:/Coq/NArith/BinPos/Pmult_1_r.con
\e[0;32mOK
\e[0m 0.01
10651 cic:/Coq/NArith/BinPos/Pmult_xO_permute_r.con
\e[0;32mOK
\e[0m 0.01
10652 cic:/Coq/NArith/BinPos/Pplus_carry_spec.con
\e[0;32mOK
\e[0m 0.02
10653 cic:/Coq/NArith/BinPos/Prec.con
\e[0;32mOK
\e[0m 0.01
10654 cic:/Coq/NArith/BinPos/Psucc_inj.con
\e[0;32mOK
\e[0m 0.04
10655 cic:/Coq/NArith/BinPos/Psucc_o_double_minus_one_eq_xO.con
\e[0;32mOK
\e[0m 0.01
10656 cic:/Coq/NArith/BinPos/double_eq_one_discr.con
\e[0;32mOK
\e[0m 0.01
10657 cic:/Coq/NArith/BinPos/double_plus_one_zero_discr.con
\e[0;32mOK
\e[0m 0.01
10658 cic:/Coq/NArith/BinNat/Nmult.con
\e[0;32mOK
\e[0m 0.01
10659 cic:/Coq/NArith/BinNat/Nplus_0_l.con
\e[0;32mOK
\e[0m 0.01
10660 cic:/Coq/NArith/BinNat/Nplus_0_r.con
\e[0;32mOK
\e[0m 0.01
10661 cic:/Coq/Logic/ProofIrrelevance/p2p1.con
\e[0;32mOK
\e[0m 0.02
10662 cic:/Coq/Logic/ProofIrrelevance/p2p2.con
\e[0;32mOK
\e[0m 0.01
10663 cic:/Coq/Logic/Hurkens/I.con
\e[0;32mOK
\e[0m 0.01
10664 cic:/Coq/Logic/Hurkens/induct.con
\e[0;32mOK
\e[0m 0.01
10665 cic:/Coq/Logic/Eqdep_dec/trans_sym_eqT.con
\e[0;32mOK
\e[0m 0.02
10666 cic:/Coq/Logic/Eqdep_dec/DecidableEqDep/nu_constant.var
\e[0;32mOK
\e[0m 0.02
10667 cic:/Coq/Logic/Eqdep_dec/DecidableEqDep/nu_inv.var
\e[0;32mOK
\e[0m 0.01
10668 cic:/Coq/Logic/Eqdep/eq_dep1_dep.con
\e[0;32mOK
\e[0m 0.02
10669 cic:/Coq/Logic/Eqdep/eq_dep1_ind.con
\e[0;32mOK
\e[0m 0.01
10670 cic:/Coq/Logic/Eqdep/eq_dep1_rec.con
\e[0;32mOK
\e[0m 0.01
10671 cic:/Coq/Logic/Eqdep/eq_dep_eq.con
\e[0;32mOK
\e[0m 0.01
10672 cic:/Coq/Logic/Eqdep/eq_dep_ind.con
\e[0;32mOK
\e[0m 0.01
10673 cic:/Coq/Logic/Eqdep/eq_dep_rec.con
\e[0;32mOK
\e[0m 0.01
10674 cic:/Coq/Logic/Eqdep/equiv_eqex_eqdep.con
\e[0;32mOK
\e[0m 0.01
10675 cic:/Coq/Logic/Diaconescu/prop_ext.con
\e[0;32mOK
\e[0m 0.02
10676 cic:/Coq/Logic/Classical_Prop/not_imply_elim.con
\e[0;32mOK
\e[0m 0.01
10677 cic:/Coq/Logic/Classical_Pred_Type/not_all_ex_not.con
\e[0;32mOK
\e[0m 0.02
10678 cic:/Coq/Logic/Classical_Pred_Type/not_ex_not_all.con
\e[0;32mOK
\e[0m 0.01
10679 cic:/Coq/Logic/Classical_Pred_Set/not_all_ex_not.con
\e[0;32mOK
\e[0m 0.01
10680 cic:/Coq/Logic/Classical_Pred_Set/not_ex_not_all.con
\e[0;32mOK
\e[0m 0.01
10681 cic:/Coq/Logic/ClassicalFacts/prop_degen_em.con
\e[0;32mOK
\e[0m 0.02
10682 cic:/Coq/Logic/ClassicalFacts/prop_degen_ext.con
\e[0;32mOK
\e[0m 0.02
10683 cic:/Coq/Logic/ClassicalFacts/prop_ext_retract_A_A_imp_A.con
\e[0;32mOK
\e[0m 0.01
10684 cic:/Coq/Logic/ClassicalChoice/choice.con
\e[0;32mOK
\e[0m 0.01
10685 cic:/Coq/Logic/ChoiceFacts/FunChoice_Equiv_RelChoice_and_ParamDefinDescr.con
\e[0;32mOK
\e[0m 0.01
10686 cic:/Coq/Logic/ChoiceFacts/rel_choice_and_proof_irrel_imp_guarded_rel_choice.con
\e[0;32mOK
\e[0m 0.04
10687 cic:/Coq/Logic/Berardi/AC.con
\e[0;32mOK
\e[0m 0.02
10688 cic:/Coq/Logic/Berardi/AC_IF.con
\e[0;32mOK
\e[0m 0.01
10689 cic:/Coq/Logic/Berardi/Not_b.con
\e[0;32mOK
\e[0m 0.01
10690 cic:/Coq/Logic/Berardi/g.con
\e[0;32mOK
\e[0m 0.02
10691 cic:/Coq/Logic/Berardi/inv2.con
\e[0;32mOK
\e[0m 0.01
10692 cic:/Coq/Logic/Berardi/retract_cond_ind.con
\e[0;32mOK
\e[0m 0.01
10693 cic:/Coq/Logic/Berardi/retract_cond_rec.con
\e[0;32mOK
\e[0m 0.01
10694 cic:/Coq/Lists/TheoryList/Assoc.con
\e[0;32mOK
\e[0m 0.03
10695 cic:/Coq/Lists/TheoryList/Find.con
\e[0;32mOK
\e[0m 0.03
10696 cic:/Coq/Lists/TheoryList/Hd.con
\e[0;32mOK
\e[0m 0.02
10697 cic:/Coq/Lists/TheoryList/InR_INV.con
\e[0;32mOK
\e[0m 0.01
10698 cic:/Coq/Lists/TheoryList/InR_or_app.con
\e[0;32mOK
\e[0m 0.01
10699 cic:/Coq/Lists/TheoryList/In_spec_ind.con
\e[0;32mOK
\e[0m 0.01
10700 cic:/Coq/Lists/TheoryList/Isnil_dec.con
\e[0;32mOK
\e[0m 0.01
10701 cic:/Coq/Lists/TheoryList/Length_l_pf.con
\e[0;32mOK
\e[0m 0.01
10702 cic:/Coq/Lists/TheoryList/Mem.con
\e[0;32mOK
\e[0m 0.02
10703 cic:/Coq/Lists/TheoryList/Tl.con
\e[0;32mOK
\e[0m 0.01
10704 cic:/Coq/Lists/TheoryList/Try_find.con
\e[0;32mOK
\e[0m 0.04
10705 cic:/Coq/Lists/TheoryList/Uncons.con
\e[0;32mOK
\e[0m 0.01
10706 cic:/Coq/Lists/TheoryList/fst_nth_nth.con
\e[0;32mOK
\e[0m 0.01
10707 cic:/Coq/Lists/TheoryList/nth_lt_O.con
\e[0;32mOK
\e[0m 0.01
10708 cic:/Coq/Lists/Streams/EqSt_reflex.con
\e[0;32mOK
\e[0m 0.02
10709 cic:/Coq/Lists/Streams/Exists_ind.con
\e[0;32mOK
\e[0m 0.01
10710 cic:/Coq/Lists/Streams/ForAll_coind.con
\e[0;32mOK
\e[0m 0.01
10711 cic:/Coq/Lists/Streams/Str_nth.con
\e[0;32mOK
\e[0m 0.01
10712 cic:/Coq/Lists/Streams/sym_EqSt.con
\e[0;32mOK
\e[0m 0.01
10713 cic:/Coq/Lists/Streams/tl_nth_tl.con
\e[0;32mOK
\e[0m 0.01
10714 cic:/Coq/Lists/Streams/trans_EqSt.con
\e[0;32mOK
\e[0m 0.01
10715 cic:/Coq/Lists/MonoList/in_cons.con
\e[0;32mOK
\e[0m 0.01
10716 cic:/Coq/Lists/MonoList/in_eq.con
\e[0;32mOK
\e[0m 0.01
10717 cic:/Coq/Lists/MonoList/incl.con
\e[0;32mOK
\e[0m 0.01
10718 cic:/Coq/Lists/MonoList/lel.con
\e[0;32mOK
\e[0m 0.01
10719 cic:/Coq/Lists/MonoList/list_ind.con
\e[0;32mOK
\e[0m 0.01
10720 cic:/Coq/Lists/MonoList/list_rec.con
\e[0;32mOK
\e[0m 0.01
10721 cic:/Coq/Lists/ListSet/set_In_dec.con
\e[0;32mOK
\e[0m 0.03
10722 cic:/Coq/Lists/ListSet/set_add_elim.con
\e[0;32mOK
\e[0m 0.04
10723 cic:/Coq/Lists/ListSet/set_add_intro1.con
\e[0;32mOK
\e[0m 0.02
10724 cic:/Coq/Lists/ListSet/set_add_intro2.con
\e[0;32mOK
\e[0m 0.02
10725 cic:/Coq/Lists/ListSet/set_add_not_empty.con
\e[0;32mOK
\e[0m 0.02
10726 cic:/Coq/Lists/ListSet/set_diff.con
\e[0;32mOK
\e[0m 0.01
10727 cic:/Coq/Lists/ListSet/set_inter.con
\e[0;32mOK
\e[0m 0.01
10728 cic:/Coq/Lists/ListSet/set_mem_complete1.con
\e[0;32mOK
\e[0m 0.02
10729 cic:/Coq/Lists/ListSet/set_mem_complete2.con
\e[0;32mOK
\e[0m 0.02
10730 cic:/Coq/Lists/ListSet/set_mem_correct1.con
\e[0;32mOK
\e[0m 0.02
10731 cic:/Coq/Lists/ListSet/set_mem_correct2.con
\e[0;32mOK
\e[0m 0.02
10732 cic:/Coq/Lists/ListSet/set_mem_ind.con
\e[0;32mOK
\e[0m 0.01
10733 cic:/Coq/Lists/ListSet/set_mem_ind2.con
\e[0;32mOK
\e[0m 0.02
10734 cic:/Coq/Lists/ListSet/set_prod.con
\e[0;32mOK
\e[0m 0.01
10735 cic:/Coq/Lists/ListSet/set_remove.con
\e[0;32mOK
\e[0m 0.01
10736 cic:/Coq/Lists/ListSet/set_union.con
\e[0;32mOK
\e[0m 0.01
10737 cic:/Coq/Lists/List/In_dec.con
\e[0;32mOK
\e[0m 0.03
10738 cic:/Coq/Lists/List/app_ass.con
\e[0;32mOK
\e[0m 0.01
10739 cic:/Coq/Lists/List/app_inj_tail.con
\e[0;32mOK
\e[0m 0.03
10740 cic:/Coq/Lists/List/app_nil_end.con
\e[0;32mOK
\e[0m 0.01
10741 cic:/Coq/Lists/List/fold_symmetric.con
\e[0;32mOK
\e[0m 0.02
10742 cic:/Coq/Lists/List/in_app_or.con
\e[0;32mOK
\e[0m 0.02
10743 cic:/Coq/Lists/List/in_map.con
\e[0;32mOK
\e[0m 0.01
10744 cic:/Coq/Lists/List/in_or_app.con
\e[0;32mOK
\e[0m 0.01
10745 cic:/Coq/Lists/List/in_prod_aux.con
\e[0;32mOK
\e[0m 0.01
10746 cic:/Coq/Lists/List/incl_cons.con
\e[0;32mOK
\e[0m 0.01
10747 cic:/Coq/Lists/List/incl_refl.con
\e[0;32mOK
\e[0m 0.00
10748 cic:/Coq/Lists/List/incl_tl.con
\e[0;32mOK
\e[0m 0.01
10749 cic:/Coq/Lists/List/incl_tran.con
\e[0;32mOK
\e[0m 0.01
10750 cic:/Coq/Lists/List/lel_cons.con
\e[0;32mOK
\e[0m 0.01
10751 cic:/Coq/Lists/List/lel_cons_cons.con
\e[0;32mOK
\e[0m 0.01
10752 cic:/Coq/Lists/List/lel_nil.con
\e[0;32mOK
\e[0m 0.01
10753 cic:/Coq/Lists/List/lel_refl.con
\e[0;32mOK
\e[0m 0.01
10754 cic:/Coq/Lists/List/lel_trans.con
\e[0;32mOK
\e[0m 0.01
10755 cic:/Coq/Lists/List/list_eq_dec.con
\e[0;32mOK
\e[0m 0.02
10756 cic:/Coq/Lists/List/list_power.con
\e[0;32mOK
\e[0m 0.01
10757 cic:/Coq/Lists/List/nth_in_or_default.con
\e[0;32mOK
\e[0m 0.02
10758 cic:/Coq/Lists/List/rev_list_ind.con
\e[0;32mOK
\e[0m 0.00
10759 cic:/Coq/IntMap/Maplists/ad_in_list_app.con
\e[0;32mOK
\e[0m 0.02
10760 cic:/Coq/IntMap/Maplists/ad_list_app_length.con
\e[0;32mOK
\e[0m 0.02
10761 cic:/Coq/IntMap/Maplists/ad_list_stutters.con
\e[0;32mOK
\e[0m 0.01
10762 cic:/Coq/IntMap/Mapiter/MapFold.con
\e[0;32mOK
\e[0m 0.01
10763 cic:/Coq/IntMap/Mapiter/MapFold_state.con
\e[0;32mOK
\e[0m 0.01
10764 cic:/Coq/IntMap/Mapiter/MapSweep1.con
\e[0;32mOK
\e[0m 0.01
10765 cic:/Coq/IntMap/Mapiter/alist_semantics_app.con
\e[0;32mOK
\e[0m 0.02
10766 cic:/Coq/IntMap/Mapiter/fold_right_aapp.con
\e[0;32mOK
\e[0m 0.06
10767 cic:/Coq/IntMap/Mapcard/MapCard_M0.con
\e[0;32mOK
\e[0m 0.01
10768 cic:/Coq/IntMap/Mapcard/MapCard_M1.con
\e[0;32mOK
\e[0m 0.01
10769 cic:/Coq/IntMap/Mapcard/MapCard_Put1_equals_2.con
\e[0;32mOK
\e[0m 0.03
10770 cic:/Coq/IntMap/Mapcard/length_as_fold.con
\e[0;32mOK
\e[0m 0.02
10771 cic:/Coq/IntMap/Mapcard/length_as_fold_2.con
\e[0;32mOK
\e[0m 0.02
10772 cic:/Coq/IntMap/Mapcanon/MapCanonicalize.con
\e[0;32mOK
\e[0m 0.01
10773 cic:/Coq/IntMap/Mapcanon/mapcanon.ind
\e[0;32mOK
\e[0m 0.01
10774 cic:/Coq/IntMap/Mapaxioms/eqm_sym.con
\e[0;32mOK
\e[0m 0.01
10775 cic:/Coq/IntMap/Mapaxioms/eqm_trans.con
\e[0;32mOK
\e[0m 0.01
10776 cic:/Coq/IntMap/Mapaxioms/eqmap.con
\e[0;32mOK
\e[0m 0.01
10777 cic:/Coq/IntMap/Map/M1_semantics_1.con
\e[0;32mOK
\e[0m 0.01
10778 cic:/Coq/IntMap/Map/M1_semantics_2.con
\e[0;32mOK
\e[0m 0.01
10779 cic:/Coq/IntMap/Map/Map2_semantics_1.con
\e[0;32mOK
\e[0m 0.01
10780 cic:/Coq/IntMap/Map/Map2_semantics_2.con
\e[0;32mOK
\e[0m 0.01
10781 cic:/Coq/IntMap/Map/Map2_semantics_3.con
\e[0;32mOK
\e[0m 0.02
10782 cic:/Coq/IntMap/Map/MapEmptyp_correct.con
\e[0;32mOK
\e[0m 0.01
10783 cic:/Coq/IntMap/Map/MapGet_M2_bit_0_0.con
\e[0;32mOK
\e[0m 0.01
10784 cic:/Coq/IntMap/Map/MapGet_M2_bit_0_1.con
\e[0;32mOK
\e[0m 0.02
10785 cic:/Coq/IntMap/Map/MapGet_if_commute.con
\e[0;32mOK
\e[0m 0.01
10786 cic:/Coq/IntMap/Map/MapGet_if_same.con
\e[0;32mOK
\e[0m 0.01
10787 cic:/Coq/IntMap/Map/MapPut.con
\e[0;32mOK
\e[0m 0.01
10788 cic:/Coq/IntMap/Map/MapPut_behind.con
\e[0;32mOK
\e[0m 0.01
10789 cic:/Coq/IntMap/Map/MapRemove.con
\e[0;32mOK
\e[0m 0.01
10790 cic:/Coq/IntMap/Map/MapSingleton_semantics.con
\e[0;32mOK
\e[0m 0.01
10791 cic:/Coq/IntMap/Map/Map_ind.con
\e[0;32mOK
\e[0m 0.01
10792 cic:/Coq/IntMap/Map/Map_rec.con
\e[0;32mOK
\e[0m 0.01
10793 cic:/Coq/IntMap/Map/newMap_semantics.con
\e[0;32mOK
\e[0m 0.03
10794 cic:/Coq/IntMap/Map/option_sum.con
\e[0;32mOK
\e[0m 0.02
10795 cic:/Coq/IntMap/Lsort/ad_ind_double.con
\e[0;32mOK
\e[0m 0.02
10796 cic:/Coq/IntMap/Lsort/ad_less.con
\e[0;32mOK
\e[0m 0.02
10797 cic:/Coq/IntMap/Lsort/ad_rec_double.con
\e[0;32mOK
\e[0m 0.02
10798 cic:/Coq/IntMap/Lsort/alist_nth_ad_aapp_2.con
\e[0;32mOK
\e[0m 0.03
10799 cic:/Coq/IntMap/Lsort/app_length.con
\e[0;32mOK
\e[0m 0.02
10800 cic:/Coq/IntMap/Fset/MapDom.con
\e[0;32mOK
\e[0m 0.02
10801 cic:/Coq/IntMap/Fset/MapDomRestrTo.con
\e[0;32mOK
\e[0m 0.01
10802 cic:/Coq/IntMap/Fset/in_dom.con
\e[0;32mOK
\e[0m 0.01
10803 cic:/Coq/IntMap/Adist/ad_pdist.con
\e[0;32mOK
\e[0m 0.02
10804 cic:/Coq/IntMap/Adist/ad_plength_infty.con
\e[0;32mOK
\e[0m 0.01
10805 cic:/Coq/IntMap/Adist/ad_plength_one.con
\e[0;32mOK
\e[0m 0.03
10806 cic:/Coq/IntMap/Adist/ni_min_O_l.con
\e[0;32mOK
\e[0m 0.01
10807 cic:/Coq/IntMap/Adist/ni_min_assoc.con
\e[0;32mOK
\e[0m 0.02
10808 cic:/Coq/IntMap/Adist/ni_min_comm.con
\e[0;32mOK
\e[0m 0.03
10809 cic:/Coq/IntMap/Adist/ni_min_idemp.con
\e[0;32mOK
\e[0m 0.02
10810 cic:/Coq/IntMap/Adist/ni_min_inf_r.con
\e[0;32mOK
\e[0m 0.01
10811 cic:/Coq/IntMap/Addr/ad_double_inj.con
\e[0;32mOK
\e[0m 0.02
10812 cic:/Coq/IntMap/Addr/ad_double_plus_un_inj.con
\e[0;32mOK
\e[0m 0.01
10813 cic:/Coq/IntMap/Addr/ad_faithful_2.con
\e[0;32mOK
\e[0m 0.02
10814 cic:/Coq/IntMap/Addr/ad_faithful_3.con
\e[0;32mOK
\e[0m 0.02
10815 cic:/Coq/IntMap/Addr/ad_faithful_4.con
\e[0;32mOK
\e[0m 0.02
10816 cic:/Coq/IntMap/Addr/ad_xor_comm.con
\e[0;32mOK
\e[0m 0.03
10817 cic:/Coq/IntMap/Addr/ad_xor_neutral_left.con
\e[0;32mOK
\e[0m 0.01
10818 cic:/Coq/IntMap/Addr/ad_xor_neutral_right.con
\e[0;32mOK
\e[0m 0.01
10819 cic:/Coq/IntMap/Addr/ad_xor_nilpotent.con
\e[0;32mOK
\e[0m 0.01
10820 cic:/Coq/IntMap/Addr/ad_xor_sem_1.con
\e[0;32mOK
\e[0m 0.01
10821 cic:/Coq/IntMap/Addr/ad_xor_sem_2.con
\e[0;32mOK
\e[0m 0.01
10822 cic:/Coq/IntMap/Addr/ad_xor_sem_3.con
\e[0;32mOK
\e[0m 0.01
10823 cic:/Coq/IntMap/Addr/ad_xor_sem_4.con
\e[0;32mOK
\e[0m 0.01
10824 cic:/Coq/IntMap/Addr/ad_xor_sem_6.con
\e[0;32mOK
\e[0m 0.05
10825 cic:/Coq/IntMap/Addr/eqf_sym.con
\e[0;32mOK
\e[0m 0.01
10826 cic:/Coq/IntMap/Addr/eqf_trans.con
\e[0;32mOK
\e[0m 0.01
10827 cic:/Coq/IntMap/Addr/eqf_xor_1.con
\e[0;32mOK
\e[0m 0.01
10828 cic:/Coq/IntMap/Addec/ad_double_or_double_plus_un.con
\e[0;32mOK
\e[0m 0.02
10829 cic:/Coq/IntMap/Addec/ad_eq_complete.con
\e[0;32mOK
\e[0m 0.03
10830 cic:/Coq/IntMap/Adalloc/nat_of_ad.con
\e[0;32mOK
\e[0m 0.01
10831 cic:/Coq/Init/Wf/Acc_iter.con
\e[0;32mOK
\e[0m 0.01
10832 cic:/Coq/Init/Wf/Acc_iter_2.con
\e[0;32mOK
\e[0m 0.02
10833 cic:/Coq/Init/Wf/Acc_rect.con
\e[0;32mOK
\e[0m 0.01
10834 cic:/Coq/Init/Wf/Fix_F.con
\e[0;32mOK
\e[0m 0.01
10835 cic:/Coq/Init/Wf/Well_founded_2/Rwf.var
\e[0;32mOK
\e[0m 0.01
10836 cic:/Coq/Init/Wf/Well_founded/Rwf.var
\e[0;32mOK
\e[0m 0.00
10837 cic:/Coq/Init/Peano/mult_n_Sm.con
\e[0;32mOK
\e[0m 0.02
10838 cic:/Coq/Init/Peano/not_eq_S.con
\e[0;32mOK
\e[0m 0.01
10839 cic:/Coq/Init/Datatypes/injective_projections.con
\e[0;32mOK
\e[0m 0.02
10840 cic:/Coq/Bool/Zerob/zerob_false_elim.con
\e[0;32mOK
\e[0m 0.02
10841 cic:/Coq/Bool/IfProp/Iffalse_inv.con
\e[0;32mOK
\e[0m 0.02
10842 cic:/Coq/Bool/IfProp/Iftrue_inv.con
\e[0;32mOK
\e[0m 0.02
10843 cic:/Coq/Bool/Bvector/BVand.con
\e[0;32mOK
\e[0m 0.01
10844 cic:/Coq/Bool/Bvector/BVor.con
\e[0;32mOK
\e[0m 0.01
10845 cic:/Coq/Bool/Bvector/BVxor.con
\e[0;32mOK
\e[0m 0.01
10846 cic:/Coq/Bool/Bvector/Bhigh.con
\e[0;32mOK
\e[0m 0.01
10847 cic:/Coq/Bool/Bvector/Blow.con
\e[0;32mOK
\e[0m 0.01
10848 cic:/Coq/Bool/Bvector/Bneg.con
\e[0;32mOK
\e[0m 0.01
10849 cic:/Coq/Bool/Bvector/BshiftL.con
\e[0;32mOK
\e[0m 0.01
10850 cic:/Coq/Bool/Bvector/Bsign.con
\e[0;32mOK
\e[0m 0.01
10851 cic:/Coq/Bool/Bvector/Bvect_false.con
\e[0;32mOK
\e[0m 0.01
10852 cic:/Coq/Bool/Bvector/Bvect_true.con
\e[0;32mOK
\e[0m 0.01
10853 cic:/Coq/Bool/BoolEq/beq_eq_not_false.con
\e[0;32mOK
\e[0m 0.02
10854 cic:/Coq/Bool/BoolEq/not_eq_false_beq.con
\e[0;32mOK
\e[0m 0.01
10855 cic:/Coq/Bool/Bool/Is_true_eq_left.con
\e[0;32mOK
\e[0m 0.02
10856 cic:/Coq/Bool/Bool/diff_false_true.con
\e[0;32mOK
\e[0m 0.01
10857 cic:/Coq/Bool/Bool/no_fixpoint_negb.con
\e[0;32mOK
\e[0m 0.01
10858 cic:/Coq/Bool/Bool/orb_false_elim.con
\e[0;32mOK
\e[0m 0.01
10859 cic:/Coq/Bool/Bool/orb_false_intro.con
\e[0;32mOK
\e[0m 0.01
10860 cic:/Coq/Bool/Bool/orb_true_intro.con
\e[0;32mOK
\e[0m 0.01
10861 cic:/Coq/Bool/Bool/xorb_eq.con
\e[0;32mOK
\e[0m 0.01
10862 cic:/Coq/Bool/Bool/xorb_move_l_r_1.con
\e[0;32mOK
\e[0m 0.01
10863 cic:/Coq/Bool/Bool/xorb_move_r_l_1.con
\e[0;32mOK
\e[0m 0.01
10864 cic:/Coq/Bool/Bool/xorb_move_r_l_2.con
\e[0;32mOK
\e[0m 0.01
10865 cic:/Coq/Arith/Wf_nat/gtof.con
\e[0;32mOK
\e[0m 0.02
10866 cic:/Coq/Arith/Wf_nat/LT_WF_REL/F_compat.var
\e[0;32mOK
\e[0m 0.01
10867 cic:/Coq/Arith/Plus/le_plus_l.con
\e[0;32mOK
\e[0m 0.02
10868 cic:/Coq/Arith/Plus/plus_0_r.con
\e[0;32mOK
\e[0m 0.00
10869 cic:/Coq/Arith/Plus/plus_assoc_reverse.con
\e[0;32mOK
\e[0m 0.01
10870 cic:/Coq/Arith/Plus/plus_comm.con
\e[0;32mOK
\e[0m 0.01
10871 cic:/Coq/Arith/Plus/plus_is_one.con
\e[0;32mOK
\e[0m 0.01
10872 cic:/Coq/Arith/Plus/plus_le_compat_l.con
\e[0;32mOK
\e[0m 0.01
10873 cic:/Coq/Arith/Plus/plus_reg_l.con
\e[0;32mOK
\e[0m 0.01
10874 cic:/Coq/Arith/Plus/plus_tail_plus.con
\e[0;32mOK
\e[0m 0.01
10875 cic:/Coq/Arith/Mult/mult_0_r.con
\e[0;32mOK
\e[0m 0.01
10876 cic:/Coq/Arith/Mult/mult_1_l.con
\e[0;32mOK
\e[0m 0.01
10877 cic:/Coq/Arith/Mult/mult_minus_distr_r.con
\e[0;32mOK
\e[0m 0.01
10878 cic:/Coq/Arith/Mult/mult_plus_distr_r.con
\e[0;32mOK
\e[0m 0.01
10879 cic:/Coq/Arith/Mult/tail_mult.con
\e[0;32mOK
\e[0m 0.01
10880 cic:/Coq/Arith/Minus/le_minus.con
\e[0;32mOK
\e[0m 0.02
10881 cic:/Coq/Arith/Minus/not_le_minus_0.con
\e[0;32mOK
\e[0m 0.01
10882 cic:/Coq/Arith/Minus/plus_minus.con
\e[0;32mOK
\e[0m 0.01
10883 cic:/Coq/Arith/Minus/pred_of_minus.con
\e[0;32mOK
\e[0m 0.01
10884 cic:/Coq/Arith/Lt/le_lt_n_Sm.con
\e[0;32mOK
\e[0m 0.02
10885 cic:/Coq/Arith/Lt/le_lt_or_eq.con
\e[0;32mOK
\e[0m 0.01
10886 cic:/Coq/Arith/Lt/le_lt_trans.con
\e[0;32mOK
\e[0m 0.01
10887 cic:/Coq/Arith/Lt/lt_O_Sn.con
\e[0;32mOK
\e[0m 0.00
10888 cic:/Coq/Arith/Lt/lt_O_neq.con
\e[0;32mOK
\e[0m 0.01
10889 cic:/Coq/Arith/Lt/lt_n_O.con
\e[0;32mOK
\e[0m 0.00
10890 cic:/Coq/Arith/Lt/lt_n_S.con
\e[0;32mOK
\e[0m 0.01
10891 cic:/Coq/Arith/Le/le_Sn_le.con
\e[0;32mOK
\e[0m 0.00
10892 cic:/Coq/Arith/Le/le_n_O_eq.con
\e[0;32mOK
\e[0m 0.02
10893 cic:/Coq/Arith/Gt/gt_Sn_n.con
\e[0;32mOK
\e[0m 0.02
10894 cic:/Coq/Arith/Gt/gt_le_S.con
\e[0;32mOK
\e[0m 0.01
10895 cic:/Coq/Arith/Gt/gt_n_S.con
\e[0;32mOK
\e[0m 0.02
10896 cic:/Coq/Arith/Gt/gt_trans.con
\e[0;32mOK
\e[0m 0.01
10897 cic:/Coq/Arith/Gt/le_S_gt.con
\e[0;32mOK
\e[0m 0.01
10898 cic:/Coq/Arith/Gt/le_gt_trans.con
\e[0;32mOK
\e[0m 0.01
10899 cic:/Coq/Arith/Even/even_even_plus.con
\e[0;32mOK
\e[0m 0.02
10900 cic:/Coq/Arith/Even/even_plus_even_inv_l.con
\e[0;32mOK
\e[0m 0.02
10901 cic:/Coq/Arith/Even/even_plus_even_inv_r.con
\e[0;32mOK
\e[0m 0.01
10902 cic:/Coq/Arith/Even/even_plus_odd_inv_l.con
\e[0;32mOK
\e[0m 0.01
10903 cic:/Coq/Arith/Even/even_plus_odd_inv_r.con
\e[0;32mOK
\e[0m 0.01
10904 cic:/Coq/Arith/Even/odd_even_plus.con
\e[0;32mOK
\e[0m 0.01
10905 cic:/Coq/Arith/Even/odd_plus_even_inv_l.con
\e[0;32mOK
\e[0m 0.01
10906 cic:/Coq/Arith/Even/odd_plus_even_inv_r.con
\e[0;32mOK
\e[0m 0.02
10907 cic:/Coq/Arith/Even/odd_plus_l.con
\e[0;32mOK
\e[0m 0.01
10908 cic:/Coq/Arith/Even/odd_plus_odd_inv_l.con
\e[0;32mOK
\e[0m 0.01
10909 cic:/Coq/Arith/Even/odd_plus_odd_inv_r.con
\e[0;32mOK
\e[0m 0.01
10910 cic:/Coq/Arith/Even/odd_plus_r.con
\e[0;32mOK
\e[0m 0.01
10911 cic:/Coq/Arith/Euclid/diveucl.ind
\e[0;32mOK
\e[0m 0.02
10912 cic:/Coq/Arith/EqNat/eq_eq_nat.con
\e[0;32mOK
\e[0m 0.01
10913 cic:/Coq/Arith/EqNat/eq_nat_decide.con
\e[0;32mOK
\e[0m 0.01
10914 cic:/Coq/Arith/EqNat/eq_nat_elim.con
\e[0;32mOK
\e[0m 0.01
10915 cic:/Coq/Arith/Div2/double_S.con
\e[0;32mOK
\e[0m 0.01
10916 cic:/Coq/Arith/Div2/even_odd_div2.con
\e[0;32mOK
\e[0m 0.07
10917 cic:/Coq/Arith/Compare/lt_or_eq.con
\e[0;32mOK
\e[0m 0.01
10918 cic:/Coq/Arith/Between/P_nth_ind.con
\e[0;32mOK
\e[0m 0.02
10919 cic:/Coq/Arith/Between/between_le.con
\e[0;32mOK
\e[0m 0.01
10920 cic:/Coq/Arith/Between/exists_le_S.con
\e[0;32mOK
\e[0m 0.01
10921 cic:/Coq/Arith/Between/in_int_exists.con
\e[0;32mOK
\e[0m 0.01
10922 cic:/Coq/Arith/Between/in_int_intro.con
\e[0;32mOK
\e[0m 0.01
10923 cic:/CoRN/tactics/AlgReflection/eq_int.con
\e[0;32mOK
\e[0m 0.01
10924 cic:/CoRN/tactics/AlgReflection/eq_nat_corr.con
\e[0;32mOK
\e[0m 0.02
10925 cic:/CoRN/tactics/AlgReflection/expr_ind.con
\e[0;32mOK
\e[0m 0.01
10926 cic:/CoRN/tactics/AlgReflection/expr_minus.con
\e[0;32mOK
\e[0m 0.02
10927 cic:/CoRN/tactics/AlgReflection/expr_nat.con
\e[0;32mOK
\e[0m 0.01
10928 cic:/CoRN/tactics/AlgReflection/expr_power.con
\e[0;32mOK
\e[0m 0.01
10929 cic:/CoRN/tactics/AlgReflection/expr_rec.con
\e[0;32mOK
\e[0m 0.01
10930 cic:/CoRN/tactics/AlgReflection/lt_int.con
\e[0;32mOK
\e[0m 0.01
10931 cic:/CoRN/reals/RealLists/map_pres_length.con
\e[0;32mOK
\e[0m 0.02
10932 cic:/CoRN/reals/Q_dense/or_not_and.con
\e[0;32mOK
\e[0m 0.02
10933 cic:/CoRN/model/structures/Zsec/posZ_neg.con
\e[0;32mOK
\e[0m 0.02
10934 cic:/CoRN/model/structures/Zsec/posZ_pos.con
\e[0;32mOK
\e[0m 0.02
10935 cic:/CoRN/model/structures/Qsec/Q_ind.con
\e[0;32mOK
\e[0m 0.02
10936 cic:/CoRN/model/structures/Qsec/Q_rec.con
\e[0;32mOK
\e[0m 0.01
10937 cic:/CoRN/model/structures/Qsec/Qopp.con
\e[0;32mOK
\e[0m 0.01
10938 cic:/CoRN/model/structures/Nsec/S_O.con
\e[0;32mOK
\e[0m 0.02
10939 cic:/CoRN/model/setoids/twoelemsetoid/M1_ap_symmetric.con
\e[0;32mOK
\e[0m 0.02
10940 cic:/CoRN/model/setoids/twoelemsetoid/M1_eq_dec.con
\e[0;32mOK
\e[0m 0.01
10941 cic:/CoRN/model/setoids/twoelemsetoid/not_M1_eq_e1_u.con
\e[0;32mOK
\e[0m 0.01
10942 cic:/CoRN/model/setoids/Zsetoid/ap_Z_irreflexive.con
\e[0;32mOK
\e[0m 0.02
10943 cic:/CoRN/model/setoids/Zsetoid/ap_Z_symmetric.con
\e[0;32mOK
\e[0m 0.01
10944 cic:/CoRN/model/setoids/Zfinsetoid/ZF.ind
\e[0;32mOK
\e[0m 0.01
10945 cic:/CoRN/model/setoids/Nsetoid/ap_nat_irreflexive.con
\e[0;32mOK
\e[0m 0.02
10946 cic:/CoRN/model/setoids/Nsetoid/ap_nat_symmetric.con
\e[0;32mOK
\e[0m 0.01
10947 cic:/CoRN/model/setoids/Nfinsetoid/F_crr.con
\e[0;32mOK
\e[0m 0.01
10948 cic:/CoRN/model/setoids/Nfinsetoid/F_rect.con
\e[0;32mOK
\e[0m 0.01
10949 cic:/CoRN/model/setoids/Nfinsetoid/Fap.con
\e[0;32mOK
\e[0m 0.01
10950 cic:/CoRN/model/setoids/Nfinsetoid/Feq.con
\e[0;32mOK
\e[0m 0.01
10951 cic:/CoRN/model/Zmod/Zm/m_gt_0.con
\e[0;32mOK
\e[0m 0.02
10952 cic:/CoRN/model/Zmod/Zm/m_gt_1.con
\e[0;32mOK
\e[0m 0.01
10953 cic:/CoRN/model/Zmod/Zm/p_gt_0.con
\e[0;32mOK
\e[0m 0.01
10954 cic:/CoRN/model/Zmod/ZBasics/Zabs_le_elim.con
\e[0;32mOK
\e[0m 0.02
10955 cic:/CoRN/model/Zmod/ZBasics/Zabs_lt_elim.con
\e[0;32mOK
\e[0m 0.01
10956 cic:/CoRN/model/Zmod/ZBasics/Zge_0_NEG.con
\e[0;32mOK
\e[0m 0.01
10957 cic:/CoRN/model/Zmod/ZBasics/Zge_1_NEG.con
\e[0;32mOK
\e[0m 0.02
10958 cic:/CoRN/model/Zmod/ZBasics/Zge_POS_0.con
\e[0;32mOK
\e[0m 0.01
10959 cic:/CoRN/model/Zmod/ZBasics/Zge_POS_1.con
\e[0;32mOK
\e[0m 0.02
10960 cic:/CoRN/model/Zmod/ZBasics/Zgt_0_NEG.con
\e[0;32mOK
\e[0m 0.01
10961 cic:/CoRN/model/Zmod/ZBasics/Zgt_POS_0.con
\e[0;32mOK
\e[0m 0.01
10962 cic:/CoRN/model/Zmod/ZBasics/Zle_0_POS.con
\e[0;32mOK
\e[0m 0.01
10963 cic:/CoRN/model/Zmod/ZBasics/Zle_1_POS.con
\e[0;32mOK
\e[0m 0.02
10964 cic:/CoRN/model/Zmod/ZBasics/Zle_NEG_0.con
\e[0;32mOK
\e[0m 0.01
10965 cic:/CoRN/model/Zmod/ZBasics/Zle_NEG_1.con
\e[0;32mOK
\e[0m 0.01
10966 cic:/CoRN/model/Zmod/ZBasics/Zle_neg_pos.con
\e[0;32mOK
\e[0m 0.01
10967 cic:/CoRN/model/Zmod/ZBasics/Zlt_0_POS.con
\e[0;32mOK
\e[0m 0.01
10968 cic:/CoRN/model/Zmod/ZBasics/Zlt_NEG_0.con
\e[0;32mOK
\e[0m 0.01
10969 cic:/CoRN/model/Zmod/ZBasics/le_minus.con
\e[0;32mOK
\e[0m 0.01
10970 cic:/CoRN/devel/loeb/per/lst2fun/F_crr.con
\e[0;32mOK
\e[0m 0.02
10971 cic:/CoRN/devel/loeb/per/lst2fun/F_rect.con
\e[0;32mOK
\e[0m 0.01
10972 cic:/CoRN/devel/loeb/per/lst2fun/Fap.con
\e[0;32mOK
\e[0m 0.01
10973 cic:/CoRN/devel/loeb/per/lst2fun/Feq.con
\e[0;32mOK
\e[0m 0.01
10974 cic:/CoRN/devel/loeb/per/lst2fun/to_nat.con
\e[0;32mOK
\e[0m 0.01
10975 cic:/CoRN/devel/loeb/per/Zlst2fun/ZF'.con
\e[0;32mOK
\e[0m 0.03
10976 cic:/CoRN/devel/loeb/per/Zlst2fun/ZF.ind
\e[0;32mOK
\e[0m 0.01
10977 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/ZP/H5.var
\e[0;32mOK
\e[0m 0.02
10978 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/ZP/H7.var
\e[0;32mOK
\e[0m 0.01
10979 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/MP/H5.var
\e[0;32mOK
\e[0m 0.02
10980 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/MP/H7.var
\e[0;32mOK
\e[0m 0.00
10981 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/H5.var
\e[0;32mOK
\e[0m 0.01
10982 cic:/CoRN/devel/loeb/IDA/Ch6_bi/Z_to_nat.con
\e[0;32mOK
\e[0m 0.02
10983 cic:/CoRN/devel/loeb/IDA/Ch6_bi/inj_surj/H4.var
\e[0;32mOK
\e[0m 0.01
10984 cic:/CoRN/devel/loeb/IDA/Ch6_bi/inj_surj/H7.var
\e[0;32mOK
\e[0m 0.01
10985 cic:/CoRN/devel/loeb/IDA/Ch6/M1_ap_symmetric.con
\e[0;32mOK
\e[0m 0.02
10986 cic:/CoRN/devel/loeb/IDA/Ch6/M1_eq_dec.con
\e[0;32mOK
\e[0m 0.01
10987 cic:/CoRN/devel/loeb/IDA/Ch6/not_M1_eq_e1_u.con
\e[0;32mOK
\e[0m 0.02
10988 cic:/CoRN/complex/NRootCC/nrCC_5a2.con
\e[0;32mOK
\e[0m 0.02
10989 cic:/CoRN/algebra/ListType/app_ass.con
\e[0;32mOK
\e[0m 0.02
10990 cic:/CoRN/algebra/ListType/app_nil_end.con
\e[0;32mOK
\e[0m 0.02
10991 cic:/CoRN/algebra/ListType/in_app_or.con
\e[0;32mOK
\e[0m 0.02
10992 cic:/CoRN/algebra/ListType/in_or_app.con
\e[0;32mOK
\e[0m 0.01
10993 cic:/CoRN/algebra/ListType/incl_cons.con
\e[0;32mOK
\e[0m 0.01
10994 cic:/CoRN/algebra/ListType/incl_refl.con
\e[0;32mOK
\e[0m 0.01
10995 cic:/CoRN/algebra/ListType/incl_tl.con
\e[0;32mOK
\e[0m 0.01
10996 cic:/CoRN/algebra/ListType/incl_tran.con
\e[0;32mOK
\e[0m 0.01
10997 cic:/CoRN/algebra/ListType/lel_cons.con
\e[0;32mOK
\e[0m 0.01
10998 cic:/CoRN/algebra/ListType/lel_cons_cons.con
\e[0;32mOK
\e[0m 0.01
10999 cic:/CoRN/algebra/ListType/lel_nil.con
\e[0;32mOK
\e[0m 0.01
11000 cic:/CoRN/algebra/ListType/lel_refl.con
\e[0;32mOK
\e[0m 0.43
11001 cic:/CoRN/algebra/ListType/lel_trans.con
\e[0;32mOK
\e[0m 0.08
11002 cic:/CoRN/algebra/CSetoids/is_CSetoid.ind
\e[0;32mOK
\e[0m 0.04
11003 cic:/CoRN/algebra/COrdFields/strictorder.ind
\e[0;32mOK
\e[0m 0.04
11004 cic:/CoRN/algebra/CMonoidCyc/inj_surj/H4.var
\e[0;32mOK
\e[0m 0.01
11005 cic:/CoRN/algebra/CMonoidCyc/inj_surj/H7.var
\e[0;32mOK
\e[0m 0.01
11006 cic:/CoRN/algebra/CMonoidCyc/ZP/H5.var
\e[0;32mOK
\e[0m 0.01
11007 cic:/CoRN/algebra/CMonoidCyc/ZP/H7.var
\e[0;32mOK
\e[0m 0.00
11008 cic:/CoRN/algebra/CMonoidCyc/MP/H5.var
\e[0;32mOK
\e[0m 0.01
11009 cic:/CoRN/algebra/CMonoidCyc/MP/H7.var
\e[0;32mOK
\e[0m 0.01
11010 cic:/CoRN/algebra/CMonoidCyc/Char/H5.var
\e[0;32mOK
\e[0m 0.01
11011 cic:/CoRN/algebra/CLogic/CNot_Not_or.con
\e[0;32mOK
\e[0m 0.02
11012 cic:/CoRN/algebra/CLogic/CZlt_to.con
\e[0;32mOK
\e[0m 0.02
11013 cic:/CoRN/algebra/CLogic/Cequiv.con
\e[0;32mOK
\e[0m 0.01
11014 cic:/CoRN/algebra/CLogic/Ceven_to.con
\e[0;32mOK
\e[0m 0.02
11015 cic:/CoRN/algebra/CLogic/Cle_n_S.con
\e[0;32mOK
\e[0m 0.01
11016 cic:/CoRN/algebra/CLogic/Cle_to.con
\e[0;32mOK
\e[0m 0.01
11017 cic:/CoRN/algebra/CLogic/Codd_to.con
\e[0;32mOK
\e[0m 0.01
11018 cic:/CoRN/algebra/CLogic/Tequiv.con
\e[0;32mOK
\e[0m 0.01
11019 cic:/CoRN/algebra/CLogic/even_plus_n_n.con
\e[0;32mOK
\e[0m 0.01
11020 cic:/CoRN/algebra/CLogic/lt_8.con
\e[0;32mOK
\e[0m 0.02
11021 cic:/CoRN/algebra/CLogic/not_l_cor_rect.con
\e[0;32mOK
\e[0m 0.02
11022 cic:/CoRN/algebra/CLogic/not_r_cor_rect.con
\e[0;32mOK
\e[0m 0.01
11023 cic:/CoRN/algebra/CLogic/toCProp_Zlt.con
\e[0;32mOK
\e[0m 0.01
11024 cic:/CoRN/algebra/CLogic/to_Ceven.con
\e[0;32mOK
\e[0m 0.01
11025 cic:/CoRN/algebra/CLogic/to_Codd.con
\e[0;32mOK
\e[0m 0.01
11026 cic:/CoRN/algebra/Basics/Acc_iter.con
\e[0;32mOK
\e[0m 0.02
11027 cic:/CoRN/algebra/Basics/NEG_anti_convert.con
\e[0;32mOK
\e[0m 0.02
11028 cic:/CoRN/algebra/Basics/POS_anti_convert.con
\e[0;32mOK
\e[0m 0.01
11029 cic:/CoRN/algebra/Basics/Z_to_nat.con
\e[0;32mOK
\e[0m 0.01
11030 cic:/CoRN/algebra/Basics/caseZ_diff.con
\e[0;32mOK
\e[0m 0.01
11031 cic:/CoRN/algebra/Basics/surj_not.con
\e[0;32mOK
\e[0m 0.01
11032 cic:/CoRN/algebra/Basics/IndT/Rwf.var
\e[0;32mOK
\e[0m 0.01
11033 cic:/Cachan/SMC/quant/ap'.con
\e[0;32mOK
\e[0m 0.01
11034 cic:/Cachan/SMC/quant/ap.con
\e[0;32mOK
\e[0m 0.01
11035 cic:/Cachan/SMC/quant/be_ok.ind
\e[0;32mOK
\e[0m 0.02
11036 cic:/Cachan/SMC/quant/be_x_free.con
\e[0;32mOK
\e[0m 0.01
11037 cic:/Cachan/SMC/quant/bool_to_be.con
\e[0;32mOK
\e[0m 0.01
11038 cic:/Cachan/SMC/quant/subst.con
\e[0;32mOK
\e[0m 0.01
11039 cic:/Cachan/SMC/quant/var_env_to_env'.con
\e[0;32mOK
\e[0m 0.01
11040 cic:/Cachan/SMC/quant/BDDquant/BDDreplacel_results/lxy_neq.var
\e[0;32mOK
\e[0m 0.01
11041 cic:/Cachan/SMC/myMap/MapGet2.con
\e[0;32mOK
\e[0m 0.01
11042 cic:/Cachan/SMC/muset/set_0.con
\e[0;32mOK
\e[0m 0.02
11043 cic:/Cachan/SMC/muset/set_and.con
\e[0;32mOK
\e[0m 0.01
11044 cic:/Cachan/SMC/muset/set_or.con
\e[0;32mOK
\e[0m 0.01
11045 cic:/Cachan/SMC/muset/set_renv.con
\e[0;32mOK
\e[0m 0.01
11046 cic:/Cachan/SMC/muset/set_tenv.con
\e[0;32mOK
\e[0m 0.00
11047 cic:/Cachan/SMC/munew/renamef.con
\e[0;32mOK
\e[0m 0.01
11048 cic:/Cachan/SMC/munew/var_env_or.con
\e[0;32mOK
\e[0m 0.01
11049 cic:/Cachan/SMC/mu/Evar_env'.con
\e[0;32mOK
\e[0m 0.01
11050 cic:/Cachan/SMC/mu/beq_complete.con
\e[0;32mOK
\e[0m 0.01
11051 cic:/Cachan/SMC/mu/f2'.con
\e[0;32mOK
\e[0m 0.01
11052 cic:/Cachan/SMC/mu/f_P_even_ind.con
\e[0;32mOK
\e[0m 0.04
11053 cic:/Cachan/SMC/mu/f_ok.ind
\e[0;32mOK
\e[0m 0.01
11054 cic:/Cachan/SMC/mu/mu_ap_ok_inv.con
\e[0;32mOK
\e[0m 0.05
11055 cic:/Cachan/SMC/mu/mu_form_ap_ok_ind.con
\e[0;32mOK
\e[0m 0.04
11056 cic:/Cachan/SMC/mu/mu_form_ind.con
\e[0;32mOK
\e[0m 0.01
11057 cic:/Cachan/SMC/mu/mu_form_rec.con
\e[0;32mOK
\e[0m 0.01
11058 cic:/Cachan/SMC/mu/rel_env.con
\e[0;32mOK
\e[0m 0.01
11059 cic:/Cachan/SMC/mu/seq_eq.con
\e[0;32mOK
\e[0m 0.01
11060 cic:/Cachan/SMC/mu/seq_inj.con
\e[0;32mOK
\e[0m 0.01
11061 cic:/Cachan/SMC/mu/seq_surj.con
\e[0;32mOK
\e[0m 0.01
11062 cic:/Cachan/SMC/mu/trans_env.con
\e[0;32mOK
\e[0m 0.01
11063 cic:/Cachan/SMC/mu/Nsec/MuEval/bte.var
\e[0;32mOK
\e[0m 0.01
11064 cic:/Cachan/SMC/mu/Nsec/MuEval/Mu_eval_as_fix/f_even.var
\e[0;32mOK
\e[0m 0.01
11065 cic:/Cachan/SMC/mu/Nsec/Be_iter1/bef.var
\e[0;32mOK
\e[0m 0.02
11066 cic:/Cachan/SMC/misc/BDD_EGAL_correct.con
\e[0;32mOK
\e[0m 0.02
11067 cic:/Cachan/SMC/misc/ad_S_neq_ad_z.con
\e[0;32mOK
\e[0m 0.03
11068 cic:/Cachan/SMC/misc/list_sum.con
\e[0;32mOK
\e[0m 0.01
11069 cic:/Cachan/SMC/misc/no_dup_list_ind.con
\e[0;32mOK
\e[0m 0.01
11070 cic:/Cachan/SMC/gc/dummy_mark_rect.con
\e[0;32mOK
\e[0m 0.01
11071 cic:/Cachan/SMC/gc/used_node_bs_1.con
\e[0;32mOK
\e[0m 0.01
11072 cic:/Cachan/SMC/config/BDDbounded.ind
\e[0;32mOK
\e[0m 0.01
11073 cic:/Cachan/SMC/config/BDDconfig.con
\e[0;32mOK
\e[0m 0.01
11074 cic:/Cachan/SMC/config/bs_node_height.con
\e[0;32mOK
\e[0m 0.01
11075 cic:/Cachan/SMC/config/initBDDneg_memo.con
\e[0;32mOK
\e[0m 0.01
11076 cic:/Cachan/SMC/config/initBDDor_memo.con
\e[0;32mOK
\e[0m 0.00
11077 cic:/Cachan/SMC/config/initBDDsharing_map.con
\e[0;32mOK
\e[0m 0.00
11078 cic:/Cachan/SMC/config/initBDDstate.con
\e[0;32mOK
\e[0m 0.00
11079 cic:/Cachan/SMC/config/initBDDuniv_memo.con
\e[0;32mOK
\e[0m 0.01
11080 cic:/Cachan/SMC/config/no_new_node_bs.con
\e[0;32mOK
\e[0m 0.01
11081 cic:/Cachan/SMC/config/nodes_preserved_bs.con
\e[0;32mOK
\e[0m 0.01
11082 cic:/Cachan/SMC/config/nodes_reachable.ind
\e[0;32mOK
\e[0m 0.01
11083 cic:/Cachan/SMC/bool_fun/augment.con
\e[0;32mOK
\e[0m 0.01
11084 cic:/Cachan/SMC/bool_fun/bool_expr_rect.con
\e[0;32mOK
\e[0m 0.01
11085 cic:/Cachan/SMC/bool_fun/bool_fun.con
\e[0;32mOK
\e[0m 0.01
11086 cic:/Cachan/SMC/bool_fun/bool_fun_one.con
\e[0;32mOK
\e[0m 0.01
11087 cic:/Cachan/SMC/bool_fun/bool_fun_zero.con
\e[0;32mOK
\e[0m 0.01
11088 cic:/BellLabs/lazyPCF/SubjRed/NF/F_ind.con
\e[0;32mOK
\e[0m 0.02
11089 cic:/BellLabs/lazyPCF/SubjRed/NF/NF.ind
\e[0;32mOK
\e[0m 0.01
11090 cic:/BellLabs/lazyPCF/SubjRed/NF/NFsucc.con
\e[0;32mOK
\e[0m 0.01
11091 cic:/BellLabs/lazyPCF/SubjRed/NF/SnoSucc.con
\e[0;32mOK
\e[0m 0.01
11092 cic:/BellLabs/lazyPCF/SubjRed/NF/Sno_ind.con
\e[0;32mOK
\e[0m 0.01
11093 cic:/BellLabs/lazyPCF/OpSem/utils/Xmidnat.con
\e[0;32mOK
\e[0m 0.03
11094 cic:/BellLabs/lazyPCF/OpSem/utils/vari_nat.con
\e[0;32mOK
\e[0m 0.03
11095 cic:/BellLabs/lazyPCF/OpSem/typecheck/TC.ind
\e[0;32mOK
\e[0m 0.02
11096 cic:/BellLabs/lazyPCF/OpSem/syntax/tm_ind.con
\e[0;32mOK
\e[0m 0.01
11097 cic:/BellLabs/lazyPCF/OpSem/syntax/tm_rec.con
\e[0;32mOK
\e[0m 0.01
11098 cic:/BellLabs/lazyPCF/OpSem/rename/rename.ind
\e[0;32mOK
\e[0m 0.02
11099 cic:/BellLabs/lazyPCF/OpSem/freevars/FV_ind.con
\e[0;32mOK
\e[0m 0.03
11100 cic:/BellLabs/lazyPCF/OpSem/freevars/fv.con
\e[0;32mOK
\e[0m 0.01
11101 cic:/BellLabs/lazyPCF/OpSem/freevars/notFV_appl.con
\e[0;32mOK
\e[0m 0.01
11102 cic:/BellLabs/lazyPCF/OpSem/freevars/notFV_cond.con
\e[0;32mOK
\e[0m 0.01
11103 cic:/BellLabs/lazyPCF/OpSem/freevars/notFV_is_o.con
\e[0;32mOK
\e[0m 0.01
11104 cic:/BellLabs/lazyPCF/OpSem/freevars/notFV_prd.con
\e[0;32mOK
\e[0m 0.01
11105 cic:/BellLabs/lazyPCF/OpSem/freevars/notFV_succ.con
\e[0;32mOK
\e[0m 0.01
11106 cic:/BellLabs/lazyPCF/OpSem/freevars/notFV_var.con
\e[0;32mOK
\e[0m 0.01
11107 cic:/BellLabs/lazyPCF/OpSem/environments/OS_env.con
\e[0;32mOK
\e[0m 0.01
11108 cic:/BellLabs/lazyPCF/OpSem/environments/TE_Dom.con
\e[0;32mOK
\e[0m 0.01
11109 cic:/Utrecht/Ramsey/Ramsey/increasing_enumerate.con
\e[0;32mOK
\e[0m 0.02
11110 cic:/Utrecht/ABP/abp_proc/KFlin2.con
\e[0;32mOK
\e[0m 0.05
11111 cic:/Utrecht/ABP/abp_proc/KFlin3.con
\e[0;32mOK
\e[0m 0.02
11112 cic:/Utrecht/ABP/abp_proc/KFlin5.con
\e[0;32mOK
\e[0m 0.04
11113 cic:/Utrecht/ABP/abp_proc/KFlin6.con
\e[0;32mOK
\e[0m 0.02
11114 cic:/Utrecht/ABP/abp_lem1/CommLs5.con
\e[0;32mOK
\e[0m 0.19
11115 cic:/Utrecht/ABP/abp_lem1/CommRns6.con
\e[0;32mOK
\e[0m 0.15
11116 cic:/Utrecht/ABP/abp_lem1/CommSn_dK.con
\e[0;32mOK
\e[0m 0.27
11117 cic:/Utrecht/ABP/abp_lem1/CommSn_dRn.con
\e[0;32mOK
\e[0m 0.20
11118 cic:/Utrecht/ABP/abp_lem1/CommTn_di.con
\e[0;32mOK
\e[0m 0.04
11119 cic:/Utrecht/ABP/abp_lem1/CommTn_ds6_b'.con
\e[0;32mOK
\e[0m 0.14
11120 cic:/Utrecht/ABP/abp_lem1/CommTn_ds6_b.con
\e[0;32mOK
\e[0m 0.17
11121 cic:/Utrecht/ABP/abp_lem1/CommTn_ds6_sce.con
\e[0;32mOK
\e[0m 0.13
11122 cic:/Utrecht/ABP/abp_lem1/CommiRn.con
\e[0;32mOK
\e[0m 0.05
11123 cic:/Utrecht/ABP/abp_lem1/Comms2L.con
\e[0;32mOK
\e[0m 0.01
11124 cic:/Utrecht/ABP/abp_lem1/Comms2Rn.con
\e[0;32mOK
\e[0m 0.02
11125 cic:/Utrecht/ABP/abp_lem1/Comms3Rn_b'.con
\e[0;32mOK
\e[0m 0.39
11126 cic:/Utrecht/ABP/abp_lem1/Comms3Rn_b.con
\e[0;32mOK
\e[0m 0.41
11127 cic:/Utrecht/ABP/abp_lem1/Comms3Rn_lce.con
\e[0;32mOK
\e[0m 0.26
11128 cic:/Utrecht/ABP/abp_lem1/LmerK.con
\e[0;32mOK
\e[0m 0.05
11129 cic:/Utrecht/ABP/abp_lem1/LmerL.con
\e[0;32mOK
\e[0m 0.05
11130 cic:/Utrecht/ABP/abp_lem1/LmerRn.con
\e[0;32mOK
\e[0m 0.19
11131 cic:/Utrecht/ABP/abp_lem1/LmerSn.con
\e[0;32mOK
\e[0m 0.05
11132 cic:/Utrecht/ABP/abp_lem1/LmerSnd.con
\e[0;32mOK
\e[0m 0.03
11133 cic:/Utrecht/ABP/abp_lem1/LmerTnd.con
\e[0;32mOK
\e[0m 0.10
11134 cic:/Utrecht/ABP/abp_lem1/Lmeri.con
\e[0;32mOK
\e[0m 0.04
11135 cic:/Utrecht/ABP/abp_lem1/Lmers3.con
\e[0;32mOK
\e[0m 0.29
11136 cic:/Utrecht/ABP/abp_lem1/Lmers4.con
\e[0;32mOK
\e[0m 0.11
11137 cic:/Utrecht/ABP/abp_lem1/Lmers5.con
\e[0;32mOK
\e[0m 0.02
11138 cic:/Utrecht/ABP/abp_lem1/Lmers6.con
\e[0;32mOK
\e[0m 0.01
11139 cic:/Utrecht/ABP/abp_lem1/comms2K.con
\e[0;32mOK
\e[0m 0.15
11140 cic:/Utrecht/ABP/abp_base/EXP4.con
\e[0;32mOK
\e[0m 0.93
11141 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Str_nth_tl_plus.con
\e[0;32mOK
\e[0m 0.09
11142 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/eqst_ntheq.con
\e[0;32mOK
\e[0m 0.01
11143 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/ntheq_eqst.con
\e[0;32mOK
\e[0m 0.01
11144 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_IsDefined.con
\e[0;32mOK
\e[0m 0.01
11145 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_haveEntry.con
\e[0;32mOK
\e[0m 0.02
11146 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_remap.con
\e[0;32mOK
\e[0m 0.01
11147 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_rmv.con
\e[0;32mOK
\e[0m 0.01
11148 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_union.con
\e[0;32mOK
\e[0m 0.01
11149 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_visit.con
\e[0;32mOK
\e[0m 0.01
11150 cic:/Suresnes/MiniC/Utilitaires/SetOf/OccursRelUp.con
\e[0;32mOK
\e[0m 0.03
11151 cic:/Suresnes/MiniC/Utilitaires/SetOf/StIncluded.con
\e[0;32mOK
\e[0m 0.01
11152 cic:/Suresnes/MiniC/Utilitaires/SetOf/set_imageUnion.con
\e[0;32mOK
\e[0m 0.01
11153 cic:/Suresnes/MiniC/Utilitaires/SetOf/set_isEmpty.con
\e[0;32mOK
\e[0m 0.01
11154 cic:/Suresnes/MiniC/Utilitaires/SetOf/set_mapUnion.con
\e[0;32mOK
\e[0m 0.01
11155 cic:/Suresnes/MiniC/Utilitaires/SetOf/set_memDec.con
\e[0;32mOK
\e[0m 0.01
11156 cic:/Suresnes/MiniC/Utilitaires/SetOf/topoSortSetIncludedInDom.con
\e[0;32mOK
\e[0m 0.01
11157 cic:/Suresnes/MiniC/Utilitaires/SetOf/transClosureFrom.con
\e[0;32mOK
\e[0m 0.02
11158 cic:/Suresnes/MiniC/Utilitaires/SetOf/transClosureSetIncludedInDom.con
\e[0;32mOK
\e[0m 0.01
11159 cic:/Suresnes/MiniC/Utilitaires/SetOf/Topological_Sort/fIsClosed.var
\e[0;32mOK
\e[0m 0.01
11160 cic:/Suresnes/MiniC/Utilitaires/ListDefs/inclDec.con
\e[0;32mOK
\e[0m 0.03
11161 cic:/Suresnes/MiniC/Utilitaires/Dictionary/DeclaredAdd1.con
\e[0;32mOK
\e[0m 0.02
11162 cic:/Suresnes/MiniC/Utilitaires/Dictionary/DeclaredAdd2.con
\e[0;32mOK
\e[0m 0.01
11163 cic:/Suresnes/MiniC/Utilitaires/Dictionary/DeclaredAdd3.con
\e[0;32mOK
\e[0m 0.03
11164 cic:/Suresnes/MiniC/Utilitaires/Dictionary/DeclaredEmpty.con
\e[0;32mOK
\e[0m 0.03
11165 cic:/Suresnes/MiniC/Utilitaires/Dictionary/declaredDecidable.con
\e[0;32mOK
\e[0m 0.02
11166 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_AppIntro1.con
\e[0;32mOK
\e[0m 0.01
11167 cic:/Suresnes/MiniC/Utilitaires/Dictionary/dico_decIsDefined.con
\e[0;32mOK
\e[0m 0.04
11168 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_map.con
\e[0;32mOK
\e[0m 0.02
11169 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_mapk.con
\e[0;32mOK
\e[0m 0.02
11170 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_mapkSpec.con
\e[0;32mOK
\e[0m 0.18
11171 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_mapl.con
\e[0;32mOK
\e[0m 0.02
11172 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_visit.con
\e[0;32mOK
\e[0m 0.01
11173 cic:/Suresnes/MiniC/MiniC/State/c_startAddressOfVarObj.con
\e[0;31mFAIL
\e[0m
11174 cic:/Suresnes/MiniC/MiniC/State/c_typeOfVarObj.con
\e[0;31mFAIL
\e[0m
11175 cic:/Suresnes/MiniC/MiniC/State/domc_varDecl_rect.con
\e[0;31mFAIL
\e[0m
11176 cic:/Suresnes/MiniC/MiniC/State/domc_varDecls.con
\e[0;31mFAIL
\e[0m
11177 cic:/Suresnes/MiniC/MiniC/State/n_type_ind.con
\e[0;31mFAIL
\e[0m
11178 cic:/Suresnes/MiniC/MiniC/State/n_type_rec.con
\e[0;31mFAIL
\e[0m
11179 cic:/Suresnes/MiniC/MiniC/State/sizeOfType.con
\e[0;31mFAIL
\e[0m
11180 cic:/Suresnes/MiniC/MiniC/State/sizeOfValue.con
\e[0;31mFAIL
\e[0m
11181 cic:/Suresnes/MiniC/MiniC/Stack/stack_AssocValIs.con
\e[0;32mOK
\e[0m 0.01
11182 cic:/Suresnes/MiniC/MiniC/Stack/stack_IsDefined.con
\e[0;32mOK
\e[0m 0.01
11183 cic:/Suresnes/MiniC/MiniC/Stack/stack_pop.con
\e[0;32mOK
\e[0m 0.01
11184 cic:/Suresnes/MiniC/MiniC/Memory/c_dynError_rect.con
\e[0;31mFAIL
\e[0m
11185 cic:/Suresnes/MiniC/MiniC/Memory/c_execution.con
\e[0;31mFAIL
\e[0m
11186 cic:/Suresnes/MiniC/MiniC/CSemantics/readInput.con
\e[0;31mFAIL
\e[0m
11187 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_binOp_rect.con
\e[0;31mFAIL
\e[0m
11188 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_exp.ind
\e[0;31mFAIL
\e[0m
11189 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_funInput.con
\e[0;31mFAIL
\e[0m
11190 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_type_ind.con
\e[0;31mFAIL
\e[0m
11191 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_type_rec.con
\e[0;31mFAIL
\e[0m
11192 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_varDecl_rect.con
\e[0;31mFAIL
\e[0m
11193 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_varDecls.con
\e[0;31mFAIL
\e[0m
11194 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/typeOfVarDecl.con
\e[0;31mFAIL
\e[0m
11195 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_value_ind.con
\e[0;31mFAIL
\e[0m
11196 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_value_rec.con
\e[0;31mFAIL
\e[0m
11197 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Case_recursion/HO.var
\e[0;32mOK
\e[0m 0.01
11198 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Case_recursion/HOpl.var
\e[0;32mOK
\e[0m 0.00
11199 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Case_recursion/HOpr.var
\e[0;32mOK
\e[0m 0.00
11200 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Case_recursion/HOw.var
\e[0;32mOK
\e[0m 0.00
11201 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Sons_to_Node/HO.var
\e[0;32mOK
\e[0m 0.01
11202 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Node_to_Sons/HO.var
\e[0;32mOK
\e[0m 0.01
11203 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Assign_of_cons.con
\e[0;32mOK
\e[0m 0.02
11204 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Divides_p_cons_ip.con
\e[0;32mOK
\e[0m 0.03
11205 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Divides_reflexive.con
\e[0;32mOK
\e[0m 0.01
11206 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Divides_tail_divides_cons.con
\e[0;32mOK
\e[0m 0.02
11207 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Divides_trans.con
\e[0;32mOK
\e[0m 0.01
11208 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Head_of_p_in_p.con
\e[0;32mOK
\e[0m 0.01
11209 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/L8.con
\e[0;32mOK
\e[0m 0.01
11210 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/L80.con
\e[0;32mOK
\e[0m 0.01
11211 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Nil_divides_all.con
\e[0;32mOK
\e[0m 0.03
11212 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Nil_or_not_Nil.con
\e[0;32mOK
\e[0m 0.01
11213 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Ordered_ind.con
\e[0;32mOK
\e[0m 0.01
11214 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/inv_Ordered.con
\e[0;32mOK
\e[0m 0.01
11215 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/p_inv_Solution.con
\e[0;32mOK
\e[0m 0.01
11216 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/Implicant.ind
\e[0;32mOK
\e[0m 0.02
11217 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/Impl_Sons/HO.var
\e[0;32mOK
\e[0m 0.02
11218 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/HO1.var
\e[0;32mOK
\e[0m 0.03
11219 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/HO2.var
\e[0;32mOK
\e[0m 0.00
11220 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/Hmon.var
\e[0;32mOK
\e[0m 0.00
11221 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Monotony/Anil_lowest.con
\e[0;32mOK
\e[0m 0.02
11222 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/incl_nil_eq.con
\e[0;32mOK
\e[0m 0.02
11223 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/And_BDT_One_b2.con
\e[0;32mOK
\e[0m 0.02
11224 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/And_BDT_Zero_b2.con
\e[0;32mOK
\e[0m 0.03
11225 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/And_BDT_b1_One.con
\e[0;32mOK
\e[0m 0.01
11226 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/And_BDT_b1_Zero.con
\e[0;32mOK
\e[0m 0.01
11227 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Bool_exp_rect.con
\e[0;32mOK
\e[0m 0.01
11228 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Fun_Bexp.con
\e[0;32mOK
\e[0m 0.01
11229 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Or_BDT_One_b2.con
\e[0;32mOK
\e[0m 0.03
11230 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Or_BDT_Zero_b2.con
\e[0;32mOK
\e[0m 0.01
11231 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Or_BDT_b1_One.con
\e[0;32mOK
\e[0m 0.01
11232 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Or_BDT_b1_Zero.con
\e[0;32mOK
\e[0m 0.01
11233 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Fun_node_case_left.con
\e[0;32mOK
\e[0m 0.01
11234 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Fun_node_case_right.con
\e[0;32mOK
\e[0m 0.03
11235 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/OBDT_ind.con
\e[0;32mOK
\e[0m 0.02
11236 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/inv_OBDT_order.con
\e[0;32mOK
\e[0m 0.01
11237 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Decrease_induction1/HO1.var
\e[0;32mOK
\e[0m 0.01
11238 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Decrease_induction1/HO2.var
\e[0;32mOK
\e[0m 0.01
11239 cic:/Suresnes/BDD/canonicite/Vars/Order.con
\e[0;32mOK
\e[0m 0.01
11240 cic:/Suresnes/BDD/canonicite/Vars/Var_rect.con
\e[0;32mOK
\e[0m 0.01
11241 cic:/Suresnes/BDD/canonicite/Vars/Varset.con
\e[0;32mOK
\e[0m 0.01
11242 cic:/Suresnes/BDD/canonicite/Prelude1/le_ne_gt.con
\e[0;32mOK
\e[0m 0.03
11243 cic:/Suresnes/BDD/canonicite/Finite_sets/Im_add.con
\e[0;32mOK
\e[0m 0.04
11244 cic:/Suresnes/BDD/canonicite/Finite_sets/P_union_empty.con
\e[0;32mOK
\e[0m 0.01
11245 cic:/Suresnes/BDD/canonicite/Finite_sets/add_inh.con
\e[0;32mOK
\e[0m 0.01
11246 cic:/Suresnes/BDD/canonicite/Finite_sets/add_soustr_xy.con
\e[0;32mOK
\e[0m 0.02
11247 cic:/Suresnes/BDD/canonicite/Finite_sets/cardinal_ind.con
\e[0;32mOK
\e[0m 0.01
11248 cic:/Suresnes/BDD/canonicite/Finite_sets/decidable_ind.con
\e[0;32mOK
\e[0m 0.01
11249 cic:/Suresnes/BDD/canonicite/Finite_sets/decidable_on_ind.con
\e[0;32mOK
\e[0m 0.01
11250 cic:/Suresnes/BDD/canonicite/Finite_sets/decidable_on_rec.con
\e[0;32mOK
\e[0m 0.01
11251 cic:/Suresnes/BDD/canonicite/Finite_sets/decidable_rec.con
\e[0;32mOK
\e[0m 0.01
11252 cic:/Suresnes/BDD/canonicite/Finite_sets/empty_union_P.con
\e[0;32mOK
\e[0m 0.01
11253 cic:/Suresnes/BDD/canonicite/Finite_sets/extensionality.con
\e[0;32mOK
\e[0m 0.01
11254 cic:/Suresnes/BDD/canonicite/Finite_sets/finite_ind.con
\e[0;32mOK
\e[0m 0.01
11255 cic:/Suresnes/BDD/canonicite/Finite_sets/greatest_ind.con
\e[0;32mOK
\e[0m 0.01
11256 cic:/Suresnes/BDD/canonicite/Finite_sets/greatest_rec.con
\e[0;32mOK
\e[0m 0.01
11257 cic:/Suresnes/BDD/canonicite/Finite_sets/incl_Q_add.con
\e[0;32mOK
\e[0m 0.01
11258 cic:/Suresnes/BDD/canonicite/Finite_sets/incl_soustr_add_r.con
\e[0;32mOK
\e[0m 0.01
11259 cic:/Suresnes/BDD/canonicite/Finite_sets/incl_st_add_x.con
\e[0;32mOK
\e[0m 0.02
11260 cic:/Suresnes/BDD/canonicite/Finite_sets/set_eq_ind.con
\e[0;32mOK
\e[0m 0.01
11261 cic:/Suresnes/BDD/canonicite/Finite_sets/set_eq_refl.con
\e[0;32mOK
\e[0m 0.01
11262 cic:/Suresnes/BDD/canonicite/Finite_sets/union_add.con
\e[0;32mOK
\e[0m 0.06
11263 cic:/Suresnes/BDD/canonicite/Finite_sets/union_sym.con
\e[0;32mOK
\e[0m 0.01
11264 cic:/Suresnes/BDD/canonicite/Finite_sets/sets/inv_card.var
\e[0;32mOK
\e[0m 0.01
11265 cic:/Suresnes/BDD/canonicite/Finite_sets/sets/Greatest/R_total_order.var
\e[0;32mOK
\e[0m 0.01
11266 cic:/Suresnes/BDD/canonicite/Boolean_functions/Assign.con
\e[0;32mOK
\e[0m 0.01
11267 cic:/Suresnes/BDD/canonicite/Boolean_functions/Cst_Ass.con
\e[0;32mOK
\e[0m 0.00
11268 cic:/Suresnes/BDD/canonicite/BDTs/BDT.ind
\e[0;32mOK
\e[0m 0.07
11269 cic:/Sophia-Antipolis/param_pi/swaps_proofs/fresh_after_swap_name.con
\e[0;32mOK
\e[0m 0.07
11270 cic:/Sophia-Antipolis/param_pi/swaps_proofs/swap_under_inp.con
\e[0;32mOK
\e[0m 0.03
11271 cic:/Sophia-Antipolis/param_pi/swaps_proofs/swap_under_out.con
\e[0;32mOK
\e[0m 0.01
11272 cic:/Sophia-Antipolis/param_pi/swaps_proofs/swap_under_subs.con
\e[0;32mOK
\e[0m 0.12
11273 cic:/Sophia-Antipolis/param_pi/subtyping/subtyping_extension.con
\e[0;32mOK
\e[0m 0.03
11274 cic:/Sophia-Antipolis/param_pi/substitutions/inefficient_subs_par.con
\e[0;32mOK
\e[0m 0.04
11275 cic:/Sophia-Antipolis/param_pi/substitutions/subs_fresh_par.con
\e[0;32mOK
\e[0m 0.28
11276 cic:/Sophia-Antipolis/param_pi/substitutions/subs_var_after_subs_par.con
\e[0;32mOK
\e[0m 0.38
11277 cic:/Sophia-Antipolis/param_pi/substitutions/switch_subs.con
\e[0;32mOK
\e[0m 0.12
11278 cic:/Sophia-Antipolis/param_pi/processus/sem.ind
\e[0;32mOK
\e[0m 0.05
11279 cic:/Sophia-Antipolis/param_pi/processus/typing.ind
\e[0;32mOK
\e[0m 0.02
11280 cic:/Sophia-Antipolis/param_pi/fresh/fresh_after_subs.con
\e[0;32mOK
\e[0m 0.31
11281 cic:/Sophia-Antipolis/param_pi/fresh/fresh_after_subs_by_var.con
\e[0;32mOK
\e[0m 0.39
11282 cic:/Sophia-Antipolis/param_pi/fresh/fresh_after_subs_par.con
\e[0;32mOK
\e[0m 0.44
11283 cic:/Sophia-Antipolis/param_pi/fresh/fresh_before_subs.con
\e[0;32mOK
\e[0m 0.59
11284 cic:/Sophia-Antipolis/param_pi/fresh/fresh_mask.con
\e[0;32mOK
\e[0m 0.04
11285 cic:/Sophia-Antipolis/param_pi/fresh/fresh_masked_by_var.con
\e[0;32mOK
\e[0m 0.03
11286 cic:/Sophia-Antipolis/geometry/trigo/ROND_RON.con
\e[0;32mOK
\e[0m 0.02
11287 cic:/Sophia-Antipolis/geometry/repere_plan/geometrie_plane.con
\e[0;32mOK
\e[0m 0.01
11288 cic:/Sophia-Antipolis/geometry/repere_plan/repere.con
\e[0;32mOK
\e[0m 0.01
11289 cic:/Sophia-Antipolis/geometry/projection_orthogonale/projete_non_axe.con
\e[0;32mOK
\e[0m 0.01
11290 cic:/Sophia-Antipolis/geometry/parallelisme_concours/existence_pt_intersection.con
\e[0;32mOK
\e[0m 0.02
11291 cic:/Sophia-Antipolis/geometry/orthogonalite_espace/def_perpendiculaires.con
\e[0;32mOK
\e[0m 0.01
11292 cic:/Sophia-Antipolis/geometry/orthogonalite_espace/def_perpendiculaires2.con
\e[0;32mOK
\e[0m 0.00
11293 cic:/Sophia-Antipolis/geometry/operations_complexes/Rinv_calcul.con
\e[0;32mOK
\e[0m 0.02
11294 cic:/Sophia-Antipolis/geometry/exercice_espace/cube.con
\e[0;32mOK
\e[0m 0.01
11295 cic:/Sophia-Antipolis/geometry/exercice_espace/tetraedre.con
\e[0;32mOK
\e[0m 0.01
11296 cic:/Sophia-Antipolis/geometry/equations_droites/vec_normal_permute.con
\e[0;32mOK
\e[0m 0.01
11297 cic:/Sophia-Antipolis/geometry/coplanarite/non_coplanaires_expl.con
\e[0;32mOK
\e[0m 0.02
11298 cic:/Sophia-Antipolis/geometry/coplanarite/repere_espace.con
\e[0;32mOK
\e[0m 0.01
11299 cic:/Sophia-Antipolis/geometry/complexes_transformations/explicitation.con
\e[0;32mOK
\e[0m 0.02
11300 cic:/Sophia-Antipolis/geometry/complexes_transformations/f_fonction_transforme.con
\e[0;32mOK
\e[0m 0.01
11301 cic:/Sophia-Antipolis/geometry/complexes_transformations/point_fixe_gf.con
\e[0;32mOK
\e[0m 0.01
11302 cic:/Sophia-Antipolis/geometry/angles_vecteurs/mes_opp_opp.con
\e[0;32mOK
\e[0m 0.02
11303 cic:/Sophia-Antipolis/geometry/Plan_espace/def_confondus.con
\e[0;32mOK
\e[0m 0.01
11304 cic:/Sophia-Antipolis/geometry/Plan_espace/def_confondus2.con
\e[0;32mOK
\e[0m 0.00
11305 cic:/Sophia-Antipolis/geometry/Plan_espace/def_disjoints.con
\e[0;32mOK
\e[0m 0.01
11306 cic:/Sophia-Antipolis/geometry/Plan_espace/def_disjoints2.con
\e[0;32mOK
\e[0m 0.00
11307 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/coplanaire_trans3.con
\e[0;32mOK
\e[0m 0.01
11308 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/def_contact.con
\e[0;32mOK
\e[0m 0.00
11309 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/def_contact2.con
\e[0;32mOK
\e[0m 0.00
11310 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/def_para_plan_dr.con
\e[0;32mOK
\e[0m 0.01
11311 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/def_para_plan_dr2.con
\e[0;32mOK
\e[0m 0.01
11312 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/droite_incluse_plan.con
\e[0;32mOK
\e[0m 0.01
11313 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/droite_incluse_plan2.con
\e[0;32mOK
\e[0m 0.01
11314 cic:/Sophia-Antipolis/geometry/Droite_espace/concours_sym.con
\e[0;32mOK
\e[0m 0.02
11315 cic:/Sophia-Antipolis/Rsa/Rsa/RSAI/prime_p.var
\e[0;32mOK
\e[0m 0.01
11316 cic:/Sophia-Antipolis/Rsa/Rsa/RSAI/prime_q.var
\e[0;32mOK
\e[0m 0.00
11317 cic:/Sophia-Antipolis/Rsa/Rsa/RSA/prime_p.var
\e[0;32mOK
\e[0m 0.00
11318 cic:/Sophia-Antipolis/Rsa/Rsa/RSA/prime_q.var
\e[0;32mOK
\e[0m 0.01
11319 cic:/Sophia-Antipolis/Rsa/MiscRsa/div_x_O_r.con
\e[0;32mOK
\e[0m 0.02
11320 cic:/Sophia-Antipolis/Rsa/MiscRsa/eq_plus.con
\e[0;32mOK
\e[0m 0.01
11321 cic:/Sophia-Antipolis/Rsa/MiscRsa/ex_div_ind.con
\e[0;32mOK
\e[0m 0.01
11322 cic:/Sophia-Antipolis/Rsa/MiscRsa/power_SO.con
\e[0;32mOK
\e[0m 0.01
11323 cic:/Sophia-Antipolis/Rsa/Divides/cong_add.con
\e[0;32mOK
\e[0m 0.03
11324 cic:/Sophia-Antipolis/Rsa/Divides/cong_plus.con
\e[0;32mOK
\e[0m 0.05
11325 cic:/Sophia-Antipolis/Rsa/Divides/cong_sym.con
\e[0;32mOK
\e[0m 0.01
11326 cic:/Sophia-Antipolis/Rsa/Divides/cong_trans.con
\e[0;32mOK
\e[0m 0.03
11327 cic:/Sophia-Antipolis/Rsa/Divides/div_ref.con
\e[0;32mOK
\e[0m 0.01
11328 cic:/Sophia-Antipolis/Rsa/Divides/divides_le.con
\e[0;32mOK
\e[0m 0.02
11329 cic:/Sophia-Antipolis/Rsa/Divides/divides_plus1.con
\e[0;32mOK
\e[0m 0.02
11330 cic:/Sophia-Antipolis/Rsa/Divides/gcd_inv_Ol_aux.con
\e[0;32mOK
\e[0m 0.01
11331 cic:/Sophia-Antipolis/Rsa/Divides/gcd_inv_Or_aux.con
\e[0;32mOK
\e[0m 0.01
11332 cic:/Sophia-Antipolis/Rsa/Divides/is_gcd_rect.con
\e[0;32mOK
\e[0m 0.01
11333 cic:/Sophia-Antipolis/Rsa/Divides/is_gcd_sym.con
\e[0;32mOK
\e[0m 0.01
11334 cic:/Sophia-Antipolis/Rsa/Divides/not_prime_1.con
\e[0;32mOK
\e[0m 0.01
11335 cic:/Sophia-Antipolis/Rsa/Divides/not_prime_O.con
\e[0;32mOK
\e[0m 0.02
11336 cic:/Sophia-Antipolis/Rsa/Divides/prime_ind.con
\e[0;32mOK
\e[0m 0.01
11337 cic:/Sophia-Antipolis/Rsa/Binomials/inv_sum_nm.con
\e[0;32mOK
\e[0m 0.02
11338 cic:/Sophia-Antipolis/Rsa/Binomials/sum_nm_add.con
\e[0;32mOK
\e[0m 0.03
11339 cic:/Sophia-Antipolis/Rsa/Binomials/sum_nm_ext.con
\e[0;32mOK
\e[0m 0.02
11340 cic:/Sophia-Antipolis/Rsa/Binomials/sum_nm_f.con
\e[0;32mOK
\e[0m 0.02
11341 cic:/Sophia-Antipolis/RecursiveDefinition/Term_const/SSplus_lt.con
\e[0;32mOK
\e[0m 0.01
11342 cic:/Sophia-Antipolis/RecursiveDefinition/Term_const/Splus_lt.con
\e[0;32mOK
\e[0m 0.01
11343 cic:/Sophia-Antipolis/MATHS/Z/Zle/lt_absZ.con
\e[0;32mOK
\e[0m 0.02
11344 cic:/Sophia-Antipolis/MATHS/Z/Zadd/addZ.con
\e[0;32mOK
\e[0m 0.02
11345 cic:/Sophia-Antipolis/MATHS/Z/Z_succ_pred/succ_pred_pred_succZ.con
\e[0;32mOK
\e[0m 0.01
11346 cic:/Sophia-Antipolis/MATHS/Z/Z_succ_pred/tech_pred_posZ.con
\e[0;32mOK
\e[0m 0.01
11347 cic:/Sophia-Antipolis/MATHS/Z/Nat_complements/mult_commut.con
\e[0;32mOK
\e[0m 0.01
11348 cic:/Sophia-Antipolis/MATHS/Z/Nat_complements/technical_lemma.con
\e[0;32mOK
\e[0m 0.01
11349 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/group_trivialities/Gr.var
\e[0;32mOK
\e[0m 0.02
11350 cic:/Sophia-Antipolis/MATHS/GROUPS/g2/Trois/H.var
\e[0;32mOK
\e[0m 0.02
11351 cic:/Sophia-Antipolis/MATHS/GROUPS/g2/Trois/K.var
\e[0;32mOK
\e[0m 0.00
11352 cic:/Sophia-Antipolis/MATHS/GROUPS/g2/Quatre/H.var
\e[0;32mOK
\e[0m 0.01
11353 cic:/Sophia-Antipolis/MATHS/GROUPS/g2/Quatre/K.var
\e[0;32mOK
\e[0m 0.00
11354 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Gr.con
\e[0;32mOK
\e[0m 0.01
11355 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Elements/H.var
\e[0;32mOK
\e[0m 0.01
11356 cic:/Sophia-Antipolis/MATHS/GROUPS/Relations/Equiv_from_order.con
\e[0;32mOK
\e[0m 0.02
11357 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/G_.con
\e[0;32mOK
\e[0m 0.01
11358 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/Group_rect.con
\e[0;32mOK
\e[0m 0.02
11359 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/e_.con
\e[0;32mOK
\e[0m 0.01
11360 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/inv_.con
\e[0;32mOK
\e[0m 0.01
11361 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/star_.con
\e[0;32mOK
\e[0m 0.01
11362 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/ort.con
\e[0;32mOK
\e[0m 0.02
11363 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Apartness_ind.con
\e[0;32mOK
\e[0m 0.01
11364 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Apartness_rec.con
\e[0;32mOK
\e[0m 0.01
11365 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/ln.con
\e[0;32mOK
\e[0m 0.01
11366 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/pt.con
\e[0;32mOK
\e[0m 0.01
11367 cic:/Sophia-Antipolis/MATHS/GEOMETRY/affinity/par.con
\e[0;32mOK
\e[0m 0.01
11368 cic:/Sophia-Antipolis/Huffman/Weight/fold_plus_permutation.con
\e[0;32mOK
\e[0m 0.03
11369 cic:/Sophia-Antipolis/Huffman/Weight/fold_plus_split.con
\e[0;32mOK
\e[0m 0.03
11370 cic:/Sophia-Antipolis/Huffman/Weight/length_encode_nId.con
\e[0;32mOK
\e[0m 0.03
11371 cic:/Sophia-Antipolis/Huffman/Weight/restrict_code.con
\e[0;32mOK
\e[0m 0.01
11372 cic:/Sophia-Antipolis/Huffman/Weight/ulist_unique_key.con
\e[0;32mOK
\e[0m 0.04
11373 cic:/Sophia-Antipolis/Huffman/Weight/weight.con
\e[0;32mOK
\e[0m 0.01
11374 cic:/Sophia-Antipolis/Huffman/UniqueKey/ulist_unique_key.con
\e[0;32mOK
\e[0m 0.06
11375 cic:/Sophia-Antipolis/Huffman/UniqueKey/unique_key_app.con
\e[0;32mOK
\e[0m 0.04
11376 cic:/Sophia-Antipolis/Huffman/UniqueKey/unique_key_in_inv.con
\e[0;32mOK
\e[0m 0.05
11377 cic:/Sophia-Antipolis/Huffman/UniqueKey/unique_key_map.con
\e[0;32mOK
\e[0m 0.05
11378 cic:/Sophia-Antipolis/Huffman/UniqueKey/unique_key_perm.con
\e[0;32mOK
\e[0m 0.06
11379 cic:/Sophia-Antipolis/Huffman/UniqueKey/unique_key_ulist.con
\e[0;32mOK
\e[0m 0.05
11380 cic:/Sophia-Antipolis/Huffman/UList/ulist_app.con
\e[0;32mOK
\e[0m 0.04
11381 cic:/Sophia-Antipolis/Huffman/UList/ulist_app_inv.con
\e[0;32mOK
\e[0m 0.04
11382 cic:/Sophia-Antipolis/Huffman/UList/ulist_app_inv_l.con
\e[0;32mOK
\e[0m 0.03
11383 cic:/Sophia-Antipolis/Huffman/UList/ulist_dec.con
\e[0;32mOK
\e[0m 0.03
11384 cic:/Sophia-Antipolis/Huffman/UList/ulist_perm.con
\e[0;32mOK
\e[0m 0.13
11385 cic:/Sophia-Antipolis/Huffman/SubstPred/subst_pred_length.con
\e[0;32mOK
\e[0m 0.03
11386 cic:/Sophia-Antipolis/Huffman/SubstPred/subst_pred_ordered_cover_l.con
\e[0;32mOK
\e[0m 0.02
11387 cic:/Sophia-Antipolis/Huffman/SubstPred/subst_pred_ordered_cover_r.con
\e[0;32mOK
\e[0m 0.01
11388 cic:/Sophia-Antipolis/Huffman/SameSumLeaves/same_sum_leaves_length.con
\e[0;32mOK
\e[0m 0.04
11389 cic:/Sophia-Antipolis/Huffman/Restrict/restrict_code.con
\e[0;32mOK
\e[0m 0.02
11390 cic:/Sophia-Antipolis/Huffman/Permutation/all_permutations.con
\e[0;32mOK
\e[0m 0.01
11391 cic:/Sophia-Antipolis/Huffman/Permutation/in_permutation_ex.con
\e[0;32mOK
\e[0m 0.02
11392 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_app_comp.con
\e[0;32mOK
\e[0m 0.03
11393 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_map.con
\e[0;32mOK
\e[0m 0.02
11394 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_map_ex_aux.con
\e[0;32mOK
\e[0m 0.12
11395 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_nil_inv.con
\e[0;32mOK
\e[0m 0.03
11396 cic:/Sophia-Antipolis/Huffman/Permutation/split_one_in_ex.con
\e[0;32mOK
\e[0m 0.04
11397 cic:/Sophia-Antipolis/Huffman/Permutation/split_one_permutation.con
\e[0;32mOK
\e[0m 0.12
11398 cic:/Sophia-Antipolis/Huffman/Permutation/permutation/permutation_cons_ex_aux.var
\e[0;32mOK
\e[0m 0.37
11399 cic:/Sophia-Antipolis/Huffman/PBTree/all_pbleaves_in.con
\e[0;32mOK
\e[0m 0.12
11400 cic:/Sophia-Antipolis/Huffman/PBTree/all_pbleaves_inpb.con
\e[0;32mOK
\e[0m 0.02
11401 cic:/Sophia-Antipolis/Huffman/PBTree/all_pbleaves_pbadd.con
\e[0;32mOK
\e[0m 0.11
11402 cic:/Sophia-Antipolis/Huffman/PBTree/distinct_pbleaves_pbadd_prop1.con
\e[0;32mOK
\e[0m 0.02
11403 cic:/Sophia-Antipolis/Huffman/PBTree/in_pbcompute_inpb.con
\e[0;32mOK
\e[0m 0.13
11404 cic:/Sophia-Antipolis/Huffman/PBTree/inpb_compute_ex.con
\e[0;32mOK
\e[0m 0.36
11405 cic:/Sophia-Antipolis/Huffman/PBTree/inpb_dec.con
\e[0;32mOK
\e[0m 0.77
11406 cic:/Sophia-Antipolis/Huffman/PBTree/inpb_pbadd_ex.con
\e[0;32mOK
\e[0m 0.76
11407 cic:/Sophia-Antipolis/Huffman/PBTree/inpbleaf_pbadd_inv.con
\e[0;32mOK
\e[0m 0.55
11408 cic:/Sophia-Antipolis/Huffman/PBTree/pb_unique_prefix1.con
\e[0;32mOK
\e[0m 1.00
11409 cic:/Sophia-Antipolis/Huffman/PBTree/pbbuild_compute_peq.con
\e[0;32mOK
\e[0m 0.15
11410 cic:/Sophia-Antipolis/Huffman/PBTree/pbbuild_pbnode.con
\e[0;32mOK
\e[0m 0.26
11411 cic:/Sophia-Antipolis/Huffman/PBTree/pbfree_pbadd_prop2.con
\e[0;32mOK
\e[0m 0.40
11412 cic:/Sophia-Antipolis/Huffman/Ordered/ordered_trans_app.con
\e[0;32mOK
\e[0m 0.03
11413 cic:/Sophia-Antipolis/Huffman/ISort/insert_permutation.con
\e[0;32mOK
\e[0m 0.03
11414 cic:/Sophia-Antipolis/Huffman/ISort/isort_ordered.con
\e[0;32mOK
\e[0m 0.01
11415 cic:/Sophia-Antipolis/Huffman/Huffman/Huffman/frequency_more_than_one.var
\e[0;32mOK
\e[0m 0.02
11416 cic:/Sophia-Antipolis/Huffman/HeightPred/height_pred_compute_code.con
\e[0;32mOK
\e[0m 0.24
11417 cic:/Sophia-Antipolis/Huffman/HeightPred/height_pred_larger.con
\e[0;32mOK
\e[0m 0.02
11418 cic:/Sophia-Antipolis/Huffman/HeightPred/height_pred_length.con
\e[0;32mOK
\e[0m 0.03
11419 cic:/Sophia-Antipolis/Huffman/HeightPred/height_pred_not_nil1.con
\e[0;32mOK
\e[0m 0.02
11420 cic:/Sophia-Antipolis/Huffman/HeightPred/height_pred_not_nil2.con
\e[0;32mOK
\e[0m 0.03
11421 cic:/Sophia-Antipolis/Huffman/HeightPred/height_pred_ordered_cover.con
\e[0;32mOK
\e[0m 0.05
11422 cic:/Sophia-Antipolis/Huffman/HeightPred/ordered_cover_height_pred.con
\e[0;32mOK
\e[0m 0.02
11423 cic:/Sophia-Antipolis/Huffman/Frequency/add_frequency_list_in.con
\e[0;32mOK
\e[0m 0.06
11424 cic:/Sophia-Antipolis/Huffman/Frequency/frequency_list_in.con
\e[0;32mOK
\e[0m 0.01
11425 cic:/Sophia-Antipolis/Huffman/Frequency/in_frequency_map.con
\e[0;32mOK
\e[0m 0.07
11426 cic:/Sophia-Antipolis/Huffman/CoverMin/cover_min_one.con
\e[0;32mOK
\e[0m 0.05
11427 cic:/Sophia-Antipolis/Huffman/Cover/cover_in_inb_inb.con
\e[0;32mOK
\e[0m 0.05
11428 cic:/Sophia-Antipolis/Huffman/Cover/cover_not_nil.con
\e[0;32mOK
\e[0m 0.03
11429 cic:/Sophia-Antipolis/Huffman/Cover/cover_number_of_nodes.con
\e[0;32mOK
\e[0m 0.05
11430 cic:/Sophia-Antipolis/Huffman/Cover/cover_one_inv.con
\e[0;32mOK
\e[0m 0.05
11431 cic:/Sophia-Antipolis/Huffman/Cover/Cover/cover_inv_leaf_aux.var
\e[0;32mOK
\e[0m 0.03
11432 cic:/Sophia-Antipolis/Huffman/Code/encode_app.con
\e[0;32mOK
\e[0m 0.03
11433 cic:/Sophia-Antipolis/Huffman/Code/encode_cons_inv.con
\e[0;32mOK
\e[0m 0.03
11434 cic:/Sophia-Antipolis/Huffman/Code/find_code_app.con
\e[0;32mOK
\e[0m 0.35
11435 cic:/Sophia-Antipolis/Huffman/Code/find_val.con
\e[0;32mOK
\e[0m 0.02
11436 cic:/Sophia-Antipolis/Huffman/Code/in_alphabet_dec.con
\e[0;32mOK
\e[0m 0.04
11437 cic:/Sophia-Antipolis/Huffman/Code/not_null_app.con
\e[0;32mOK
\e[0m 0.04
11438 cic:/Sophia-Antipolis/Huffman/Code/not_null_map.con
\e[0;32mOK
\e[0m 0.04
11439 cic:/Sophia-Antipolis/Huffman/Code/unique_prefix1.con
\e[0;32mOK
\e[0m 0.02
11440 cic:/Sophia-Antipolis/Huffman/Code/unique_prefix2.con
\e[0;32mOK
\e[0m 0.01
11441 cic:/Sophia-Antipolis/Huffman/Code/unique_prefix_inv.con
\e[0;32mOK
\e[0m 0.02
11442 cic:/Sophia-Antipolis/Huffman/Code/unique_prefix_nil.con
\e[0;32mOK
\e[0m 0.01
11443 cic:/Sophia-Antipolis/Huffman/Build/build.ind
\e[0;32mOK
\e[0m 0.01
11444 cic:/Sophia-Antipolis/Huffman/BTree/all_leaves_in.con
\e[0;32mOK
\e[0m 0.06
11445 cic:/Sophia-Antipolis/Huffman/BTree/all_leaves_inb.con
\e[0;32mOK
\e[0m 0.02
11446 cic:/Sophia-Antipolis/Huffman/BTree/btree_unique_prefix1.con
\e[0;32mOK
\e[0m 0.52
11447 cic:/Sophia-Antipolis/Huffman/BTree/inCompute_inb.con
\e[0;32mOK
\e[0m 0.09
11448 cic:/Sophia-Antipolis/Huffman/BTree/inb_compute_ex.con
\e[0;32mOK
\e[0m 0.18
11449 cic:/Sophia-Antipolis/Huffman/BTree/inb_dec.con
\e[0;32mOK
\e[0m 0.13
11450 cic:/Sophia-Antipolis/Huffman/BTree/number_of_nodes_inb_le.con
\e[0;32mOK
\e[0m 0.04
11451 cic:/Sophia-Antipolis/Huffman/Aux/in_flat_map.con
\e[0;32mOK
\e[0m 0.02
11452 cic:/Sophia-Antipolis/Huffman/Aux/in_flat_map_ex.con
\e[0;32mOK
\e[0m 0.03
11453 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/length_V1.con
\e[0;32mOK
\e[0m 0.04
11454 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/length_V2.con
\e[0;32mOK
\e[0m 0.01
11455 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/length_V2_V1.con
\e[0;32mOK
\e[0m 0.01
11456 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/lowbit_is_trunc.con
\e[0;32mOK
\e[0m 0.02
11457 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/elemlist.con
\e[0;32mOK
\e[0m 0.02
11458 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/le_length_trunc.con
\e[0;32mOK
\e[0m 0.01
11459 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/strip_all.con
\e[0;32mOK
\e[0m 0.02
11460 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/strip_eq.con
\e[0;32mOK
\e[0m 0.01
11461 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/strip_inv.con
\e[0;32mOK
\e[0m 0.01
11462 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/strip_nil.con
\e[0;32mOK
\e[0m 0.01
11463 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/sublist.con
\e[0;32mOK
\e[0m 0.01
11464 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/trunc_app.con
\e[0;32mOK
\e[0m 0.03
11465 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/trunc_max.con
\e[0;32mOK
\e[0m 0.05
11466 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/trunc_sym.con
\e[0;32mOK
\e[0m 0.03
11467 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/trunc_trunc1.con
\e[0;32mOK
\e[0m 0.04
11468 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/app_assoc_r.con
\e[0;32mOK
\e[0m 0.02
11469 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/app_v_nil.con
\e[0;32mOK
\e[0m 0.01
11470 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/le_SO_length_v.con
\e[0;32mOK
\e[0m 0.01
11471 cic:/Sophia-Antipolis/HARDWARE/GENE/Bool_compl/xorb_b_false.con
\e[0;32mOK
\e[0m 0.02
11472 cic:/Sophia-Antipolis/HARDWARE/GENE/Bool_compl/xorb_b_true.con
\e[0;32mOK
\e[0m 0.01
11473 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/stripbv.con
\e[0;32mOK
\e[0m 0.03
11474 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/le_plus_lem1.con
\e[0;32mOK
\e[0m 0.02
11475 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/le_plus_n_m.con
\e[0;32mOK
\e[0m 0.01
11476 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/minus_le_lem2c.con
\e[0;32mOK
\e[0m 0.01
11477 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/mult_sym.con
\e[0;32mOK
\e[0m 0.02
11478 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/plus_n_SO.con
\e[0;32mOK
\e[0m 0.01
11479 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/power2_plus.con
\e[0;32mOK
\e[0m 0.01
11480 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_spec/al.con
\e[0;32mOK
\e[0m 0.02
11481 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_spec/cx.con
\e[0;32mOK
\e[0m 0.01
11482 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_spec/di.con
\e[0;32mOK
\e[0m 0.01
11483 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_spec/mem.con
\e[0;32mOK
\e[0m 0.01
11484 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/ad2.con
\e[0;32mOK
\e[0m 0.03
11485 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/al2.con
\e[0;32mOK
\e[0m 0.02
11486 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/compo_2_1.con
\e[0;32mOK
\e[0m 0.01
11487 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/cx2.con
\e[0;32mOK
\e[0m 0.02
11488 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/da2.con
\e[0;32mOK
\e[0m 0.01
11489 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/di2.con
\e[0;32mOK
\e[0m 0.02
11490 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/mem2.con
\e[0;32mOK
\e[0m 0.01
11491 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_defs/mem_initsize.con
\e[0;32mOK
\e[0m 0.01
11492 cic:/Sophia-Antipolis/HARDWARE/ADDER/IncrDecr/BV_decr_incr.con
\e[0;32mOK
\e[0m 0.02
11493 cic:/Sophia-Antipolis/HARDWARE/ADDER/IncrDecr/BV_decrement_limit.con
\e[0;32mOK
\e[0m 0.02
11494 cic:/Sophia-Antipolis/HARDWARE/ADDER/IncrDecr/BV_incr_decr.con
\e[0;32mOK
\e[0m 0.01
11495 cic:/Sophia-Antipolis/HARDWARE/ADDER/IncrDecr/BV_increment_limit.con
\e[0;32mOK
\e[0m 0.01
11496 cic:/Sophia-Antipolis/HARDWARE/ADDER/IncrDecr/length_BV_decrement.con
\e[0;32mOK
\e[0m 0.01
11497 cic:/Sophia-Antipolis/HARDWARE/ADDER/IncrDecr/length_BV_increment.con
\e[0;32mOK
\e[0m 0.02
11498 cic:/Sophia-Antipolis/HARDWARE/ADDER/HalfAdder/half_adder_ok.con
\e[0;32mOK
\e[0m 0.02
11499 cic:/Sophia-Antipolis/HARDWARE/ADDER/FullAdder/full_adder_carry.con
\e[0;32mOK
\e[0m 0.02
11500 cic:/Sophia-Antipolis/HARDWARE/ADDER/FullAdder/full_adder_sum.con
\e[0;32mOK
\e[0m 0.01
11501 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/A_sub_V_proof1_Out.con
\e[0;32mOK
\e[0m 0.01
11502 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops_th1.con
\e[0;31mFAIL
\e[0m
11503 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_th1.con
\e[0;31mFAIL
\e[0m
11504 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Choose_an_element.con
\e[0;32mOK
\e[0m 0.01
11505 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_inter.ind
\e[0;32mOK
\e[0m 0.01
11506 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Contains_NN_ind.con
\e[0;32mOK
\e[0m 0.01
11507 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Contains_NN_rec.con
\e[0;32mOK
\e[0m 0.01
11508 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_prop.con
\e[0;32mOK
\e[0m 0.01
11509 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_ind.con
\e[0;32mOK
\e[0m 0.01
11510 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_rec.con
\e[0;32mOK
\e[0m 0.01
11511 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EV.con
\e[0;32mOK
\e[0m 0.01
11512 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EXISTS_th1_proof_Out.con
\e[0;32mOK
\e[0m 0.01
11513 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EmptySet_th1.con
\e[0;32mOK
\e[0m 0.01
11514 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Its_nonempty_th1.con
\e[0;32mOK
\e[0m 0.01
11515 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Naturals.con
\e[0;32mOK
\e[0m 0.01
11516 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PR1.con
\e[0;32mOK
\e[0m 0.01
11517 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PowerPlus_th1.con
\e[0;32mOK
\e[0m 0.01
11518 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PowerPlus_th2.con
\e[0;32mOK
\e[0m 0.01
11519 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PowerTotal.con
\e[0;32mOK
\e[0m 0.01
11520 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Powerset_bounded.con
\e[0;32mOK
\e[0m 0.01
11521 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/REPLACEMENT_pr1.con
\e[0;32mOK
\e[0m 0.00
11522 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/REPLACEMENT_pr2.con
\e[0;32mOK
\e[0m 0.00
11523 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_prop.con
\e[0;32mOK
\e[0m 0.00
11524 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Restriction_bounded.con
\e[0;31mFAIL
\e[0m
11525 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/SUB_trans_proof_Out.con
\e[0;32mOK
\e[0m 0.01
11526 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Set_containing_NN_pr.con
\e[0;32mOK
\e[0m 0.01
11527 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th2.con
\e[0;31mFAIL
\e[0m
11528 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/StrictSUB_neq.con
\e[0;32mOK
\e[0m 0.01
11529 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/StrictSUB_rect.con
\e[0;32mOK
\e[0m 0.01
11530 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/StrictSUB_sub.con
\e[0;32mOK
\e[0m 0.01
11531 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Union.con
\e[0;32mOK
\e[0m 0.01
11532 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Union_bounded.con
\e[0;32mOK
\e[0m 0.01
11533 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Zero_element_of_NN_proof_Out.con
\e[0;32mOK
\e[0m 0.01
11534 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/anything_sub_next_of_itself.con
\e[0;32mOK
\e[0m 0.01
11535 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/given_an_element_Out.con
\e[0;32mOK
\e[0m 0.01
11536 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/has_geq_2_elements.con
\e[0;32mOK
\e[0m 0.01
11537 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/has_leq_0_implies_leq_1_Out.con
\e[0;32mOK
\e[0m 0.00
11538 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ieieep1_Out.con
\e[0;32mOK
\e[0m 0.01
11539 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_then_strictsub.con
\e[0;32mOK
\e[0m 0.01
11540 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/inverse_EV.con
\e[0;32mOK
\e[0m 0.01
11541 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/is_a_pair.con
\e[0;32mOK
\e[0m 0.01
11542 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pairwise_EQ_ac.con
\e[0;32mOK
\e[0m 0.01
11543 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pairwise_EQ_bd.con
\e[0;32mOK
\e[0m 0.01
11544 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pairwise_EQ_rect.con
\e[0;32mOK
\e[0m 0.01
11545 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th1.con
\e[0;31mFAIL
\e[0m
11546 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th2.con
\e[0;31mFAIL
\e[0m
11547 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_property_in_the_union.con
\e[0;32mOK
\e[0m 0.01
11548 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_property_not_equal_X.con
\e[0;32mOK
\e[0m 0.01
11549 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_property_rect.con
\e[0;32mOK
\e[0m 0.01
11550 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/well_definedness.con
\e[0;32mOK
\e[0m 0.01
11551 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/zero_different_from_one/n.var
\e[0;32mOK
\e[0m 0.01
11552 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/when_given_two_distinct_elements/h.var
\e[0;32mOK
\e[0m 0.01
11553 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/well_def_1/i.var
\e[0;32mOK
\e[0m 0.01
11554 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/well_def_1/j.var
\e[0;32mOK
\e[0m 0.00
11555 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4_proof/ut4contra/step3.var
\e[0;32mOK
\e[0m 0.01
11556 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4_proof/ut4contra/step6.var
\e[0;32mOK
\e[0m 0.00
11557 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/V.var
\e[0;32mOK
\e[0m 0.01
11558 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/B_sub_V_proof/B_sub_V_proof1/step1_1.var
\e[0;32mOK
\e[0m 0.01
11559 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/A_sub_V_proof/A_sub_V_proof1/step1_1.var
\e[0;32mOK
\e[0m 0.02
11560 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_symm_proof/step5.var
\e[0;32mOK
\e[0m 0.01
11561 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_symm_proof/step6.var
\e[0;32mOK
\e[0m 0.00
11562 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_refl_proof/step2.var
\e[0;32mOK
\e[0m 0.01
11563 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_and_pairs_1/i.var
\e[0;32mOK
\e[0m 0.01
11564 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_trans1_proof/h.var
\e[0;32mOK
\e[0m 0.01
11565 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_trans1_proof/strictsub_trans1a/step2.var
\e[0;32mOK
\e[0m 0.02
11566 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_next_proof/strictsub_next1/step2.var
\e[0;32mOK
\e[0m 0.01
11567 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/singletons_have_leq_1_elements_proof/step1.var
\e[0;32mOK
\e[0m 0.01
11568 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/singletons_have_leq_1_elements_proof/step2.var
\e[0;32mOK
\e[0m 0.01
11569 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_has_geq_2_elements_proof/k.var
\e[0;32mOK
\e[0m 0.01
11570 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus2/step3.var
\e[0;32mOK
\e[0m 0.01
11571 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus2/step4.var
\e[0;32mOK
\e[0m 0.00
11572 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1/P.var
\e[0;32mOK
\e[0m 0.01
11573 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/e.var
\e[0;32mOK
\e[0m 0.00
11574 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_proj2_proof/M.var
\e[0;32mOK
\e[0m 0.01
11575 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/one_different_from_two/m.var
\e[0;32mOK
\e[0m 0.01
11576 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/nothing_strictsub_Zero/h.var
\e[0;32mOK
\e[0m 0.01
11577 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/neq_symm_proof/k.var
\e[0;32mOK
\e[0m 0.01
11578 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/contra.var
\e[0;32mOK
\e[0m 0.02
11579 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/naturals_main_induction3b/r_bis.var
\e[0;32mOK
\e[0m 0.01
11580 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction2/naturals_main_induction2b/step2b1.var
\e[0;32mOK
\e[0m 0.01
11581 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction2/naturals_main_induction2a/step2a1.var
\e[0;32mOK
\e[0m 0.02
11582 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction2/naturals_main_induction2a/step2a2.var
\e[0;32mOK
\e[0m 0.00
11583 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/has_leq_0_implies_leq_1/step1.var
\e[0;32mOK
\e[0m 0.01
11584 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/i.var
\e[0;32mOK
\e[0m 0.02
11585 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/j.var
\e[0;32mOK
\e[0m 0.00
11586 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluD/i1.var
\e[0;32mOK
\e[0m 0.01
11587 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluD/j1.var
\e[0;32mOK
\e[0m 0.01
11588 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluC/i1.var
\e[0;32mOK
\e[0m 0.01
11589 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluC/j1.var
\e[0;32mOK
\e[0m 0.01
11590 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluB/i1.var
\e[0;32mOK
\e[0m 0.01
11591 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluB/j1.var
\e[0;32mOK
\e[0m 0.91
11592 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluA/i1.var
\e[0;32mOK
\e[0m 0.01
11593 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluA/j1.var
\e[0;32mOK
\e[0m 0.01
11594 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_section_1/i.var
\e[0;32mOK
\e[0m 0.01
11595 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_evaluation_proof/i.var
\e[0;32mOK
\e[0m 0.01
11596 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/first_uniqueness/FsubG.var
\e[0;32mOK
\e[0m 0.01
11597 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/equality_symmetric/stepback.var
\e[0;32mOK
\e[0m 0.01
11598 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/equality_symmetric/stepfor.var
\e[0;32mOK
\e[0m 0.01
11599 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/equality_reflexive/step1_1.var
\e[0;32mOK
\e[0m 0.01
11600 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyfn_2/i.var
\e[0;32mOK
\e[0m 0.01
11601 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/step1.var
\e[0;32mOK
\e[0m 0.01
11602 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/doubleton_th4_sub2/step2_1.var
\e[0;32mOK
\e[0m 0.01
11603 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/doubleton_th4_sub1/step1_1.var
\e[0;32mOK
\e[0m 0.02
11604 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/distinct_doubletons_have_geq_2_elements_proof/h.var
\e[0;32mOK
\e[0m 0.01
11605 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_1/W.var
\e[0;32mOK
\e[0m 0.01
11606 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_1/i.var
\e[0;32mOK
\e[0m 0.01
11607 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_1/j.var
\e[0;32mOK
\e[0m 0.00
11608 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartpair/U.var
\e[0;32mOK
\e[0m 0.01
11609 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/U.var
\e[0;32mOK
\e[0m 0.01
11610 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/a_pair_is_a_pair_proof/M.var
\e[0;32mOK
\e[0m 0.01
11611 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th1_proof/Singleton_th1_sub1/step1.var
\e[0;32mOK
\e[0m 0.02
11612 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_th1_proof/i.var
\e[0;32mOK
\e[0m 0.01
11613 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Nexts_element_of_NN_proof/h.var
\e[0;32mOK
\e[0m 0.01
11614 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Intersection_section1/step1.var
\e[0;32mOK
\e[0m 0.02
11615 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_trans_proof/step1.var
\e[0;32mOK
\e[0m 0.02
11616 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_trans_proof/step2.var
\e[0;32mOK
\e[0m 0.00
11617 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_trans_proof/step3.var
\e[0;32mOK
\e[0m 0.00
11618 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_trans_proof/step4.var
\e[0;32mOK
\e[0m 0.00
11619 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_th1_proof/i.var
\e[0;32mOK
\e[0m 0.01
11620 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/COMPp/Z.var
\e[0;32mOK
\e[0m 0.01
11621 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops2/b.var
\e[0;32mOK
\e[0m 0.01
11622 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_NN_proof/B.var
\e[0;32mOK
\e[0m 0.00
11623 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_NN_proof/u.var
\e[0;32mOK
\e[0m 0.00
11624 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_NN_proof/Bounded_NN_proof2/w.var
\e[0;32mOK
\e[0m 0.01
11625 cic:/Sophia-Antipolis/Float/Zenum/mProd_correct.con
\e[0;32mOK
\e[0m 0.04
11626 cic:/Sophia-Antipolis/Float/Zenum/mProd_correct_rev1.con
\e[0;32mOK
\e[0m 0.03
11627 cic:/Sophia-Antipolis/Float/Zenum/mProd_correct_rev2.con
\e[0;32mOK
\e[0m 0.03
11628 cic:/Sophia-Antipolis/Float/Zenum/mZlist_aux_correct_rev1_subproof.con
\e[0;32mOK
\e[0m 0.01
11629 cic:/Sophia-Antipolis/Float/Zdivides/Zdivides.con
\e[0;32mOK
\e[0m 0.02
11630 cic:/Sophia-Antipolis/Float/Zdivides/Zero_le_oZ.con
\e[0;32mOK
\e[0m 0.01
11631 cic:/Sophia-Antipolis/Float/Power/powerRZ_O.con
\e[0;32mOK
\e[0m 0.02
11632 cic:/Sophia-Antipolis/Float/Paux/odd_even_lem.con
\e[0;32mOK
\e[0m 0.04
11633 cic:/Sophia-Antipolis/Float/Fround/SymmetricP.con
\e[0;32mOK
\e[0m 0.01
11634 cic:/Sophia-Antipolis/Float/Fop/Fopp_Fopp.con
\e[0;32mOK
\e[0m 0.01
11635 cic:/Sophia-Antipolis/Float/Fodd/Even.con
\e[0;32mOK
\e[0m 0.01
11636 cic:/Sophia-Antipolis/Float/Fnorm/Fnormal.con
\e[0;32mOK
\e[0m 0.02
11637 cic:/Sophia-Antipolis/Float/Fnorm/Fsubnormal.con
\e[0;32mOK
\e[0m 0.01
11638 cic:/Sophia-Antipolis/Float/FminOp/rOp.con
\e[0;32mOK
\e[0m 0.01
11639 cic:/Sophia-Antipolis/Float/FminOp/rResult_ind.con
\e[0;32mOK
\e[0m 0.01
11640 cic:/Sophia-Antipolis/Float/FminOp/rResult_rec.con
\e[0;32mOK
\e[0m 0.01
11641 cic:/Sophia-Antipolis/Float/Float/FtoR.con
\e[0;32mOK
\e[0m 0.02
11642 cic:/Sophia-Antipolis/Float/Float/is_FzeroP.con
\e[0;32mOK
\e[0m 0.01
11643 cic:/Sophia-Antipolis/Float/Fbound/FboundedExp.con
\e[0;32mOK
\e[0m 0.01
11644 cic:/Sophia-Antipolis/Float/Fbound/FboundedNum.con
\e[0;32mOK
\e[0m 0.01
11645 cic:/Sophia-Antipolis/Float/Faux/IZR_zero.con
\e[0;32mOK
\e[0m 0.01
11646 cic:/Sophia-Antipolis/Float/Faux/NotZmultZero.con
\e[0;32mOK
\e[0m 0.02
11647 cic:/Sophia-Antipolis/Float/Faux/Z_eq_bool_correct.con
\e[0;32mOK
\e[0m 0.03
11648 cic:/Sophia-Antipolis/Float/Faux/Zabs_Zmult.con
\e[0;32mOK
\e[0m 0.01
11649 cic:/Sophia-Antipolis/Float/Faux/Zcompare_EGAL.con
\e[0;32mOK
\e[0m 0.03
11650 cic:/Sophia-Antipolis/Float/Faux/Zlt_Zabs_inv2.con
\e[0;32mOK
\e[0m 0.21
11651 cic:/Sophia-Antipolis/Float/Faux/Zlt_mult_ZERO.con
\e[0;32mOK
\e[0m 0.38
11652 cic:/Sophia-Antipolis/Float/Faux/absolu_Zopp.con
\e[0;32mOK
\e[0m 0.02
11653 cic:/Sophia-Antipolis/Float/Faux/le_next.con
\e[0;32mOK
\e[0m 0.01
11654 cic:/Sophia-Antipolis/Float/Faux/lt_next.con
\e[0;32mOK
\e[0m 0.01
11655 cic:/Sophia-Antipolis/Float/Faux/ptonat_def1.con
\e[0;32mOK
\e[0m 0.02
11656 cic:/Sophia-Antipolis/Float/Digit/digitAux.con
\e[0;32mOK
\e[0m 0.01
11657 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Intersection_decreases_l.con
\e[0;32mOK
\e[0m 0.02
11658 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Intersection_decreases_r.con
\e[0;32mOK
\e[0m 0.01
11659 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Power_set_ind.con
\e[0;32mOK
\e[0m 0.01
11660 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Power_set_non_empty.con
\e[0;32mOK
\e[0m 0.01
11661 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Union_minimal.con
\e[0;32mOK
\e[0m 0.01
11662 cic:/Sophia-Antipolis/Cours-de-Coq/podefs/PO.ind
\e[0;32mOK
\e[0m 0.01
11663 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_3_facts/Noetherian_contains_Noetherian.con
\e[0;32mOK
\e[0m 0.02
11664 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_3_facts/Rstar_imp_coherent.con
\e[0;32mOK
\e[0m 0.01
11665 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_3_facts/coherent_symmetric.con
\e[0;32mOK
\e[0m 0.01
11666 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_3/confluent.con
\e[0;32mOK
\e[0m 0.02
11667 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_3/locally_confluent.con
\e[0;32mOK
\e[0m 0.01
11668 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2_facts/Lemma1.con
\e[0;32mOK
\e[0m 0.03
11669 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2_facts/Rstar_cases.con
\e[0;32mOK
\e[0m 0.02
11670 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2_facts/Rstar_contains_Rplus.con
\e[0;32mOK
\e[0m 0.01
11671 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2_facts/Rstar_transitive.con
\e[0;32mOK
\e[0m 0.01
11672 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1_facts/contains_is_preorder.con
\e[0;32mOK
\e[0m 0.01
11673 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Equivalence_rect.con
\e[0;32mOK
\e[0m 0.02
11674 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Order_rect.con
\e[0;32mOK
\e[0m 0.01
11675 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/PER_rect.con
\e[0;32mOK
\e[0m 0.01
11676 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Preorder_rect.con
\e[0;32mOK
\e[0m 0.01
11677 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Disjoint_rect.con
\e[0;32mOK
\e[0m 0.01
11678 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Extensionality_Ensembles.con
\e[0;32mOK
\e[0m 0.01
11679 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Finite_ind.con
\e[0;32mOK
\e[0m 0.01
11680 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Same_set_intro.con
\e[0;32mOK
\e[0m 0.01
11681 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/mCoef/cs.var
\e[0;32mOK
\e[0m 0.00
11682 cic:/Sophia-Antipolis/Buchberger/WfR0/thRO/cs.var
\e[0;32mOK
\e[0m 0.01
11683 cic:/Sophia-Antipolis/Buchberger/WfR0/thRO/os.var
\e[0;32mOK
\e[0m 0.01
11684 cic:/Sophia-Antipolis/Buchberger/Term/T1.con
\e[0;32mOK
\e[0m 0.00
11685 cic:/Sophia-Antipolis/Buchberger/Term/eqT_refl.con
\e[0;32mOK
\e[0m 0.00
11686 cic:/Sophia-Antipolis/Buchberger/Term/eqT_sym.con
\e[0;32mOK
\e[0m 0.00
11687 cic:/Sophia-Antipolis/Buchberger/Term/eqT_trans.con
\e[0;32mOK
\e[0m 0.01
11688 cic:/Sophia-Antipolis/Buchberger/Term/eqTerm_imp_eqT.con
\e[0;32mOK
\e[0m 0.02
11689 cic:/Sophia-Antipolis/Buchberger/Term/invTerm_eqT.con
\e[0;32mOK
\e[0m 0.01
11690 cic:/Sophia-Antipolis/Buchberger/Term/minusTerm_eqT.con
\e[0;32mOK
\e[0m 0.01
11691 cic:/Sophia-Antipolis/Buchberger/Term/multTerm_eqT.con
\e[0;32mOK
\e[0m 0.02
11692 cic:/Sophia-Antipolis/Buchberger/Term/plusTerm_eqT1.con
\e[0;32mOK
\e[0m 0.01
11693 cic:/Sophia-Antipolis/Buchberger/Term/plusTerm_eqT2.con
\e[0;32mOK
\e[0m 0.01
11694 cic:/Sophia-Antipolis/Buchberger/Term/Term/cs.var
\e[0;32mOK
\e[0m 0.00
11695 cic:/Sophia-Antipolis/Buchberger/Term/Term/os.var
\e[0;32mOK
\e[0m 0.01
11696 cic:/Sophia-Antipolis/Buchberger/Pspoly/Pspoly/cs.var
\e[0;32mOK
\e[0m 0.00
11697 cic:/Sophia-Antipolis/Buchberger/Pspoly/Pspoly/os.var
\e[0;32mOK
\e[0m 0.00
11698 cic:/Sophia-Antipolis/Buchberger/Pspminus/Pspminus/cs.var
\e[0;32mOK
\e[0m 0.01
11699 cic:/Sophia-Antipolis/Buchberger/Pspminus/Pspminus/os.var
\e[0;32mOK
\e[0m 0.01
11700 cic:/Sophia-Antipolis/Buchberger/Preducestar/Preducestar/cs.var
\e[0;32mOK
\e[0m 0.01
11701 cic:/Sophia-Antipolis/Buchberger/Preducestar/Preducestar/os.var
\e[0;32mOK
\e[0m 0.00
11702 cic:/Sophia-Antipolis/Buchberger/Preduceplus/Preduceplus/cs.var
\e[0;32mOK
\e[0m 0.02
11703 cic:/Sophia-Antipolis/Buchberger/Preduceplus/Preduceplus/os.var
\e[0;32mOK
\e[0m 0.01
11704 cic:/Sophia-Antipolis/Buchberger/Preduce/Preduce/cs.var
\e[0;32mOK
\e[0m 0.02
11705 cic:/Sophia-Antipolis/Buchberger/Preduce/Preduce/os.var
\e[0;32mOK
\e[0m 0.01
11706 cic:/Sophia-Antipolis/Buchberger/Pplus/plusP.ind
\e[0;32mOK
\e[0m 0.04
11707 cic:/Sophia-Antipolis/Buchberger/Pplus/Pplus/cs.var
\e[0;32mOK
\e[0m 0.01
11708 cic:/Sophia-Antipolis/Buchberger/Pplus/Pplus/os.var
\e[0;32mOK
\e[0m 0.00
11709 cic:/Sophia-Antipolis/Buchberger/Pmults/mults.con
\e[0;32mOK
\e[0m 0.01
11710 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/cs.var
\e[0;32mOK
\e[0m 0.00
11711 cic:/Sophia-Antipolis/Buchberger/Pmults/Pmults/os.var
\e[0;32mOK
\e[0m 0.00
11712 cic:/Sophia-Antipolis/Buchberger/Pmult/Pmult/cs.var
\e[0;32mOK
\e[0m 0.01
11713 cic:/Sophia-Antipolis/Buchberger/Pmult/Pmult/os.var
\e[0;32mOK
\e[0m 0.00
11714 cic:/Sophia-Antipolis/Buchberger/Pminus/Pminus/cs.var
\e[0;32mOK
\e[0m 0.00
11715 cic:/Sophia-Antipolis/Buchberger/Pminus/Pminus/os.var
\e[0;32mOK
\e[0m 0.00
11716 cic:/Sophia-Antipolis/Buchberger/Peq/eqP_ind.con
\e[0;32mOK
\e[0m 0.03
11717 cic:/Sophia-Antipolis/Buchberger/Peq/eqp_eqTerm.con
\e[0;32mOK
\e[0m 0.08
11718 cic:/Sophia-Antipolis/Buchberger/Peq/eqp_inv1.con
\e[0;32mOK
\e[0m 0.03
11719 cic:/Sophia-Antipolis/Buchberger/Peq/eqp_inv2.con
\e[0;32mOK
\e[0m 0.03
11720 cic:/Sophia-Antipolis/Buchberger/Peq/eqp_inv3l.con
\e[0;32mOK
\e[0m 0.04
11721 cic:/Sophia-Antipolis/Buchberger/Peq/eqp_inv3r.con
\e[0;32mOK
\e[0m 0.03
11722 cic:/Sophia-Antipolis/Buchberger/Peq/lessP.con
\e[0;32mOK
\e[0m 0.01
11723 cic:/Sophia-Antipolis/Buchberger/Peq/lessP3.con
\e[0;32mOK
\e[0m 0.01
11724 cic:/Sophia-Antipolis/Buchberger/Peq/Peq/cs.var
\e[0;32mOK
\e[0m 0.01
11725 cic:/Sophia-Antipolis/Buchberger/Peq/Peq/os.var
\e[0;32mOK
\e[0m 0.01
11726 cic:/Sophia-Antipolis/Buchberger/Pcrit/crit/cs.var
\e[0;32mOK
\e[0m 0.01
11727 cic:/Sophia-Antipolis/Buchberger/Pcrit/crit/os.var
\e[0;32mOK
\e[0m 0.00
11728 cic:/Sophia-Antipolis/Buchberger/Pcomb/Pcomb/cs.var
\e[0;32mOK
\e[0m 0.01
11729 cic:/Sophia-Antipolis/Buchberger/Pcomb/Pcomb/os.var
\e[0;32mOK
\e[0m 0.00
11730 cic:/Sophia-Antipolis/Buchberger/POrder/descA_subst.con
\e[0;32mOK
\e[0m 0.02
11731 cic:/Sophia-Antipolis/Buchberger/POrder/eqT_compat_ltTl.con
\e[0;32mOK
\e[0m 0.01
11732 cic:/Sophia-Antipolis/Buchberger/POrder/eqT_compat_ltTr.con
\e[0;32mOK
\e[0m 0.01
11733 cic:/Sophia-Antipolis/Buchberger/POrder/fP_app.con
\e[0;32mOK
\e[0m 0.02
11734 cic:/Sophia-Antipolis/Buchberger/POrder/fp_tail.con
\e[0;32mOK
\e[0m 0.03
11735 cic:/Sophia-Antipolis/Buchberger/POrder/invTerm_ltT_l.con
\e[0;32mOK
\e[0m 0.01
11736 cic:/Sophia-Antipolis/Buchberger/POrder/ltP.ind
\e[0;32mOK
\e[0m 0.01
11737 cic:/Sophia-Antipolis/Buchberger/POrder/ltT_dec.con
\e[0;32mOK
\e[0m 0.01
11738 cic:/Sophia-Antipolis/Buchberger/POrder/ltT_eqT.con
\e[0;32mOK
\e[0m 0.02
11739 cic:/Sophia-Antipolis/Buchberger/POrder/minusTerm_ltT_l.con
\e[0;32mOK
\e[0m 0.01
11740 cic:/Sophia-Antipolis/Buchberger/POrder/olist.con
\e[0;32mOK
\e[0m 0.00
11741 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/cs.var
\e[0;32mOK
\e[0m 0.01
11742 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/os.var
\e[0;32mOK
\e[0m 0.00
11743 cic:/Sophia-Antipolis/Buchberger/OrderStructure/M1_min.con
\e[0;32mOK
\e[0m 0.02
11744 cic:/Sophia-Antipolis/Buchberger/OrderStructure/OrderStructure_rect.con
\e[0;32mOK
\e[0m 0.01
11745 cic:/Sophia-Antipolis/Buchberger/OrderStructure/ltM_nonrefl.con
\e[0;32mOK
\e[0m 0.01
11746 cic:/Sophia-Antipolis/Buchberger/OrderStructure/ltM_plusl.con
\e[0;32mOK
\e[0m 0.01
11747 cic:/Sophia-Antipolis/Buchberger/OrderStructure/ltM_plusr.con
\e[0;32mOK
\e[0m 0.01
11748 cic:/Sophia-Antipolis/Buchberger/OrderStructure/ltM_trans.con
\e[0;32mOK
\e[0m 0.01
11749 cic:/Sophia-Antipolis/Buchberger/OrderStructure/ltM_wf.con
\e[0;32mOK
\e[0m 0.01
11750 cic:/Sophia-Antipolis/Buchberger/OpenIndGoodRel/Min.ind
\e[0;32mOK
\e[0m 0.01
11751 cic:/Sophia-Antipolis/Buchberger/Monomials/mon_0.con
\e[0;32mOK
\e[0m 0.01
11752 cic:/Sophia-Antipolis/Buchberger/Monomials/mult_mon_com.con
\e[0;32mOK
\e[0m 0.02
11753 cic:/Sophia-Antipolis/Buchberger/Monomials/mult_mon_zero_r.con
\e[0;32mOK
\e[0m 0.02
11754 cic:/Sophia-Antipolis/Buchberger/Monomials/proj_ok.con
\e[0;32mOK
\e[0m 0.01
11755 cic:/Sophia-Antipolis/Buchberger/ListProps/map_rev.con
\e[0;32mOK
\e[0m 0.03
11756 cic:/Sophia-Antipolis/Buchberger/ListProps/rev_in.con
\e[0;32mOK
\e[0m 0.02
11757 cic:/Sophia-Antipolis/Buchberger/LexiOrder/total_orderc.ind
\e[0;32mOK
\e[0m 0.01
11758 cic:/Sophia-Antipolis/Buchberger/Fred/red.con
\e[0;32mOK
\e[0m 0.01
11759 cic:/Sophia-Antipolis/Buchberger/Fred/redacc_divp.con
\e[0;32mOK
\e[0m 0.21
11760 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP.ind
\e[0;32mOK
\e[0m 0.01
11761 cic:/Sophia-Antipolis/Buchberger/DivTerm/eqT_divTerm.con
\e[0;32mOK
\e[0m 0.04
11762 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/cs.var
\e[0;32mOK
\e[0m 0.00
11763 cic:/Sophia-Antipolis/Buchberger/DivTerm/DivTerm/os.var
\e[0;32mOK
\e[0m 0.00
11764 cic:/Sophia-Antipolis/Buchberger/Dickson/GBarlR.con
\e[0;32mOK
\e[0m 0.02
11765 cic:/Sophia-Antipolis/Buchberger/Dickson/monO_n0.con
\e[0;32mOK
\e[0m 0.01
11766 cic:/Sophia-Antipolis/Buchberger/CoefStructure/A1_diff_A0.con
\e[0;32mOK
\e[0m 0.01
11767 cic:/Sophia-Antipolis/Buchberger/CoefStructure/CoefStructure_rect.con
\e[0;32mOK
\e[0m 0.03
11768 cic:/Sophia-Antipolis/Buchberger/CoefStructure/divA_eqA_comp.con
\e[0;32mOK
\e[0m 0.01
11769 cic:/Sophia-Antipolis/Buchberger/CoefStructure/divA_invA_r.con
\e[0;32mOK
\e[0m 0.02
11770 cic:/Sophia-Antipolis/Buchberger/CoefStructure/divA_is_multA.con
\e[0;32mOK
\e[0m 0.01
11771 cic:/Sophia-Antipolis/Buchberger/CoefStructure/divA_multA_comp_r.con
\e[0;32mOK
\e[0m 0.01
11772 cic:/Sophia-Antipolis/Buchberger/CoefStructure/divA_rew.con
\e[0;32mOK
\e[0m 0.02
11773 cic:/Sophia-Antipolis/Buchberger/CoefStructure/eqA_ref.con
\e[0;32mOK
\e[0m 0.01
11774 cic:/Sophia-Antipolis/Buchberger/CoefStructure/eqA_sym.con
\e[0;32mOK
\e[0m 0.01
11775 cic:/Sophia-Antipolis/Buchberger/CoefStructure/eqA_trans.con
\e[0;32mOK
\e[0m 0.01
11776 cic:/Sophia-Antipolis/Buchberger/CoefStructure/invA_eqA_comp.con
\e[0;32mOK
\e[0m 0.01
11777 cic:/Sophia-Antipolis/Buchberger/CoefStructure/invA_plusA.con
\e[0;32mOK
\e[0m 0.01
11778 cic:/Sophia-Antipolis/Buchberger/CoefStructure/minusA_def.con
\e[0;32mOK
\e[0m 0.02
11779 cic:/Sophia-Antipolis/Buchberger/CoefStructure/multA_A0_l.con
\e[0;32mOK
\e[0m 0.01
11780 cic:/Sophia-Antipolis/Buchberger/CoefStructure/multA_A1_l.con
\e[0;32mOK
\e[0m 0.02
11781 cic:/Sophia-Antipolis/Buchberger/CoefStructure/multA_assoc.con
\e[0;32mOK
\e[0m 0.02
11782 cic:/Sophia-Antipolis/Buchberger/CoefStructure/multA_com.con
\e[0;32mOK
\e[0m 0.01
11783 cic:/Sophia-Antipolis/Buchberger/CoefStructure/multA_dist_l.con
\e[0;32mOK
\e[0m 0.02
11784 cic:/Sophia-Antipolis/Buchberger/CoefStructure/multA_eqA_comp.con
\e[0;32mOK
\e[0m 0.01
11785 cic:/Sophia-Antipolis/Buchberger/CoefStructure/plusA_A0.con
\e[0;32mOK
\e[0m 0.01
11786 cic:/Sophia-Antipolis/Buchberger/CoefStructure/plusA_assoc.con
\e[0;32mOK
\e[0m 0.01
11787 cic:/Sophia-Antipolis/Buchberger/CoefStructure/plusA_com.con
\e[0;32mOK
\e[0m 0.01
11788 cic:/Sophia-Antipolis/Buchberger/CoefStructure/plusA_eqA_comp.con
\e[0;32mOK
\e[0m 0.01
11789 cic:/Sophia-Antipolis/Buchberger/BuchRed/BuchRed/cs.var
\e[0;32mOK
\e[0m 0.02
11790 cic:/Sophia-Antipolis/Buchberger/BuchRed/BuchRed/os.var
\e[0;32mOK
\e[0m 0.00
11791 cic:/Sophia-Antipolis/Buchberger/BuchAux/BuchAux/cs.var
\e[0;32mOK
\e[0m 0.00
11792 cic:/Sophia-Antipolis/Buchberger/BuchAux/BuchAux/os.var
\e[0;32mOK
\e[0m 0.00
11793 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/cs.var
\e[0;32mOK
\e[0m 0.00
11794 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/os.var
\e[0;32mOK
\e[0m 0.00
11795 cic:/Sophia-Antipolis/Buchberger/Bar/GoodR_ind.con
\e[0;32mOK
\e[0m 0.02
11796 cic:/Sophia-Antipolis/Buchberger/Bar/GoodR_rec.con
\e[0;32mOK
\e[0m 0.01
11797 cic:/Sophia-Antipolis/Buchberger/Bar/WR.con
\e[0;32mOK
\e[0m 0.01
11798 cic:/Sophia-Antipolis/Buchberger/Bar/consGRBar.con
\e[0;32mOK
\e[0m 0.01
11799 cic:/Sophia-Antipolis/Buchberger/Bar/monExistsL.con
\e[0;32mOK
\e[0m 0.04
11800 cic:/Sophia-Antipolis/Buchberger/Bar/subPredExistsL.con
\e[0;32mOK
\e[0m 0.01
11801 cic:/Sophia-Antipolis/Buchberger/Bar/tdivGoodP.con
\e[0;32mOK
\e[0m 0.03
11802 cic:/Sophia-Antipolis/Bertrand/why/WhyArrays/array_length_store.con
\e[0;32mOK
\e[0m 0.02
11803 cic:/Sophia-Antipolis/Bertrand/why/WhyArrays/store_def_1.con
\e[0;32mOK
\e[0m 0.01
11804 cic:/Sophia-Antipolis/Bertrand/why/WhyArrays/store_def_2.con
\e[0;32mOK
\e[0m 0.01
11805 cic:/Sophia-Antipolis/Bertrand/Summation/inv_sum_nm.con
\e[0;32mOK
\e[0m 0.02
11806 cic:/Sophia-Antipolis/Bertrand/Summation/sum_nm_ext.con
\e[0;32mOK
\e[0m 0.03
11807 cic:/Sophia-Antipolis/Bertrand/Summation/sum_nm_f.con
\e[0;32mOK
\e[0m 0.02
11808 cic:/Sophia-Antipolis/Bertrand/Product/inv_prod_nm.con
\e[0;32mOK
\e[0m 0.03
11809 cic:/Sophia-Antipolis/Bertrand/Product/prod_nm_ext.con
\e[0;32mOK
\e[0m 0.03
11810 cic:/Sophia-Antipolis/Bertrand/Prime/not_prime_1.con
\e[0;32mOK
\e[0m 0.02
11811 cic:/Sophia-Antipolis/Bertrand/Prime/not_prime_O.con
\e[0;32mOK
\e[0m 0.01
11812 cic:/Sophia-Antipolis/Bertrand/PowerDiv/power_div.con
\e[0;32mOK
\e[0m 0.02
11813 cic:/Sophia-Antipolis/Bertrand/Partition/le_lt_dec.con
\e[0;32mOK
\e[0m 0.02
11814 cic:/Sophia-Antipolis/Bertrand/Misc/eq_plus.con
\e[0;32mOK
\e[0m 0.01
11815 cic:/Sophia-Antipolis/Bertrand/Misc/ominus_def.con
\e[0;32mOK
\e[0m 0.02
11816 cic:/Sophia-Antipolis/Bertrand/Knuth_why/In_ind.con
\e[0;32mOK
\e[0m 0.01
11817 cic:/Sophia-Antipolis/Bertrand/Knuth_def/Zdivides.con
\e[0;32mOK
\e[0m 0.01
11818 cic:/Sophia-Antipolis/Bertrand/Knuth_def/Zprime.con
\e[0;32mOK
\e[0m 0.01
11819 cic:/Sophia-Antipolis/Bertrand/Knuth_def/lexZ.con
\e[0;32mOK
\e[0m 0.01
11820 cic:/Sophia-Antipolis/Bertrand/Knuth_def/mod_.con
\e[0;32mOK
\e[0m 0.01
11821 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_inv_Ol_aux.con
\e[0;32mOK
\e[0m 0.02
11822 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_inv_Or_aux.con
\e[0;32mOK
\e[0m 0.02
11823 cic:/Sophia-Antipolis/Bertrand/Gcd/is_gcd_sym.con
\e[0;32mOK
\e[0m 0.02
11824 cic:/Sophia-Antipolis/Bertrand/Divides/div_ref.con
\e[0;32mOK
\e[0m 0.01
11825 cic:/Sophia-Antipolis/Bertrand/Divides/div_x_O_r.con
\e[0;32mOK
\e[0m 0.01
11826 cic:/Sophia-Antipolis/Bertrand/Divides/div_x_nO.con
\e[0;32mOK
\e[0m 0.01
11827 cic:/Sophia-Antipolis/Bertrand/Divides/diveucl_divex.con
\e[0;32mOK
\e[0m 0.01
11828 cic:/Sophia-Antipolis/Bertrand/Divides/divides_le.con
\e[0;32mOK
\e[0m 0.02
11829 cic:/Sophia-Antipolis/Bertrand/Divides/divides_plus1.con
\e[0;32mOK
\e[0m 0.01
11830 cic:/Sophia-Antipolis/Bertrand/Binomial/binomial_lt.con
\e[0;32mOK
\e[0m 0.03
11831 cic:/Sophia-Antipolis/Angles/point_tangente/calcul4.con
\e[0;32mOK
\e[0m 0.03
11832 cic:/Sophia-Antipolis/Angles/point_orthocentre/Theoreme/H_orthocentre.var
\e[0;32mOK
\e[0m 0.01
11833 cic:/Sophia-Antipolis/Angles/point_napoleon/existence_milieu.con
\e[0;32mOK
\e[0m 0.01
11834 cic:/Sophia-Antipolis/Angles/point_napoleon/milieu_isocele.con
\e[0;32mOK
\e[0m 0.01
11835 cic:/Sophia-Antipolis/Angles/point_cocyclicite/calcul4.con
\e[0;32mOK
\e[0m 0.02
11836 cic:/Sophia-Antipolis/Angles/point_cocyclicite/cocyclicite_six.con
\e[0;32mOK
\e[0m 0.01
11837 cic:/Sophia-Antipolis/Angles/point_angle/R_permute.con
\e[0;32mOK
\e[0m 0.03
11838 cic:/Sophia-Antipolis/Angles/point_angle/calcul.con
\e[0;32mOK
\e[0m 0.01
11839 cic:/Sophia-Antipolis/Angles/point_angle/calcul2.con
\e[0;32mOK
\e[0m 0.03
11840 cic:/Sophia-Antipolis/Angles/point_angle/double_plus.con
\e[0;32mOK
\e[0m 0.03
11841 cic:/Sophia-Antipolis/Angles/point_angle/double_zero.con
\e[0;32mOK
\e[0m 0.01
11842 cic:/Sophia-Antipolis/Angles/point_angle/oppu_v.con
\e[0;32mOK
\e[0m 0.01
11843 cic:/Sophia-Antipolis/Angles/point_angle/pi_plus_pi.con
\e[0;32mOK
\e[0m 0.01
11844 cic:/Sophia-Antipolis/Algebra/Z_group_facts/pos_abs_comp.con
\e[0;32mOK
\e[0m 0.04
11845 cic:/Sophia-Antipolis/Algebra/Z_group/pos_abs_ok.con
\e[0;32mOK
\e[0m 0.02
11846 cic:/Sophia-Antipolis/Algebra/Sets/Leibnitz_set.con
\e[0;32mOK
\e[0m 0.02
11847 cic:/Sophia-Antipolis/Algebra/Sets/Setoid.ind
\e[0;32mOK
\e[0m 0.01
11848 cic:/Sophia-Antipolis/Algebra/Sets/equiv_refl.con
\e[0;32mOK
\e[0m 0.01
11849 cic:/Sophia-Antipolis/Algebra/Sets/equiv_sym.con
\e[0;32mOK
\e[0m 0.01
11850 cic:/Sophia-Antipolis/Algebra/Sets/equiv_trans.con
\e[0;32mOK
\e[0m 0.01
11851 cic:/Sophia-Antipolis/Algebra/Sets/Sets1/eqT_equiv.var
\e[0;32mOK
\e[0m 0.01
11852 cic:/Rocq/ZF/zfc/Alpha.con
\e[0;32mOK
\e[0m 0.02
11853 cic:/Rocq/ZF/zfc/CINC_refl.con
\e[0;32mOK
\e[0m 0.01
11854 cic:/Rocq/ZF/zfc/CINC_sound_left.con
\e[0;32mOK
\e[0m 0.02
11855 cic:/Rocq/ZF/zfc/CINC_sound_right.con
\e[0;32mOK
\e[0m 0.03
11856 cic:/Rocq/ZF/zfc/CINC_tran.con
\e[0;32mOK
\e[0m 0.01
11857 cic:/Rocq/ZF/zfc/CIN_CINC_Union.con
\e[0;32mOK
\e[0m 0.07
11858 cic:/Rocq/ZF/zfc/CIN_Sing.con
\e[0;32mOK
\e[0m 0.01
11859 cic:/Rocq/ZF/zfc/CIN_Sing_EQ.con
\e[0;32mOK
\e[0m 0.02
11860 cic:/Rocq/ZF/zfc/CIN_Union.con
\e[0;32mOK
\e[0m 0.08
11861 cic:/Rocq/ZF/zfc/Choice_Collection.con
\e[0;32mOK
\e[0m 0.02
11862 cic:/Rocq/ZF/zfc/Comp_INC.con
\e[0;32mOK
\e[0m 0.03
11863 cic:/Rocq/ZF/zfc/EQC_INC.con
\e[0;32mOK
\e[0m 0.04
11864 cic:/Rocq/ZF/zfc/EQ_INC.con
\e[0;32mOK
\e[0m 0.02
11865 cic:/Rocq/ZF/zfc/E_not_IN_E.con
\e[0;32mOK
\e[0m 0.02
11866 cic:/Rocq/ZF/zfc/INC_IN_Power.con
\e[0;32mOK
\e[0m 0.07
11867 cic:/Rocq/ZF/zfc/INC_refl.con
\e[0;32mOK
\e[0m 0.01
11868 cic:/Rocq/ZF/zfc/INC_sound_left.con
\e[0;32mOK
\e[0m 0.01
11869 cic:/Rocq/ZF/zfc/INC_sound_right.con
\e[0;32mOK
\e[0m 0.02
11870 cic:/Rocq/ZF/zfc/INC_tran.con
\e[0;32mOK
\e[0m 0.01
11871 cic:/Rocq/ZF/zfc/IN_INC_Union.con
\e[0;32mOK
\e[0m 0.04
11872 cic:/Rocq/ZF/zfc/IN_Inter_all.con
\e[0;32mOK
\e[0m 0.07
11873 cic:/Rocq/ZF/zfc/IN_Power_INC.con
\e[0;32mOK
\e[0m 0.04
11874 cic:/Rocq/ZF/zfc/IN_Sing.con
\e[0;32mOK
\e[0m 0.01
11875 cic:/Rocq/ZF/zfc/IN_Sing_EQ.con
\e[0;32mOK
\e[0m 0.01
11876 cic:/Rocq/ZF/zfc/IN_Union.con
\e[0;32mOK
\e[0m 0.05
11877 cic:/Rocq/ZF/zfc/Prod.con
\e[0;32mOK
\e[0m 0.01
11878 cic:/Rocq/ZF/zfc/Russell.con
\e[0;32mOK
\e[0m 0.02
11879 cic:/Rocq/ZF/zfc/Sing_sound.con
\e[0;32mOK
\e[0m 0.01
11880 cic:/Rocq/ZF/zfc/Succ.con
\e[0;32mOK
\e[0m 0.01
11881 cic:/Rocq/ZF/zfc/Union_CIN.con
\e[0;32mOK
\e[0m 0.06
11882 cic:/Rocq/ZF/zfc/Union_IN.con
\e[0;32mOK
\e[0m 0.04
11883 cic:/Rocq/ZF/zfc/Union_sound.con
\e[0;32mOK
\e[0m 0.23
11884 cic:/Rocq/ZF/zfc/Union_soundC.con
\e[0;32mOK
\e[0m 0.28
11885 cic:/Rocq/ZF/zfc/all_IN_Inter.con
\e[0;32mOK
\e[0m 0.15
11886 cic:/Rocq/ZF/zfc/classical_Collection_Replacement.con
\e[0;32mOK
\e[0m 0.43
11887 cic:/Rocq/ZF/Sets/EQ_INC.con
\e[0;32mOK
\e[0m 0.05
11888 cic:/Rocq/ZF/Sets/INC_refl.con
\e[0;32mOK
\e[0m 0.01
11889 cic:/Rocq/ZF/Sets/INC_sound_left.con
\e[0;32mOK
\e[0m 0.01
11890 cic:/Rocq/ZF/Sets/INC_sound_right.con
\e[0;32mOK
\e[0m 0.02
11891 cic:/Rocq/ZF/Sets/INC_tran.con
\e[0;32mOK
\e[0m 0.01
11892 cic:/Rocq/ZF/Omega/Class_succ.con
\e[0;32mOK
\e[0m 0.02
11893 cic:/Rocq/ZF/Omega/E_not_IN_E.con
\e[0;32mOK
\e[0m 0.02
11894 cic:/Rocq/ZF/Omega/Vee.con
\e[0;32mOK
\e[0m 0.01
11895 cic:/Rocq/ZF/Constructive/CINC_refl.con
\e[0;32mOK
\e[0m 0.02
11896 cic:/Rocq/ZF/Constructive/CINC_sound_left.con
\e[0;32mOK
\e[0m 0.01
11897 cic:/Rocq/ZF/Constructive/CINC_sound_right.con
\e[0;32mOK
\e[0m 0.03
11898 cic:/Rocq/ZF/Constructive/CINC_tran.con
\e[0;32mOK
\e[0m 0.01
11899 cic:/Rocq/ZF/Constructive/CIN_CINC_Union.con
\e[0;32mOK
\e[0m 0.07
11900 cic:/Rocq/ZF/Constructive/CIN_Sing.con
\e[0;32mOK
\e[0m 0.01
11901 cic:/Rocq/ZF/Constructive/CIN_Sing_EQ.con
\e[0;32mOK
\e[0m 0.01
11902 cic:/Rocq/ZF/Constructive/CIN_Union.con
\e[0;32mOK
\e[0m 0.08
11903 cic:/Rocq/ZF/Constructive/EQC_INC.con
\e[0;32mOK
\e[0m 0.04
11904 cic:/Rocq/ZF/Constructive/Union_CIN.con
\e[0;32mOK
\e[0m 0.06
11905 cic:/Rocq/ZF/Constructive/Union_soundC.con
\e[0;32mOK
\e[0m 0.29
11906 cic:/Rocq/ZF/Cartesian/Prod.con
\e[0;32mOK
\e[0m 0.02
11907 cic:/Rocq/ZF/Axioms/Comp_INC.con
\e[0;32mOK
\e[0m 0.05
11908 cic:/Rocq/ZF/Axioms/IN_INC_Union.con
\e[0;32mOK
\e[0m 0.05
11909 cic:/Rocq/ZF/Axioms/IN_Power_INC.con
\e[0;32mOK
\e[0m 0.05
11910 cic:/Rocq/ZF/Axioms/IN_Sing.con
\e[0;32mOK
\e[0m 0.01
11911 cic:/Rocq/ZF/Axioms/IN_Sing_EQ.con
\e[0;32mOK
\e[0m 0.01
11912 cic:/Rocq/ZF/Axioms/Inter'.con
\e[0;32mOK
\e[0m 0.01
11913 cic:/Rocq/ZF/Axioms/Sing_sound.con
\e[0;32mOK
\e[0m 0.01
11914 cic:/Rocq/ZF/Axioms/all_IN_Inter.con
\e[0;32mOK
\e[0m 0.05
11915 cic:/Rocq/TreeAutomata/union_correct/union_pl_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.06
11916 cic:/Rocq/TreeAutomata/union_correct/upl_conv_0_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.05
11917 cic:/Rocq/TreeAutomata/union_correct/upl_conv_0_ref_ok_invar.con
\e[0;32mOK
\e[0m 0.07
11918 cic:/Rocq/TreeAutomata/union_correct/upl_conv_1_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.05
11919 cic:/Rocq/TreeAutomata/union_correct/upl_conv_1_ref_ok_invar.con
\e[0;32mOK
\e[0m 0.07
11920 cic:/Rocq/TreeAutomata/union/insert_ostate.con
\e[0;32mOK
\e[0m 0.02
11921 cic:/Rocq/TreeAutomata/union/insert_state.con
\e[0;32mOK
\e[0m 0.01
11922 cic:/Rocq/TreeAutomata/union/u_conv_0_invar_1.con
\e[0;32mOK
\e[0m 0.09
11923 cic:/Rocq/TreeAutomata/union/u_conv_0_invar_6.con
\e[0;32mOK
\e[0m 0.19
11924 cic:/Rocq/TreeAutomata/union/u_conv_1_invar_1.con
\e[0;32mOK
\e[0m 0.05
11925 cic:/Rocq/TreeAutomata/union/u_conv_1_invar_6.con
\e[0;32mOK
\e[0m 0.18
11926 cic:/Rocq/TreeAutomata/union/udta_conv_0_aux.con
\e[0;32mOK
\e[0m 0.01
11927 cic:/Rocq/TreeAutomata/union/udta_conv_1_aux.con
\e[0;32mOK
\e[0m 0.01
11928 cic:/Rocq/TreeAutomata/union/union_pl_0.con
\e[0;32mOK
\e[0m 0.01
11929 cic:/Rocq/TreeAutomata/union/union_pl_2.con
\e[0;32mOK
\e[0m 0.01
11930 cic:/Rocq/TreeAutomata/union/upl_conv_0_img.con
\e[0;32mOK
\e[0m 0.02
11931 cic:/Rocq/TreeAutomata/union/upl_conv_0_img_1.con
\e[0;32mOK
\e[0m 0.01
11932 cic:/Rocq/TreeAutomata/union/upl_conv_0_inj.con
\e[0;32mOK
\e[0m 0.04
11933 cic:/Rocq/TreeAutomata/union/upl_conv_0_occur.con
\e[0;32mOK
\e[0m 0.06
11934 cic:/Rocq/TreeAutomata/union/upl_conv_0_occur_in_img.con
\e[0;32mOK
\e[0m 0.06
11935 cic:/Rocq/TreeAutomata/union/upl_conv_1_img.con
\e[0;32mOK
\e[0m 0.02
11936 cic:/Rocq/TreeAutomata/union/upl_conv_1_img_1.con
\e[0;32mOK
\e[0m 0.02
11937 cic:/Rocq/TreeAutomata/union/upl_conv_1_inj.con
\e[0;32mOK
\e[0m 0.04
11938 cic:/Rocq/TreeAutomata/union/upl_conv_1_occur.con
\e[0;32mOK
\e[0m 0.06
11939 cic:/Rocq/TreeAutomata/union/upl_conv_1_occur_in_img.con
\e[0;32mOK
\e[0m 0.07
11940 cic:/Rocq/TreeAutomata/union/upl_conv_compat_0_0.con
\e[0;32mOK
\e[0m 0.05
11941 cic:/Rocq/TreeAutomata/union/upl_conv_compat_0_1.con
\e[0;32mOK
\e[0m 0.06
11942 cic:/Rocq/TreeAutomata/union/upl_conv_compat_1_1.con
\e[0;32mOK
\e[0m 0.04
11943 cic:/Rocq/TreeAutomata/states_kill_empty/states_kill_aux.con
\e[0;32mOK
\e[0m 0.02
11944 cic:/Rocq/TreeAutomata/signature/dta_compat.con
\e[0;32mOK
\e[0m 0.01
11945 cic:/Rocq/TreeAutomata/signature/dta_correct.con
\e[0;32mOK
\e[0m 0.01
11946 cic:/Rocq/TreeAutomata/signature/mpl_compat_0.con
\e[0;32mOK
\e[0m 0.01
11947 cic:/Rocq/TreeAutomata/signature/mpl_compat_1.con
\e[0;32mOK
\e[0m 0.02
11948 cic:/Rocq/TreeAutomata/signature/mpl_compat_2.con
\e[0;32mOK
\e[0m 0.02
11949 cic:/Rocq/TreeAutomata/signature/mpl_compat_3.con
\e[0;32mOK
\e[0m 0.03
11950 cic:/Rocq/TreeAutomata/signature/mpl_compat_4.con
\e[0;32mOK
\e[0m 0.03
11951 cic:/Rocq/TreeAutomata/signature/mpl_compat_5.con
\e[0;32mOK
\e[0m 0.03
11952 cic:/Rocq/TreeAutomata/signature/mpl_compat_6.con
\e[0;32mOK
\e[0m 0.04
11953 cic:/Rocq/TreeAutomata/signature/mpl_compat_sym.con
\e[0;32mOK
\e[0m 0.01
11954 cic:/Rocq/TreeAutomata/signature/pl_compatible_empt_r.con
\e[0;32mOK
\e[0m 0.03
11955 cic:/Rocq/TreeAutomata/signature/pl_compatible_sym.con
\e[0;32mOK
\e[0m 0.01
11956 cic:/Rocq/TreeAutomata/signature/predta_correct_wrt_sign.con
\e[0;32mOK
\e[0m 0.01
11957 cic:/Rocq/TreeAutomata/signature/st_compat_check.con
\e[0;32mOK
\e[0m 0.01
11958 cic:/Rocq/TreeAutomata/signature/st_compatible.con
\e[0;32mOK
\e[0m 0.01
11959 cic:/Rocq/TreeAutomata/signature/state_correct_wrt_sign_with_offset_M2.con
\e[0;32mOK
\e[0m 0.05
11960 cic:/Rocq/TreeAutomata/semantics/rec_list_terms.con
\e[0;32mOK
\e[0m 0.02
11961 cic:/Rocq/TreeAutomata/semantics/rec_term.con
\e[0;32mOK
\e[0m 0.01
11962 cic:/Rocq/TreeAutomata/semantics/reconnaissance.ind
\e[0;32mOK
\e[0m 0.01
11963 cic:/Rocq/TreeAutomata/refcorrect/addr_in_dta_check.con
\e[0;32mOK
\e[0m 0.02
11964 cic:/Rocq/TreeAutomata/refcorrect/addr_in_preDTA.con
\e[0;32mOK
\e[0m 0.01
11965 cic:/Rocq/TreeAutomata/refcorrect/preDTA_ref_ok.con
\e[0;32mOK
\e[0m 0.01
11966 cic:/Rocq/TreeAutomata/refcorrect/prec_list_ref_ok.con
\e[0;32mOK
\e[0m 0.01
11967 cic:/Rocq/TreeAutomata/pl_path/pl_path_exists.con
\e[0;32mOK
\e[0m 0.02
11968 cic:/Rocq/TreeAutomata/pl_path/pl_path_incl_length_0.con
\e[0;32mOK
\e[0m 0.02
11969 cic:/Rocq/TreeAutomata/pl_path/pl_path_incl_length_1.con
\e[0;32mOK
\e[0m 0.03
11970 cic:/Rocq/TreeAutomata/pl_path/pl_path_incl_length_2.con
\e[0;32mOK
\e[0m 0.04
11971 cic:/Rocq/TreeAutomata/non_coacc_kill/non_coacc_kill.con
\e[0;32mOK
\e[0m 0.02
11972 cic:/Rocq/TreeAutomata/lattice_fixpoint/MapFlag_ind.con
\e[0;32mOK
\e[0m 0.02
11973 cic:/Rocq/TreeAutomata/lattice_fixpoint/MapFlag_rec.con
\e[0;32mOK
\e[0m 0.01
11974 cic:/Rocq/TreeAutomata/lattice_fixpoint/chain_ind.con
\e[0;32mOK
\e[0m 0.02
11975 cic:/Rocq/TreeAutomata/lattice_fixpoint/dist_chain_ind.con
\e[0;32mOK
\e[0m 0.01
11976 cic:/Rocq/TreeAutomata/lattice_fixpoint/dist_compl_5.con
\e[0;32mOK
\e[0m 0.03
11977 cic:/Rocq/TreeAutomata/lattice_fixpoint/dist_compl_6.con
\e[0;32mOK
\e[0m 0.03
11978 cic:/Rocq/TreeAutomata/lattice_fixpoint/dist_compl_7.con
\e[0;32mOK
\e[0m 0.03
11979 cic:/Rocq/TreeAutomata/lattice_fixpoint/dist_compl_def_0.con
\e[0;32mOK
\e[0m 0.01
11980 cic:/Rocq/TreeAutomata/lattice_fixpoint/domain_equal_mapget.con
\e[0;32mOK
\e[0m 0.09
11981 cic:/Rocq/TreeAutomata/lattice_fixpoint/domain_equal_reflexive.con
\e[0;32mOK
\e[0m 0.01
11982 cic:/Rocq/TreeAutomata/lattice_fixpoint/domain_equal_symmetric.con
\e[0;32mOK
\e[0m 0.03
11983 cic:/Rocq/TreeAutomata/lattice_fixpoint/domain_equal_transitive.con
\e[0;32mOK
\e[0m 0.06
11984 cic:/Rocq/TreeAutomata/lattice_fixpoint/eqm_bool_equal.con
\e[0;32mOK
\e[0m 0.09
11985 cic:/Rocq/TreeAutomata/lattice_fixpoint/equal_eqm_bool.con
\e[0;32mOK
\e[0m 0.02
11986 cic:/Rocq/TreeAutomata/lattice_fixpoint/inf_fix_points.con
\e[0;32mOK
\e[0m 0.01
11987 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_inf_fps.con
\e[0;32mOK
\e[0m 0.02
11988 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_ult_const_def_0.con
\e[0;32mOK
\e[0m 0.01
11989 cic:/Rocq/TreeAutomata/lattice_fixpoint/lazy_power.con
\e[0;32mOK
\e[0m 0.01
11990 cic:/Rocq/TreeAutomata/lattice_fixpoint/lem_domain_equal.con
\e[0;32mOK
\e[0m 0.04
11991 cic:/Rocq/TreeAutomata/lattice_fixpoint/lem_get_leb.con
\e[0;32mOK
\e[0m 0.13
11992 cic:/Rocq/TreeAutomata/lattice_fixpoint/lem_reflexive.con
\e[0;32mOK
\e[0m 0.02
11993 cic:/Rocq/TreeAutomata/lattice_fixpoint/lem_transitive.con
\e[0;32mOK
\e[0m 0.13
11994 cic:/Rocq/TreeAutomata/lattice_fixpoint/map_maxi_appartient.con
\e[0;32mOK
\e[0m 0.01
11995 cic:/Rocq/TreeAutomata/lattice_fixpoint/map_mini_appartient.con
\e[0;32mOK
\e[0m 0.02
11996 cic:/Rocq/TreeAutomata/lattice_fixpoint/map_mini_mapget_false.con
\e[0;32mOK
\e[0m 0.06
11997 cic:/Rocq/TreeAutomata/lattice_fixpoint/map_sum.con
\e[0;32mOK
\e[0m 0.03
11998 cic:/Rocq/TreeAutomata/lattice_fixpoint/non_dist_chain_ind.con
\e[0;32mOK
\e[0m 0.01
11999 cic:/Rocq/TreeAutomata/lattice_fixpoint/prechain_dom_ok_ind.con
\e[0;32mOK
\e[0m 0.02
12000 cic:/Rocq/TreeAutomata/lattice_fixpoint/prechain_incr.ind
\e[0;32mOK
\e[0m 0.01
12001 cic:/Rocq/TreeAutomata/lattice_fixpoint/prechain_ind.con
\e[0;32mOK
\e[0m 0.01
12002 cic:/Rocq/TreeAutomata/lattice_fixpoint/prechain_rec.con
\e[0;32mOK
\e[0m 0.01
12003 cic:/Rocq/TreeAutomata/lattice_fixpoint/r_order.con
\e[0;32mOK
\e[0m 0.01
12004 cic:/Rocq/TreeAutomata/lattice_fixpoint/sas_chain.con
\e[0;32mOK
\e[0m 0.01
12005 cic:/Rocq/TreeAutomata/inter_correct/pl_produit_ref_ok_0.con
\e[0;32mOK
\e[0m 0.02
12006 cic:/Rocq/TreeAutomata/inter_correct/pl_produit_ref_ok_1.con
\e[0;32mOK
\e[0m 0.01
12007 cic:/Rocq/TreeAutomata/inter/iad_conv_aux_0_2_img_disj.con
\e[0;32mOK
\e[0m 0.01
12008 cic:/Rocq/TreeAutomata/inter/iad_conv_aux_1_2_img_disj.con
\e[0;32mOK
\e[0m 0.01
12009 cic:/Rocq/TreeAutomata/inter/iad_conv_surj_4.con
\e[0;32mOK
\e[0m 0.03
12010 cic:/Rocq/TreeAutomata/inter/iad_inv_2.con
\e[0;32mOK
\e[0m 0.06
12011 cic:/Rocq/TreeAutomata/inter/indprinciple_1.con
\e[0;32mOK
\e[0m 0.03
12012 cic:/Rocq/TreeAutomata/inter/pl_card_0.con
\e[0;32mOK
\e[0m 0.01
12013 cic:/Rocq/TreeAutomata/inter/pl_ess_aux_0.con
\e[0;32mOK
\e[0m 0.01
12014 cic:/Rocq/TreeAutomata/inter/pl_ess_aux_1.con
\e[0;32mOK
\e[0m 0.01
12015 cic:/Rocq/TreeAutomata/inter/pl_path_product_n.con
\e[0;32mOK
\e[0m 0.06
12016 cic:/Rocq/TreeAutomata/inter/pl_produit.con
\e[0;32mOK
\e[0m 0.01
12017 cic:/Rocq/TreeAutomata/inter/pl_produit_0_incr.con
\e[0;32mOK
\e[0m 0.01
12018 cic:/Rocq/TreeAutomata/inter/pl_produit_1_incr.con
\e[0;32mOK
\e[0m 0.01
12019 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_def_0.con
\e[0;32mOK
\e[0m 0.01
12020 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_def_1.con
\e[0;32mOK
\e[0m 0.01
12021 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_def_2.con
\e[0;32mOK
\e[0m 0.01
12022 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_def_3.con
\e[0;32mOK
\e[0m 0.11
12023 cic:/Rocq/TreeAutomata/inter/pl_tl_length_prod_def_0.con
\e[0;32mOK
\e[0m 0.09
12024 cic:/Rocq/TreeAutomata/inter/pl_tl_length_prod_def_1.con
\e[0;32mOK
\e[0m 0.20
12025 cic:/Rocq/TreeAutomata/empty_test/pl_non_empty_path_true_def_0.con
\e[0;32mOK
\e[0m 0.06
12026 cic:/Rocq/TreeAutomata/empty_test/pl_path_true_ind.con
\e[0;32mOK
\e[0m 0.01
12027 cic:/Rocq/TreeAutomata/empty_test/st_non_empty.con
\e[0;32mOK
\e[0m 0.02
12028 cic:/Rocq/TreeAutomata/defs/DTA.ind
\e[0;32mOK
\e[0m 0.01
12029 cic:/Rocq/TreeAutomata/defs/DTA_taille.con
\e[0;32mOK
\e[0m 0.01
12030 cic:/Rocq/TreeAutomata/defs/high_aux_0.con
\e[0;32mOK
\e[0m 0.01
12031 cic:/Rocq/TreeAutomata/defs/indprinciple_3_0.con
\e[0;32mOK
\e[0m 0.02
12032 cic:/Rocq/TreeAutomata/defs/pl_sum.con
\e[0;32mOK
\e[0m 0.02
12033 cic:/Rocq/TreeAutomata/defs/prec_contained_0.con
\e[0;32mOK
\e[0m 0.06
12034 cic:/Rocq/TreeAutomata/defs/prec_contained_1.con
\e[0;32mOK
\e[0m 0.06
12035 cic:/Rocq/TreeAutomata/defs/prec_in_dta.con
\e[0;32mOK
\e[0m 0.01
12036 cic:/Rocq/TreeAutomata/defs/prec_in_dta_cont.con
\e[0;32mOK
\e[0m 0.01
12037 cic:/Rocq/TreeAutomata/defs/prec_in_dta_diff.con
\e[0;32mOK
\e[0m 0.01
12038 cic:/Rocq/TreeAutomata/defs/prec_in_dta_diff_cont.con
\e[0;32mOK
\e[0m 0.01
12039 cic:/Rocq/TreeAutomata/defs/prec_in_state_M0_false.con
\e[0;32mOK
\e[0m 0.01
12040 cic:/Rocq/TreeAutomata/defs/prec_occur_1.con
\e[0;32mOK
\e[0m 0.05
12041 cic:/Rocq/TreeAutomata/defs/state_in_dta.con
\e[0;32mOK
\e[0m 0.01
12042 cic:/Rocq/TreeAutomata/defs/state_in_dta_diff.con
\e[0;32mOK
\e[0m 0.01
12043 cic:/Rocq/TreeAutomata/defs/taille_aux_0.con
\e[0;32mOK
\e[0m 0.01
12044 cic:/Rocq/TreeAutomata/defs/term_list_disj.con
\e[0;32mOK
\e[0m 0.01
12045 cic:/Rocq/TreeAutomata/defs/term_occur_0_0.con
\e[0;32mOK
\e[0m 0.02
12046 cic:/Rocq/TreeAutomata/defs/term_occur_0_1.con
\e[0;32mOK
\e[0m 0.04
12047 cic:/Rocq/TreeAutomata/coacc_test/coacc.ind
\e[0;32mOK
\e[0m 0.02
12048 cic:/Rocq/TreeAutomata/coacc_test/lemd.con
\e[0;32mOK
\e[0m 0.01
12049 cic:/Rocq/TreeAutomata/coacc_test/map_or_def_ok.con
\e[0;32mOK
\e[0m 0.04
12050 cic:/Rocq/TreeAutomata/coacc_test/map_or_mapget_true_inv.con
\e[0;32mOK
\e[0m 0.29
12051 cic:/Rocq/TreeAutomata/coacc_test/map_or_mapget_true_l.con
\e[0;32mOK
\e[0m 0.14
12052 cic:/Rocq/TreeAutomata/coacc_test/map_or_mapget_true_r.con
\e[0;32mOK
\e[0m 0.14
12053 cic:/Rocq/TreeAutomata/coacc_test/map_replace_mapget_ins_true_0.con
\e[0;32mOK
\e[0m 0.07
12054 cic:/Rocq/TreeAutomata/coacc_test/map_replace_mapget_ins_true_1.con
\e[0;32mOK
\e[0m 0.24
12055 cic:/Rocq/TreeAutomata/coacc_test/map_replace_mapget_true_inv.con
\e[0;32mOK
\e[0m 0.34
12056 cic:/Rocq/TreeAutomata/coacc_test/pl_coacc.con
\e[0;32mOK
\e[0m 0.01
12057 cic:/Rocq/TreeAutomata/bases/S_plus_r.con
\e[0;32mOK
\e[0m 0.02
12058 cic:/Rocq/TreeAutomata/bases/aux_ad_eq_trans.con
\e[0;32mOK
\e[0m 0.01
12059 cic:/Rocq/TreeAutomata/bases/bool_dec_eq.con
\e[0;32mOK
\e[0m 0.01
12060 cic:/Rocq/TreeAutomata/bases/le_mult_lS.con
\e[0;32mOK
\e[0m 0.01
12061 cic:/Rocq/THREE_GAP/three_gap/gap/alpha_irr.var
\e[0;32mOK
\e[0m 0.02
12062 cic:/Rocq/THREE_GAP/prop_fl/theoreme/alpha_irr.var
\e[0;32mOK
\e[0m 0.01
12063 cic:/Rocq/THREE_GAP/preuve2/Three/alpha_irr.var
\e[0;32mOK
\e[0m 0.01
12064 cic:/Rocq/THREE_GAP/preuve1/particular/alpha_irr.var
\e[0;32mOK
\e[0m 0.01
12065 cic:/Rocq/SUBST/sur_les_relations/explicit_noetherian.con
\e[0;32mOK
\e[0m 0.01
12066 cic:/Rocq/SUBST/sur_les_relations/inclus_conf.con
\e[0;32mOK
\e[0m 0.02
12067 cic:/Rocq/SUBST/sigma_lift/e_relSL.ind
\e[0;32mOK
\e[0m 0.02
12068 cic:/Rocq/SUBST/sigma_lift/e_systemSL_ind.con
\e[0;32mOK
\e[0m 0.02
12069 cic:/Rocq/SUBST/sigma_lift/reg_liftid_ind.con
\e[0;32mOK
\e[0m 0.01
12070 cic:/Rocq/SUBST/sigma_lift/reg_liftid_rec.con
\e[0;32mOK
\e[0m 0.01
12071 cic:/Rocq/SUBST/lambda_sigma_lift/e_systemLSL.ind
\e[0;32mOK
\e[0m 0.01
12072 cic:/Rocq/SUBST/comparith/gt_plus_l.con
\e[0;32mOK
\e[0m 0.01
12073 cic:/Rocq/SUBST/comparith/mult_assoc_l.con
\e[0;32mOK
\e[0m 0.01
12074 cic:/Rocq/SUBST/comparith/mult_sym.con
\e[0;32mOK
\e[0m 0.01
12075 cic:/Rocq/SUBST/betapar/lemma1_inv_betapar.con
\e[0;32mOK
\e[0m 0.12
12076 cic:/Rocq/SUBST/Pol2/P2_idl.con
\e[0;32mOK
\e[0m 0.02
12077 cic:/Rocq/SUBST/Pol2/P2_varshift1.con
\e[0;32mOK
\e[0m 0.01
12078 cic:/Rocq/SUBST/Pol2/P2_varshift2.con
\e[0;32mOK
\e[0m 0.02
12079 cic:/Rocq/SUBST/Pol1/P1_app.con
\e[0;32mOK
\e[0m 0.02
12080 cic:/Rocq/SUBST/Pol1/P1_lift1.con
\e[0;32mOK
\e[0m 0.01
12081 cic:/Rocq/SUBST/Pol1/P1_mapenv.con
\e[0;32mOK
\e[0m 0.02
12082 cic:/Rocq/SUBST/Pol1/P1_shiftlift1.con
\e[0;32mOK
\e[0m 0.01
12083 cic:/Rocq/SHUFFLE/Words/odd_even_conc.con
\e[0;32mOK
\e[0m 0.12
12084 cic:/Rocq/SHUFFLE/Paired/paired_bet_ind.con
\e[0;32mOK
\e[0m 0.02
12085 cic:/Rocq/SHUFFLE/Paired/paired_rot_ind.con
\e[0;32mOK
\e[0m 0.02
12086 cic:/Rocq/SHUFFLE/Opposite/not_opp_same.con
\e[0;32mOK
\e[0m 0.03
12087 cic:/Rocq/SHUFFLE/Gilbreath/Not_even_u.con
\e[0;32mOK
\e[0m 0.02
12088 cic:/Rocq/SHUFFLE/Gilbreath/Not_odd_u.con
\e[0;32mOK
\e[0m 0.01
12089 cic:/Rocq/SHUFFLE/Alternate/alt_conc_l.con
\e[0;32mOK
\e[0m 0.02
12090 cic:/Rocq/SCHROEDER/Sums/Set_Sum_is_majoring.con
\e[0;32mOK
\e[0m 0.02
12091 cic:/Rocq/SCHROEDER/Schroeder/Schroeder_Bernstein/Bijection/F.var
\e[0;32mOK
\e[0m 0.01
12092 cic:/Rocq/SCHROEDER/Schroeder/Schroeder_Bernstein/Bijection/f_inj.var
\e[0;32mOK
\e[0m 0.01
12093 cic:/Rocq/SCHROEDER/Schroeder/Schroeder_Bernstein/Bijection/g_inj.var
\e[0;32mOK
\e[0m 0.00
12094 cic:/Rocq/SCHROEDER/Functions/Im_stable_par_incl.con
\e[0;32mOK
\e[0m 0.02
12095 cic:/Rocq/SCHROEDER/Functions/Rel_ind.con
\e[0;32mOK
\e[0m 0.01
12096 cic:/Rocq/SCHROEDER/Functions/Rel_rec.con
\e[0;32mOK
\e[0m 0.01
12097 cic:/Rocq/SCHROEDER/Functions/bijection_rect.con
\e[0;32mOK
\e[0m 0.02
12098 cic:/Rocq/SCHROEDER/Functions/fonction_rect.con
\e[0;32mOK
\e[0m 0.01
12099 cic:/Rocq/SCHROEDER/Functions/injection_rect.con
\e[0;32mOK
\e[0m 0.01
12100 cic:/Rocq/SCHROEDER/Functions/surjection_rect.con
\e[0;32mOK
\e[0m 0.01
12101 cic:/Rocq/SCHROEDER/Equipollence/equipollence.ind
\e[0;32mOK
\e[0m 0.01
12102 cic:/Rocq/SCHROEDER/Equipollence/inf_card.ind
\e[0;32mOK
\e[0m 0.00
12103 cic:/Rocq/PARADOXES/diaconescu/EM.con
\e[0;32mOK
\e[0m 0.03
12104 cic:/Rocq/PARADOXES/diaconescu/EM2.con
\e[0;32mOK
\e[0m 0.04
12105 cic:/Rocq/PARADOXES/Reynolds1/teta.con
\e[0;32mOK
\e[0m 0.01
12106 cic:/Rocq/PARADOXES/Logics/ACC_inverse_image.con
\e[0;32mOK
\e[0m 0.01
12107 cic:/Rocq/PARADOXES/Hurkens_Set/WF.con
\e[0;32mOK
\e[0m 0.02
12108 cic:/Rocq/PARADOXES/Hurkens_Set/lemma.con
\e[0;32mOK
\e[0m 0.01
12109 cic:/Rocq/PARADOXES/BuraliForti/F.con
\e[0;32mOK
\e[0m 0.02
12110 cic:/Rocq/PARADOXES/BuraliForti/WF_emb.con
\e[0;32mOK
\e[0m 0.01
12111 cic:/Rocq/PARADOXES/BuraliForti/emb_wit.con
\e[0;32mOK
\e[0m 0.01
12112 cic:/Rocq/PARADOXES/BuraliForti/sub_ind.con
\e[0;32mOK
\e[0m 0.02
12113 cic:/Rocq/PARADOXES/BuraliForti/sub_rec.con
\e[0;32mOK
\e[0m 0.01
12114 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Def/protocol.con
\e[0;32mOK
\e[0m 0.02
12115 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Correctness/CorrectTrace.con
\e[0;32mOK
\e[0m 0.02
12116 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Correctness/Cycle.ind
\e[0;32mOK
\e[0m 0.02
12117 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/Cycle.ind
\e[0;32mOK
\e[0m 1.59
12118 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/Equity_project.con
\e[0;32mOK
\e[0m 0.02
12119 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/Soundness.con
\e[0;32mOK
\e[0m 0.01
12120 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/tl_Equity.con
\e[0;32mOK
\e[0m 0.01
12121 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/tl_Exists.con
\e[0;32mOK
\e[0m 0.01
12122 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Def/protocol.con
\e[0;32mOK
\e[0m 0.02
12123 cic:/Rocq/HIGMAN/Higman/A_ind.con
\e[0;32mOK
\e[0m 0.02
12124 cic:/Rocq/HIGMAN/Higman/A_rec.con
\e[0;32mOK
\e[0m 0.01
12125 cic:/Rocq/HIGMAN/Higman/Leastp_ind.con
\e[0;32mOK
\e[0m 0.01
12126 cic:/Rocq/HIGMAN/Higman/Leastp_rec.con
\e[0;32mOK
\e[0m 0.01
12127 cic:/Rocq/HIGMAN/Higman/Xn_ind.con
\e[0;32mOK
\e[0m 0.01
12128 cic:/Rocq/HIGMAN/Higman/Xn_rec.con
\e[0;32mOK
\e[0m 0.01
12129 cic:/Rocq/HIGMAN/Higman/bad_rect.con
\e[0;32mOK
\e[0m 0.15
12130 cic:/Rocq/HIGMAN/Higman/bad_thick.con
\e[0;32mOK
\e[0m 0.10
12131 cic:/Rocq/HIGMAN/Higman/f_ind.con
\e[0;32mOK
\e[0m 0.09
12132 cic:/Rocq/HIGMAN/Higman/f_rec.con
\e[0;32mOK
\e[0m 0.01
12133 cic:/Rocq/HIGMAN/Higman/fx.ind
\e[0;32mOK
\e[0m 0.01
12134 cic:/Rocq/HIGMAN/Higman/ltw.ind
\e[0;32mOK
\e[0m 0.01
12135 cic:/Rocq/HIGMAN/Higman/slexn'.con
\e[0;32mOK
\e[0m 0.01
12136 cic:/Rocq/HIGMAN/Higman/slexn_MV.con
\e[0;32mOK
\e[0m 0.00
12137 cic:/Rocq/HIGMAN/Higman/slexn_connected.con
\e[0;32mOK
\e[0m 0.02
12138 cic:/Rocq/HIGMAN/Higman/slexn_ind.con
\e[0;32mOK
\e[0m 0.01
12139 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/contradiction/Badf.var
\e[0;32mOK
\e[0m 0.01
12140 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/Badfx_/Badf.var
\e[0;32mOK
\e[0m 0.01
12141 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/Badfx_/inf_many.var
\e[0;32mOK
\e[0m 0.00
12142 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/Badfx_/Badfx_/n0_min.var
\e[0;32mOK
\e[0m 0.00
12143 cic:/Rocq/HIGMAN/Higman/Higman_/Formal_Higman/BadMin_/Badf.var
\e[0;32mOK
\e[0m 0.01
12144 cic:/Rocq/GRAPHS/cgraph/CGS_translate_l.con
\e[0;32mOK
\e[0m 0.03
12145 cic:/Rocq/GRAPHS/cgraph/CGSeq_complete.con
\e[0;32mOK
\e[0m 0.02
12146 cic:/Rocq/GRAPHS/cgraph/CGSeq_correct.con
\e[0;32mOK
\e[0m 0.02
12147 cic:/Rocq/GRAPHS/cgraph/CGSeval_l.con
\e[0;32mOK
\e[0m 0.01
12148 cic:/Rocq/GRAPHS/cgraph/CG_add.con
\e[0;32mOK
\e[0m 0.01
12149 cic:/Rocq/GRAPHS/cgraph/CG_edge.con
\e[0;32mOK
\e[0m 0.01
12150 cic:/Rocq/GRAPHS/cgraph/Ddmin_choice.con
\e[0;32mOK
\e[0m 0.03
12151 cic:/Rocq/GRAPHS/cgraph/Dmin_comm.con
\e[0;32mOK
\e[0m 0.01
12152 cic:/Rocq/GRAPHS/cgraph/Dmin_idempotent.con
\e[0;32mOK
\e[0m 0.01
12153 cic:/Rocq/GRAPHS/cgraph/Dmin_le_1.con
\e[0;32mOK
\e[0m 0.01
12154 cic:/Rocq/GRAPHS/cgraph/Dmin_plus_l.con
\e[0;32mOK
\e[0m 0.02
12155 cic:/Rocq/GRAPHS/cgraph/Dmin_plus_r.con
\e[0;32mOK
\e[0m 0.02
12156 cic:/Rocq/GRAPHS/cgraph/Dmone_neg.con
\e[0;32mOK
\e[0m 0.01
12157 cic:/Rocq/GRAPHS/cgraph/Dnotle_not_eq_sym.con
\e[0;32mOK
\e[0m 0.01
12158 cic:/Rocq/GRAPHS/cgraph/Dplus_neg_2.con
\e[0;32mOK
\e[0m 0.01
12159 cic:/Rocq/GRAPHS/cgraph/FSize_geq_1.con
\e[0;32mOK
\e[0m 0.01
12160 cic:/Rocq/GRAPHS/cgraph/all_min.con
\e[0;32mOK
\e[0m 0.01
12161 cic:/Rocq/DEMOS/compile_ml/Traduction_ind.con
\e[0;32mOK
\e[0m 0.03
12162 cic:/Rocq/DEMOS/compile_ml/compile_two.con
\e[0;32mOK
\e[0m 0.02
12163 cic:/Rocq/DEMOS/Sorting/bubble_sort.con
\e[0;32mOK
\e[0m 0.02
12164 cic:/Rocq/DEMOS/Sorting/nocc_Cons.con
\e[0;32mOK
\e[0m 0.03
12165 cic:/Rocq/DEMOS/Sorting/nocc_Cons_Cons.con
\e[0;32mOK
\e[0m 0.06
12166 cic:/Rocq/DEMOS/Sorting/sorted_ins_Cons.con
\e[0;32mOK
\e[0m 0.03
12167 cic:/Rocq/COMPILER/Mini_ML/Access_inject.con
\e[0;32mOK
\e[0m 0.07
12168 cic:/Rocq/COMPILER/Mini_ML/CAM_DS.ind
\e[0;32mOK
\e[0m 0.01
12169 cic:/Rocq/COMPILER/Mini_ML/CSem_val_ind.con
\e[0;32mOK
\e[0m 0.01
12170 cic:/Rocq/COMPILER/Mini_ML/CSem_val_rec.con
\e[0;32mOK
\e[0m 0.01
12171 cic:/Rocq/COMPILER/Mini_ML/Equiv_val.ind
\e[0;32mOK
\e[0m 0.01
12172 cic:/Rocq/COMPILER/Mini_ML/Etat_rect.con
\e[0;32mOK
\e[0m 0.01
12173 cic:/Rocq/COMPILER/Mini_ML/Habite_ind.con
\e[0;32mOK
\e[0m 0.01
12174 cic:/Rocq/COMPILER/Mini_ML/ML_DS.ind
\e[0;32mOK
\e[0m 0.01
12175 cic:/Rocq/COMPILER/Mini_ML/MLenv_ind.con
\e[0;32mOK
\e[0m 0.01
12176 cic:/Rocq/COMPILER/Mini_ML/MLenv_rec.con
\e[0;32mOK
\e[0m 0.01
12177 cic:/Rocq/COMPILER/Mini_ML/MLval_ind.con
\e[0;32mOK
\e[0m 0.01
12178 cic:/Rocq/COMPILER/Mini_ML/MLval_rec.con
\e[0;32mOK
\e[0m 0.01
12179 cic:/Rocq/COMPILER/Mini_ML/Traduction_ind.con
\e[0;32mOK
\e[0m 0.03
12180 cic:/Rocq/COMPILER/Mini_ML/VAL_OF_ind.con
\e[0;32mOK
\e[0m 0.01
12181 cic:/Rocq/COC/Termes/free_db_ind.con
\e[0;32mOK
\e[0m 0.02
12182 cic:/Rocq/COC/Strong_Norm/def_intt_id.con
\e[0;32mOK
\e[0m 0.02
12183 cic:/Rocq/COC/Names/fv_ext.con
\e[0;32mOK
\e[0m 0.10
12184 cic:/Rocq/COC/Names/name_unique_first.con
\e[0;32mOK
\e[0m 0.02
12185 cic:/Rocq/COC/Names/ord_insert_ind.con
\e[0;32mOK
\e[0m 0.01
12186 cic:/Rocq/COC/Names/wf_oi.con
\e[0;32mOK
\e[0m 0.07
12187 cic:/Rocq/COC/MyList/first_item_is_item.con
\e[0;32mOK
\e[0m 0.02
12188 cic:/Rocq/COC/MyList/first_item_unique.con
\e[0;32mOK
\e[0m 0.05
12189 cic:/Rocq/COC/MyList/fun_item.con
\e[0;32mOK
\e[0m 0.06
12190 cic:/Rocq/COC/MyList/incl_app_sym.con
\e[0;32mOK
\e[0m 0.01
12191 cic:/Rocq/COC/MyList/ins_eq.con
\e[0;32mOK
\e[0m 0.03
12192 cic:/Rocq/COC/MyList/nth_sound.con
\e[0;32mOK
\e[0m 0.01
12193 cic:/Rocq/COC/Machine/ast_ind.con
\e[0;32mOK
\e[0m 0.02
12194 cic:/Rocq/COC/Machine/ast_rec.con
\e[0;32mOK
\e[0m 0.01
12195 cic:/Rocq/COC/Machine/error_ind.con
\e[0;32mOK
\e[0m 0.01
12196 cic:/Rocq/COC/Machine/error_rec.con
\e[0;32mOK
\e[0m 0.01
12197 cic:/Rocq/COC/Machine/expr_of_ast_ind.con
\e[0;32mOK
\e[0m 0.01
12198 cic:/Rocq/COC/Machine/message_ind.con
\e[0;32mOK
\e[0m 0.01
12199 cic:/Rocq/COC/Machine/message_rec.con
\e[0;32mOK
\e[0m 0.01
12200 cic:/Rocq/COC/Machine/perror_rect.con
\e[0;32mOK
\e[0m 0.01
12201 cic:/Rocq/COC/Machine/pmessage_ind.con
\e[0;32mOK
\e[0m 0.01
12202 cic:/Rocq/COC/Machine/pmessage_rec.con
\e[0;32mOK
\e[0m 0.01
12203 cic:/Rocq/COC/Machine/ptype_error_ind.con
\e[0;32mOK
\e[0m 0.03
12204 cic:/Rocq/COC/Machine/ptype_error_rec.con
\e[0;32mOK
\e[0m 0.01
12205 cic:/Rocq/COC/Machine/transl_type_error.ind
\e[0;32mOK
\e[0m 0.02
12206 cic:/Rocq/COC/Int_typ/Int_K_ind.con
\e[0;32mOK
\e[0m 0.02
12207 cic:/Rocq/COC/Int_typ/Int_K_rec.con
\e[0;32mOK
\e[0m 0.01
12208 cic:/Rocq/COC/Int_typ/cls_of_int.con
\e[0;32mOK
\e[0m 0.01
12209 cic:/Rocq/COC/Int_typ/ik_eq_ind.con
\e[0;32mOK
\e[0m 0.01
12210 cic:/Rocq/COC/Int_typ/iki_K.con
\e[0;32mOK
\e[0m 0.01
12211 cic:/Rocq/COC/Int_typ/int_eq_can.con
\e[0;32mOK
\e[0m 0.01
12212 cic:/Rocq/COC/Infer/chk_error_ind.con
\e[0;32mOK
\e[0m 0.02
12213 cic:/Rocq/COC/Infer/decl_error_ind.con
\e[0;32mOK
\e[0m 0.01
12214 cic:/Rocq/COC/Expr/is_free_var.con
\e[0;32mOK
\e[0m 0.29
12215 cic:/Rocq/COC/Expr/term_expr_equiv_ind.con
\e[0;32mOK
\e[0m 0.02
12216 cic:/Rocq/COC/Expr/undef_vars.con
\e[0;32mOK
\e[0m 0.01
12217 cic:/Rocq/COC/Class/class_env_trunc.con
\e[0;32mOK
\e[0m 0.02
12218 cic:/Rocq/COC/Class/loose_eqc_stable.con
\e[0;32mOK
\e[0m 0.16
12219 cic:/Rocq/COC/Class/loose_eqc_trans.con
\e[0;32mOK
\e[0m 0.03
12220 cic:/Rocq/COC/Class/nth_class_env.con
\e[0;32mOK
\e[0m 0.08
12221 cic:/Rocq/COC/Class/refl_loose_eqc_cls.con
\e[0;32mOK
\e[0m 0.01
12222 cic:/Rocq/CHECKER/Checker/Domino_covers_Black.con
\e[0;32mOK
\e[0m 0.02
12223 cic:/Rocq/ARITH/ZChinese/rings/is_ring.con
\e[0;32mOK
\e[0m 0.01
12224 cic:/Rocq/ARITH/ZChinese/groups/opp_unicity.con
\e[0;32mOK
\e[0m 0.06
12225 cic:/Rocq/ARITH/ZChinese/groups/regular_l.con
\e[0;32mOK
\e[0m 0.04
12226 cic:/Rocq/ARITH/ZChinese/Zstruct/integrityZ.con
\e[0;32mOK
\e[0m 0.04
12227 cic:/Rocq/ARITH/Chinese/rings/is_ring.con
\e[0;32mOK
\e[0m 0.01
12228 cic:/Rocq/ARITH/Chinese/groups/opp_unicity.con
\e[0;32mOK
\e[0m 0.06
12229 cic:/Rocq/ARITH/Chinese/groups/regular_l.con
\e[0;32mOK
\e[0m 0.04
12230 cic:/Rocq/ARITH/Chinese/Zrec/lt_OZ.con
\e[0;32mOK
\e[0m 0.02
12231 cic:/Rocq/ARITH/Chinese/Zle/lt_absZ.con
\e[0;32mOK
\e[0m 0.01
12232 cic:/Rocq/ARITH/Chinese/Zadd/addZ.con
\e[0;32mOK
\e[0m 0.01
12233 cic:/Rocq/ARITH/Chinese/Z_succ_pred/succ_pred_pred_succZ.con
\e[0;32mOK
\e[0m 0.02
12234 cic:/Rocq/ARITH/Chinese/Z_succ_pred/tech_pred_posZ.con
\e[0;32mOK
\e[0m 0.01
12235 cic:/Rocq/ARITH/Chinese/Nat_complements/mult_commut.con
\e[0;32mOK
\e[0m 0.02
12236 cic:/Rocq/ARITH/Chinese/Nat_complements/technical_lemma.con
\e[0;32mOK
\e[0m 0.06
12237 cic:/Rocq/ALGEBRA/SETOID/Setoid/PSetoid.ind
\e[0;32mOK
\e[0m 0.01
12238 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Equivalence.ind
\e[0;32mOK
\e[0m 0.01
12239 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Order.ind
\e[0;32mOK
\e[0m 0.01
12240 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Partial_equivalence_rect.con
\e[0;32mOK
\e[0m 0.01
12241 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Preorder_rect.con
\e[0;32mOK
\e[0m 0.01
12242 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Prf_refl1.con
\e[0;32mOK
\e[0m 0.01
12243 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Prf_sym.con
\e[0;32mOK
\e[0m 0.01
12244 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Prf_trans.con
\e[0;32mOK
\e[0m 0.01
12245 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Prf_trans1.con
\e[0;32mOK
\e[0m 0.01
12246 cic:/Rocq/ALGEBRA/RELATIONS/Noetherian/Noetherian_contains_Noetherian.con
\e[0;32mOK
\e[0m 0.01
12247 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/TAIT/Tait/Strip.con
\e[0;32mOK
\e[0m 0.06
12248 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Confluence/confluent.con
\e[0;32mOK
\e[0m 0.01
12249 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Confluence/locally_confluent.con
\e[0;32mOK
\e[0m 0.01
12250 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Coherence/Rstar_cases.con
\e[0;32mOK
\e[0m 0.02
12251 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Coherence/Rstar_contains_Rplus.con
\e[0;32mOK
\e[0m 0.01
12252 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Coherence/Rstar_imp_coherent.con
\e[0;32mOK
\e[0m 0.01
12253 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Coherence/Rstar_transitive.con
\e[0;32mOK
\e[0m 0.01
12254 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Coherence/coherent_symmetric.con
\e[0;32mOK
\e[0m 0.01
12255 cic:/Rocq/AILS/trajectory_const/TypeSpeed_ind.con
\e[0;32mOK
\e[0m 0.04
12256 cic:/Rocq/AILS/trajectory_const/TypeSpeed_rec.con
\e[0;32mOK
\e[0m 0.01
12257 cic:/Rocq/AILS/trajectory_const/v_cond1.con
\e[0;32mOK
\e[0m 0.01
12258 cic:/Rocq/AILS/trajectory_const/v_cond2.con
\e[0;32mOK
\e[0m 0.01
12259 cic:/Rocq/AILS/trajectory/trajectory/T.var
\e[0;32mOK
\e[0m 0.02
12260 cic:/Rocq/AILS/rrho/rho_lb.con
\e[0;32mOK
\e[0m 0.02
12261 cic:/Rocq/AILS/rrho/rho_ub.con
\e[0;32mOK
\e[0m 0.01
12262 cic:/Rocq/AILS/constants/TimeT_rect.con
\e[0;32mOK
\e[0m 0.01
12263 cic:/Rocq/AILS/constants/val.con
\e[0;32mOK
\e[0m 0.03
12264 cic:/Rocq/AILS/constants/constants/T.var
\e[0;32mOK
\e[0m 0.01
12265 cic:/Rocq/AILS/alpha_no_conflict/alpha_no_conflict/T.var
\e[0;32mOK
\e[0m 0.02
12266 cic:/Paris/ZF/src/couples/axs_Odisj_l.con
\e[0;32mOK
\e[0m 0.01
12267 cic:/Paris/ZF/src/couples/axs_Odisj_r.con
\e[0;32mOK
\e[0m 0.00
12268 cic:/Paris/ZF/src/couples/cart_power.con
\e[0;32mOK
\e[0m 0.01
12269 cic:/Paris/ZF/src/couples/disj_l.con
\e[0;32mOK
\e[0m 0.01
12270 cic:/Paris/ZF/src/couples/disj_r.con
\e[0;32mOK
\e[0m 0.01
12271 cic:/Paris/ZF/src/couples/isTupple.ind
\e[0;32mOK
\e[0m 0.01
12272 cic:/Paris/ZF/src/couples/lem_cartesian_cons.con
\e[0;32mOK
\e[0m 0.09
12273 cic:/Paris/ZF/src/couples/lem_cartesian_propertie.con
\e[0;32mOK
\e[0m 0.10
12274 cic:/Paris/ZF/src/couples/lem_paire_prop2.con
\e[0;32mOK
\e[0m 0.03
12275 cic:/Paris/ZF/src/couples/lem_sing_eq_paire.con
\e[0;32mOK
\e[0m 0.02
12276 cic:/Paris/ZF/src/axs_paire/lem_singleton_propertie.con
\e[0;32mOK
\e[0m 0.03
12277 cic:/Paris/ZF/src/axs_fundation/axs_fundation.con
\e[0;32mOK
\e[0m 0.02
12278 cic:/Paris/ZF/src/axs_fundation/axs_vide_or_not.con
\e[0;32mOK
\e[0m 0.01
12279 cic:/Paris/ZF/src/axs_fundation/lem_sing_not_empty.con
\e[0;32mOK
\e[0m 0.01
12280 cic:/Paris/ZF/src/axs_comprehension/Einter.con
\e[0;32mOK
\e[0m 0.02
12281 cic:/Paris/ZF/src/axs_comprehension/lem_inter_assoc.con
\e[0;32mOK
\e[0m 0.05
12282 cic:/Paris/ZF/src/axs_comprehension/lem_inter_commut.con
\e[0;32mOK
\e[0m 0.02
12283 cic:/Paris/ZF/src/axs_comprehension/lem_inter_dist.con
\e[0;32mOK
\e[0m 0.06
12284 cic:/Paris/ZF/src/axs_comprehension/lem_inter_propertie_lr.con
\e[0;32mOK
\e[0m 0.01
12285 cic:/Paris/ZF/src/axs_comprehension/lem_inter_propertie_rl.con
\e[0;32mOK
\e[0m 0.01
12286 cic:/Paris/ZF/src/axs_comprehension/lem_inter_unicite.con
\e[0;32mOK
\e[0m 0.01
12287 cic:/Paris/ZF/src/axs_comprehension/lem_inter_vide.con
\e[0;32mOK
\e[0m 0.01
12288 cic:/Paris/ZF/src/axs_comprehension/lem_inter_vide_prop.con
\e[0;32mOK
\e[0m 0.02
12289 cic:/Paris/ZF/src/axs_comprehension/lem_paire_not_empty.con
\e[0;32mOK
\e[0m 0.02
12290 cic:/Paris/ZF/src/axs_comprehension/lem_reunion_vide.con
\e[0;32mOK
\e[0m 0.02
12291 cic:/Paris/ZF/src/axs_comprehension/lem_union_dist.con
\e[0;32mOK
\e[0m 0.06
12292 cic:/Paris/ZF/src/axs_comprehension/lem_union_vide.con
\e[0;32mOK
\e[0m 0.01
12293 cic:/Paris/ZF/src/axs_comprehension/lem_vide_is_inc.con
\e[0;32mOK
\e[0m 0.01
12294 cic:/Paris/ZF/src/axs_comprehension/lem_vide_unicite.con
\e[0;32mOK
\e[0m 0.01
12295 cic:/Paris/ZF/src/axs_comprehension/lem_x_inc_vide.con
\e[0;32mOK
\e[0m 0.01
12296 cic:/Paris/ZF/src/axs_comprehension/lem_x_noteq_vide.con
\e[0;32mOK
\e[0m 0.01
12297 cic:/Paris/ZF/src/applications/exp.con
\e[0;32mOK
\e[0m 0.01
12298 cic:/Paris/ZF/src/applications/fun_.con
\e[0;32mOK
\e[0m 0.01
12299 cic:/Paris/ZF/src/ZFrelations/rId.con
\e[0;32mOK
\e[0m 0.02
12300 cic:/Paris/ZF/src/ZFrelations/rImg2.con
\e[0;32mOK
\e[0m 0.01
12301 cic:/Paris/ZF/src/ZFrelations/rdom2.con
\e[0;32mOK
\e[0m 0.01
12302 cic:/Paris/ZF/src/ZFrelations/rel_sig.con
\e[0;32mOK
\e[0m 0.01
12303 cic:/Paris/ZF/src/ZFrelations/rfull.con
\e[0;32mOK
\e[0m 0.01
12304 cic:/Orsay/QArith/Qreals/Q2R.con
\e[0;32mOK
\e[0m 0.03
12305 cic:/Orsay/QArith/QArith_base/Qeq.con
\e[0;32mOK
\e[0m 0.02
12306 cic:/Orsay/QArith/QArith_base/Qle.con
\e[0;32mOK
\e[0m 0.01
12307 cic:/Orsay/QArith/QArith_base/Qlt.con
\e[0;32mOK
\e[0m 0.00
12308 cic:/Orsay/QArith/QArith_base/Qmult.con
\e[0;32mOK
\e[0m 0.01
12309 cic:/Orsay/QArith/QArith_base/times2mult.con
\e[0;32mOK
\e[0m 0.01
12310 cic:/Orsay/Maths/divide/divide.ind
\e[0;32mOK
\e[0m 0.02
12311 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/powerRZ_trivial.con
\e[0;32mOK
\e[0m 0.01
12312 cic:/Orsay/ExactRealArithmetic/definition/B_powerRZ.con
\e[0;32mOK
\e[0m 0.01
12313 cic:/Orsay/ExactRealArithmetic/Zsgn_complemnts/Zsgn_mult.con
\e[0;32mOK
\e[0m 0.02
12314 cic:/Orsay/ExactRealArithmetic/Zarith_operations/IZR_eq_O.con
\e[0;32mOK
\e[0m 0.01
12315 cic:/Orsay/ExactRealArithmetic/Zarith_operations/IZR_trivial.con
\e[0;32mOK
\e[0m 0.01
12316 cic:/Orsay/ExactRealArithmetic/Zabs_complements/Zabs_lt_0.con
\e[0;32mOK
\e[0m 0.02
12317 cic:/Orsay/ExactRealArithmetic/Zabs_complements/Zabs_mult.con
\e[0;32mOK
\e[0m 0.02
12318 cic:/Orsay/ExactRealArithmetic/Rind_complements/sg_ind.con
\e[0;32mOK
\e[0m 0.02
12319 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rle_2_Rlt_2.con
\e[0;32mOK
\e[0m 0.02
12320 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rle_lt_2_lt.con
\e[0;32mOK
\e[0m 0.01
12321 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rlt_2_le_lt_and.con
\e[0;32mOK
\e[0m 0.01
12322 cic:/Orsay/ExactRealArithmetic/Axiomes/gauss_correct.con
\e[0;32mOK
\e[0m 0.01
12323 cic:/Orsay/ExactRealArithmetic/Axiomes/intermediaire.con
\e[0;32mOK
\e[0m 0.01
12324 cic:/Nijmegen/REM/Rem/Lemma1.con
\e[0;32mOK
\e[0m 0.02
12325 cic:/Nijmegen/REM/Rem/closed.con
\e[0;32mOK
\e[0m 0.01
12326 cic:/Nijmegen/QArith/sqrt2/sqrt_q_non_zero.con
\e[0;32mOK
\e[0m 0.01
12327 cic:/Nijmegen/QArith/homographic_correctness/spec_Qhomographic_Qpositive_to_Q_Zopp_subproof.con
\e[0;32mOK
\e[0m 0.02
12328 cic:/Nijmegen/QArith/homographic_correctness/spec_fraction_encoding.con
\e[0;32mOK
\e[0m 0.01
12329 cic:/Nijmegen/QArith/homographic_correctness/spec_positive_fraction_encoding1.con
\e[0;32mOK
\e[0m 0.01
12330 cic:/Nijmegen/QArith/homographic_correctness/spec_positive_fraction_encoding2.con
\e[0;32mOK
\e[0m 0.01
12331 cic:/Nijmegen/QArith/general_Q/Q_tail_Q_neg_subproof.con
\e[0;32mOK
\e[0m 0.05
12332 cic:/Nijmegen/QArith/general_Q/Q_tail_Q_pos_subproof.con
\e[0;32mOK
\e[0m 0.06
12333 cic:/Nijmegen/QArith/general_Q/Q_tail_Qmult.con
\e[0;32mOK
\e[0m 0.03
12334 cic:/Nijmegen/QArith/general_Q/Qle.con
\e[0;32mOK
\e[0m 0.01
12335 cic:/Nijmegen/QArith/general_Q/Qlt_neg_pos.con
\e[0;32mOK
\e[0m 0.01
12336 cic:/Nijmegen/QArith/general_Q/Qlt_neg_zero.con
\e[0;32mOK
\e[0m 0.01
12337 cic:/Nijmegen/QArith/general_Q/Qlt_zero_pos.con
\e[0;32mOK
\e[0m 0.01
12338 cic:/Nijmegen/QArith/general_Q/Qmult_Qopp_left.con
\e[0;32mOK
\e[0m 0.02
12339 cic:/Nijmegen/QArith/general_Q/Qpositive_c_equal_One.con
\e[0;32mOK
\e[0m 0.01
12340 cic:/Nijmegen/QArith/general_Q/Qpositive_dec_One.con
\e[0;32mOK
\e[0m 0.01
12341 cic:/Nijmegen/QArith/general_Q/Qpositive_i_nR.con
\e[0;32mOK
\e[0m 0.01
12342 cic:/Nijmegen/QArith/general_Q/Qsgn_15.con
\e[0;32mOK
\e[0m 0.02
12343 cic:/Nijmegen/QArith/general_Q/Qsgn_29.con
\e[0;32mOK
\e[0m 0.01
12344 cic:/Nijmegen/QArith/general_Q/Qsgn_7_subproof.con
\e[0;32mOK
\e[0m 0.04
12345 cic:/Nijmegen/QArith/general_Q/Qsgn_8_subproof.con
\e[0;32mOK
\e[0m 0.04
12346 cic:/Nijmegen/QArith/general_Q/Z_to_Qopp.con
\e[0;32mOK
\e[0m 0.01
12347 cic:/Nijmegen/QArith/general_Q/Z_to_Qpositive.con
\e[0;32mOK
\e[0m 0.01
12348 cic:/Nijmegen/QArith/general_Q/make_Q.con
\e[0;32mOK
\e[0m 0.01
12349 cic:/Nijmegen/QArith/Zaux/Zabs_mult.con
\e[0;32mOK
\e[0m 0.02
12350 cic:/Nijmegen/QArith/Zaux/Zmult_neg_neg.con
\e[0;32mOK
\e[0m 0.01
12351 cic:/Nijmegen/QArith/Zaux/Zmult_neg_pos.con
\e[0;32mOK
\e[0m 0.01
12352 cic:/Nijmegen/QArith/Zaux/Zmult_pos_neg.con
\e[0;32mOK
\e[0m 0.02
12353 cic:/Nijmegen/QArith/Zaux/Zmult_pos_pos.con
\e[0;32mOK
\e[0m 0.02
12354 cic:/Nijmegen/QArith/Zaux/Zmult_simpl.con
\e[0;32mOK
\e[0m 0.01
12355 cic:/Nijmegen/QArith/Zaux/Zsgn_15.con
\e[0;32mOK
\e[0m 0.01
12356 cic:/Nijmegen/QArith/Zaux/Zsgn_16.con
\e[0;32mOK
\e[0m 0.02
12357 cic:/Nijmegen/QArith/Zaux/Zsgn_17.con
\e[0;32mOK
\e[0m 0.02
12358 cic:/Nijmegen/QArith/Zaux/Zsgn_18.con
\e[0;32mOK
\e[0m 0.02
12359 cic:/Nijmegen/QArith/Zaux/pred_nat.con
\e[0;32mOK
\e[0m 0.01
12360 cic:/Nijmegen/QArith/Zaux/square_pos.con
\e[0;32mOK
\e[0m 0.01
12361 cic:/Nijmegen/QArith/Qquadratic_sign_properties/same_ratio.con
\e[0;32mOK
\e[0m 0.02
12362 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Z8_rect.con
\e[0;32mOK
\e[0m 0.05
12363 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/bin2_lt_is_transitive.con
\e[0;32mOK
\e[0m 0.31
12364 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/bin2_lt_is_well_def_rht.con
\e[0;32mOK
\e[0m 0.06
12365 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/z8crr.con
\e[0;32mOK
\e[0m 0.02
12366 cic:/Nijmegen/QArith/Qpositive/inv_correct.con
\e[0;32mOK
\e[0m 0.06
12367 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z4_rect.con
\e[0;32mOK
\e[0m 0.02
12368 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z_pos_rect.con
\e[0;32mOK
\e[0m 0.01
12369 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/five_non_negative.con
\e[0;32mOK
\e[0m 0.01
12370 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/four_non_negative.con
\e[0;32mOK
\e[0m 0.01
12371 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/one_non_negative.con
\e[0;32mOK
\e[0m 0.01
12372 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/seven_non_negative.con
\e[0;32mOK
\e[0m 0.01
12373 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/six_non_negative.con
\e[0;32mOK
\e[0m 0.01
12374 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/three_non_negative.con
\e[0;32mOK
\e[0m 0.01
12375 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/two_non_negative.con
\e[0;32mOK
\e[0m 0.01
12376 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/z4crr.con
\e[0;32mOK
\e[0m 0.01
12377 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/zposcrr.con
\e[0;32mOK
\e[0m 0.01
12378 cic:/Nijmegen/QArith/Q_order/Q_eq.con
\e[0;32mOK
\e[0m 0.02
12379 cic:/Nijmegen/QArith/Q_order/Q_eq_dec.con
\e[0;32mOK
\e[0m 0.03
12380 cic:/Nijmegen/QArith/Q_order/Q_integral.con
\e[0;32mOK
\e[0m 0.03
12381 cic:/Nijmegen/QArith/Q_order/Qdiv.con
\e[0;32mOK
\e[0m 0.01
12382 cic:/Nijmegen/QArith/Q_order/Qmult_neg.con
\e[0;32mOK
\e[0m 0.01
12383 cic:/Nijmegen/QArith/Q_order/Qmult_zero.con
\e[0;32mOK
\e[0m 0.01
12384 cic:/Nijmegen/QArith/Merge_Order/equality.con
\e[0;32mOK
\e[0m 0.01
12385 cic:/Nijmegen/QArith/Merge_Order/order.con
\e[0;32mOK
\e[0m 0.01
12386 cic:/Nijmegen/QArith/Merge_Order/well_ordering_ind.con
\e[0;32mOK
\e[0m 0.01
12387 cic:/Nijmegen/QArith/Merge_Order/well_ordering_rec.con
\e[0;32mOK
\e[0m 0.01
12388 cic:/Nijmegen/Coqoban/Coqoban_engine/stepeast.con
\e[0;32mOK
\e[0m 0.02
12389 cic:/Nijmegen/Coqoban/Coqoban_engine/stepnorth.con
\e[0;32mOK
\e[0m 0.02
12390 cic:/Nijmegen/Coqoban/Coqoban_engine/stepsouth.con
\e[0;32mOK
\e[0m 0.01
12391 cic:/Nijmegen/Coqoban/Coqoban_engine/stepwest.con
\e[0;32mOK
\e[0m 0.01
12392 cic:/Nancy/FOUnify/term_unif/DIFFELNB_Consv_n_O.con
\e[0;32mOK
\e[0m 0.02
12393 cic:/Nancy/FOUnify/term_unif/DIFFELNB_O.con
\e[0;32mOK
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12394 cic:/Nancy/FOUnify/term_unif/DIFFELNB_diffelnb.con
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12395 cic:/Nancy/FOUnify/term_unif/Headv_REMOVE_Consv_Nilv.con
\e[0;32mOK
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12396 cic:/Nancy/FOUnify/term_unif/IS_IN_Subst_exi_IS_IN.con
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12397 cic:/Nancy/FOUnify/term_unif/REMOVE_remove.con
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12398 cic:/Nancy/FOUnify/term_unif/SUB_sub.con
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12399 cic:/Nancy/FOUnify/term_unif/SUB_subst.con
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12400 cic:/Nancy/FOUnify/term_unif/clos_rect.con
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12401 cic:/Nancy/FOUnify/term_unif/comp_subst.con
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12402 cic:/Nancy/FOUnify/term_unif/diffelnb_ind.con
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12403 cic:/Nancy/FOUnify/term_unif/elem_subst_rect.con
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12404 cic:/Nancy/FOUnify/term_unif/eq_V_stab.con
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12405 cic:/Nancy/FOUnify/term_unif/idempotent.con
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12406 cic:/Nancy/FOUnify/term_unif/inclv_rect.con
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12407 cic:/Nancy/FOUnify/term_unif/infv_ind.con
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12408 cic:/Nancy/FOUnify/term_unif/less_subst.ind
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12409 cic:/Nancy/FOUnify/term_unif/range.ind
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12410 cic:/Nancy/FOUnify/term_unif/remove_REMOVE.con
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12411 cic:/Nancy/FOUnify/term_unif/sig_elem_subst.con
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12412 cic:/Nancy/FOUnify/term_unif/st_inclv_ind.con
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12413 cic:/Nancy/FOUnify/term_unif/sub_SUB.con
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12414 cic:/Nancy/FOUnify/term_unif/trans_SUP.con
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12415 cic:/Nancy/FOUnify/term_unif/under.con
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12416 cic:/Nancy/FOUnify/term_unif/unif.con
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12417 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/C_diff_C.con
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12418 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/ConsArg_diff_ConsArg.con
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12419 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/L_TERM.con
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12420 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/Length_n_O.con
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12421 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/OK_List_queue_nat_ind.con
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12422 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/OK_List_queue_nat_rec.con
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12423 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/Root_diff_Root.con
\e[0;32mOK
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12424 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/SIMPLE_SO.con
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12425 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/SIMPLE_decS.con
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12426 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/V_diff_V.con
\e[0;32mOK
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12427 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/fun_eq_decS.con
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12428 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/l_term.ind
\e[0;32mOK
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12429 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/var_eq_decS.con
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12430 cic:/Nancy/FOUnify/nat_complements/nat_eq_decP.con
\e[0;32mOK
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12431 cic:/Nancy/FOUnify/listv_is_in_lv/IS_IN_LV_Appv1.con
\e[0;32mOK
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12432 cic:/Nancy/FOUnify/listv_is_in_lv/IS_IN_LV_Appv2.con
\e[0;32mOK
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12433 cic:/Nancy/FOUnify/listv_is_in_lv/IS_IN_LV_Appv_IS_IN_LV.con
\e[0;32mOK
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12434 cic:/Nancy/FOUnify/listv_is_in_lv/IS_IN_LV_is_in_lv.con
\e[0;32mOK
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12435 cic:/Nancy/FOUnify/listv_is_in_lv/IS_IN_LV_n_eq.con
\e[0;32mOK
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12436 cic:/Nancy/FOUnify/listv_is_in_lv/is_in_lv_IS_IN_LV.con
\e[0;32mOK
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12437 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/IS_IN_Subst_IS_IN.con
\e[0;32mOK
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12438 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/IS_IN_is_in.con
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12439 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/eq_restriction_s_t.con
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12440 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/eq_restriction_t_s.con
\e[0;32mOK
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12441 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/is_in_IS_IN.con
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12442 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/n_IS_IN_Subst.con
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12443 cic:/Muenchen/Higman/Higman2/L_rect.con
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12444 cic:/Muenchen/Higman/Higman2/R_ind.con
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12445 cic:/Muenchen/Higman/Higman2/R_rec.con
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12446 cic:/Muenchen/Higman/Higman2/T_rect.con
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12447 cic:/Muenchen/Higman/Higman2/good.ind
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12448 cic:/Muenchen/Higman/Higman/L_ind.con
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12449 cic:/Muenchen/Higman/Higman/T_ind.con
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12450 cic:/Muenchen/Higman/Higman/good.ind
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12451 cic:/Muenchen/Higman/Higman/lemma2'.con
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12452 cic:/Muenchen/Higman/Higman/lemma4.con
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12453 cic:/Montevideo/RailroadCrossing/railroad_crossing/EX_Until_ind.con
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12454 cic:/Montevideo/RailroadCrossing/railroad_crossing/Equiv1.con
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12455 cic:/Montevideo/RailroadCrossing/railroad_crossing/Equiv2.con
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12456 cic:/Montevideo/RailroadCrossing/railroad_crossing/Equiv4.con
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12457 cic:/Montevideo/RailroadCrossing/railroad_crossing/Exists_T.ind
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12458 cic:/Montevideo/RailroadCrossing/railroad_crossing/ForAll_T.con
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12459 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inv6.con
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12460 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inv8.con
\e[0;32mOK
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12461 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inv9.con
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12462 cic:/Montevideo/RailroadCrossing/railroad_crossing/InvC'.con
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12463 cic:/Montevideo/RailroadCrossing/railroad_crossing/InvC_ind.con
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12464 cic:/Montevideo/RailroadCrossing/railroad_crossing/InvG'.con
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12465 cic:/Montevideo/RailroadCrossing/railroad_crossing/InvG_ind.con
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12466 cic:/Montevideo/RailroadCrossing/railroad_crossing/InvInside.con
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12467 cic:/Montevideo/RailroadCrossing/railroad_crossing/InvT'.con
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12468 cic:/Montevideo/RailroadCrossing/railroad_crossing/InvT_ind.con
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12469 cic:/Montevideo/RailroadCrossing/railroad_crossing/InvTick.con
\e[0;32mOK
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12470 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inv_SiniTCG.con
\e[0;32mOK
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12471 cic:/Montevideo/RailroadCrossing/railroad_crossing/Posible_ind.con
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12472 cic:/Montevideo/RailroadCrossing/railroad_crossing/RState_T_ind.con
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12473 cic:/Montevideo/RailroadCrossing/railroad_crossing/SafePath_ind.con
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12474 cic:/Montevideo/RailroadCrossing/railroad_crossing/StepsEX.con
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12475 cic:/Montevideo/RailroadCrossing/railroad_crossing/TrC.ind
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12476 cic:/Montevideo/RailroadCrossing/railroad_crossing/TrG.ind
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12477 cic:/Montevideo/RailroadCrossing/railroad_crossing/TrT.ind
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12478 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial10.con
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12479 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial14.con
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12480 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial18.con
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12481 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial19.con
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12482 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial21.con
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12483 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial22.con
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12484 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial23.con
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12485 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial24.con
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12486 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial25.con
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12487 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial26.con
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12488 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial27.con
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12489 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial28.con
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12490 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial30.con
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12491 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial4.con
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12492 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_Iclosed.con
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12493 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_Ifar.con
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12494 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_Iinside.con
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12495 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_Ilowering.con
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12496 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_Inear.con
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12497 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_Iopen.con
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12498 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_Iraising.con
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12499 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_Isc1.con
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12500 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_Isc2.con
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12501 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_Isc3.con
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12502 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_Isc4.con
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12503 cic:/Montevideo/RailroadCrossing/railroad_crossing/isTraceFrom_T.con
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12504 cic:/Montevideo/RailroadCrossing/railroad_crossing/trivial_inv_1.con
\e[0;32mOK
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12505 cic:/Montevideo/RailroadCrossing/railroad_crossing/trivial_inv_3.con
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12506 cic:/Montevideo/RailroadCrossing/railroad_crossing/trivial_inv_4.con
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12507 cic:/Montevideo/RailroadCrossing/railroad_crossing/trivial_inv_5.con
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12508 cic:/Montevideo/FSSecModel/write/Write/s.var
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12509 cic:/Montevideo/FSSecModel/unlink/Unlink/s.var
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12510 cic:/Montevideo/FSSecModel/stat/stat_struct_ind.con
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12511 cic:/Montevideo/FSSecModel/stat/stat_struct_rec.con
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12512 cic:/Montevideo/FSSecModel/stat/Stat/s.var
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12513 cic:/Montevideo/FSSecModel/sscstat/Sscstat/s.var
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12514 cic:/Montevideo/FSSecModel/setACLdata/setACLdata/s.var
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12515 cic:/Montevideo/FSSecModel/rmdir/Rmdir/s.var
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12516 cic:/Montevideo/FSSecModel/readdir/Readdir/s.var
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12517 cic:/Montevideo/FSSecModel/read/Read/s.var
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12518 cic:/Montevideo/FSSecModel/owner_close/NEWRWOC.con
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12519 cic:/Montevideo/FSSecModel/owner_close/Owner_Close/s.var
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12520 cic:/Montevideo/FSSecModel/oscstat/Oscstat/s.var
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12521 cic:/Montevideo/FSSecModel/open/Open/s.var
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12522 cic:/Montevideo/FSSecModel/mkdir/Mkdir/s.var
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12523 cic:/Montevideo/FSSecModel/delUsrGrpFromAcl/DelUsrGrpFromAcl/s.var
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12524 cic:/Montevideo/FSSecModel/create/Create/s.var
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12525 cic:/Montevideo/FSSecModel/close/NEWRW.con
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12526 cic:/Montevideo/FSSecModel/close/Close/s.var
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12527 cic:/Montevideo/FSSecModel/chsubsc/Chsubsc/s.var
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12528 cic:/Montevideo/FSSecModel/chown/Chown/NEW_GRP.var
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12529 cic:/Montevideo/FSSecModel/chown/Chown/s.var
\e[0;32mOK
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12530 cic:/Montevideo/FSSecModel/chobjsc/Chobjsc/s.var
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12531 cic:/Montevideo/FSSecModel/chmod/Chmod/s.var
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12532 cic:/Montevideo/FSSecModel/addUsrGrpToAcl/AddUsrGrpToAcl/s.var
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12533 cic:/Montevideo/FSSecModel/aclstat/Aclstat/s.var
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12534 cic:/Montevideo/FSSecModel/SFSstate/AccessCtrlListData_ind.con
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12535 cic:/Montevideo/FSSecModel/SFSstate/AccessCtrlListData_rec.con
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12536 cic:/Montevideo/FSSecModel/SFSstate/AddEq1.con
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12537 cic:/Montevideo/FSSecModel/SFSstate/AddRemEq.con
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12538 cic:/Montevideo/FSSecModel/SFSstate/AllGrp.con
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12539 cic:/Montevideo/FSSecModel/SFSstate/DIRCONTeq_dec.con
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12540 cic:/Montevideo/FSSecModel/SFSstate/FILECONTeq_dec.con
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12541 cic:/Montevideo/FSSecModel/SFSstate/InDOMWhenAdd.con
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12542 cic:/Montevideo/FSSecModel/SFSstate/IsPARTFUNC.con
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12543 cic:/Montevideo/FSSecModel/SFSstate/NotInDOMIsUndef.con
\e[0;32mOK
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12544 cic:/Montevideo/FSSecModel/SFSstate/OBJeq_dec.con
\e[0;32mOK
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12545 cic:/Montevideo/FSSecModel/SFSstate/ReadersWriters_ind.con
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12546 cic:/Montevideo/FSSecModel/SFSstate/ReadersWriters_rec.con
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12547 cic:/Montevideo/FSSecModel/SFSstate/RootGrp.con
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12548 cic:/Montevideo/FSSecModel/SFSstate/SFSstate_rect.con
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12549 cic:/Montevideo/FSSecModel/SFSstate/SecAdmGrp.con
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12550 cic:/Montevideo/FSSecModel/SFSstate/SecClass_ind.con
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12551 cic:/Montevideo/FSSecModel/SFSstate/SecClass_rec.con
\e[0;32mOK
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12552 cic:/Montevideo/FSSecModel/SFSstate/acl.con
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12553 cic:/Montevideo/FSSecModel/SFSstate/directories.con
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12554 cic:/Montevideo/FSSecModel/SFSstate/domSSC.con
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12555 cic:/Montevideo/FSSecModel/SFSstate/eq_sc.con
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12556 cic:/Montevideo/FSSecModel/SFSstate/files.con
\e[0;32mOK
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12557 cic:/Montevideo/FSSecModel/SFSstate/groups.con
\e[0;32mOK
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12558 cic:/Montevideo/FSSecModel/SFSstate/le_sc.con
\e[0;32mOK
\e[0m 0.01
12559 cic:/Montevideo/FSSecModel/SFSstate/objectSC.con
\e[0;32mOK
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12560 cic:/Montevideo/FSSecModel/SFSstate/primaryGrp.con
\e[0;32mOK
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12561 cic:/Montevideo/FSSecModel/SFSstate/ransecmat.con
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12562 cic:/Montevideo/FSSecModel/SFSstate/secmat.con
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12563 cic:/Montevideo/FSSecModel/SFSstate/subjectSC.con
\e[0;32mOK
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12564 cic:/Montevideo/FSSecModel/ModelProperties/AclChanged.ind
\e[0;32mOK
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12565 cic:/Montevideo/FSSecModel/ModelProperties/SecClassChanged.ind
\e[0;32mOK
\e[0m 0.01
12566 cic:/Montevideo/FSSecModel/ModelProperties/UNIXAttrChanged.ind
\e[0;32mOK
\e[0m 0.02
12567 cic:/Montevideo/FSSecModel/ModelLemmas/defaultState.con
\e[0;32mOK
\e[0m 0.02
12568 cic:/Montevideo/FSSecModel/ListSet/set_add_intro.con
\e[0;32mOK
\e[0m 0.02
12569 cic:/Montevideo/FSSecModel/ListSet/set_diff_elim1.con
\e[0;32mOK
\e[0m 0.02
12570 cic:/Montevideo/FSSecModel/ListSet/set_diff_intro.con
\e[0;32mOK
\e[0m 0.02
12571 cic:/Montevideo/FSSecModel/ListSet/set_inter_elim1.con
\e[0;32mOK
\e[0m 0.02
12572 cic:/Montevideo/FSSecModel/ListSet/set_inter_elim2.con
\e[0;32mOK
\e[0m 0.02
12573 cic:/Montevideo/FSSecModel/ListSet/set_inter_intro.con
\e[0;32mOK
\e[0m 0.03
12574 cic:/Montevideo/FSSecModel/ListSet/set_power.con
\e[0;32mOK
\e[0m 0.01
12575 cic:/Montevideo/FSSecModel/ListSet/set_union_elim.con
\e[0;32mOK
\e[0m 0.02
12576 cic:/Montevideo/FSSecModel/ListSet/set_union_intro1.con
\e[0;32mOK
\e[0m 0.01
12577 cic:/Montevideo/FSSecModel/ListSet/set_union_intro2.con
\e[0;32mOK
\e[0m 0.02
12578 cic:/Montevideo/FSSecModel/ListFunctions/AllWaysIncluded.con
\e[0;32mOK
\e[0m 0.02
12579 cic:/Montevideo/FSSecModel/ListFunctions/Set_add1.con
\e[0;32mOK
\e[0m 0.01
12580 cic:/Montevideo/FSSecModel/InitialState/InitState.con
\e[0;32mOK
\e[0m 0.01
12581 cic:/Montevideo/FSSecModel/DACandMAC/IsUNIXOwner.ind
\e[0;32mOK
\e[0m 0.02
12582 cic:/Montevideo/FSSecModel/DACandMAC/Preconditions/s.var
\e[0;32mOK
\e[0m 0.01
12583 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/ChsubscPSS1.con
\e[0;32mOK
\e[0m 0.02
12584 cic:/Montevideo/CtlTctl/tctl/isTraceFrom_T.con
\e[0;32mOK
\e[0m 0.02
12585 cic:/Montevideo/CtlTctl/ctl/Always.con
\e[0;32mOK
\e[0m 0.02
12586 cic:/Montevideo/CtlTctl/ctl/ConsTrace.con
\e[0;32mOK
\e[0m 0.08
12587 cic:/Montevideo/CtlTctl/ctl/EX_Until.ind
\e[0;32mOK
\e[0m 0.01
12588 cic:/Montevideo/CtlTctl/ctl/FA_Until.con
\e[0;32mOK
\e[0m 0.01
12589 cic:/Montevideo/CtlTctl/ctl/Inevitable.con
\e[0;32mOK
\e[0m 0.01
12590 cic:/Montevideo/CtlTctl/ctl/Posible.ind
\e[0;32mOK
\e[0m 0.01
12591 cic:/Montevideo/CtlTctl/ctl/SafePath.ind
\e[0;32mOK
\e[0m 0.01
12592 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/Conj.con
\e[0;32mOK
\e[0m 0.02
12593 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/Exists_T.ind
\e[0;32mOK
\e[0m 0.01
12594 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/Exists_from.con
\e[0;32mOK
\e[0m 0.01
12595 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/Exists_ind.con
\e[0;32mOK
\e[0m 0.01
12596 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/ForAll_EX.con
\e[0;32mOK
\e[0m 0.02
12597 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/ForAll_T.con
\e[0;32mOK
\e[0m 0.01
12598 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/ForAll_from.con
\e[0;32mOK
\e[0m 0.01
12599 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/Mon_I.con
\e[0;32mOK
\e[0m 0.01
12600 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/Mon_I_EX.con
\e[0;32mOK
\e[0m 0.01
12601 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/RState_T_ind.con
\e[0;32mOK
\e[0m 0.01
12602 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/RState_Trans.con
\e[0;32mOK
\e[0m 0.01
12603 cic:/Marseille/LTL/safety/always_idempotence.con
\e[0;32mOK
\e[0m 0.02
12604 cic:/Marseille/LTL/ltl/fairness.con
\e[0;32mOK
\e[0m 0.01
12605 cic:/Marseille/LTL/ltl/fairstr.con
\e[0;32mOK
\e[0m 0.01
12606 cic:/Marseille/LTL/ltl/invariant.con
\e[0;32mOK
\e[0m 0.01
12607 cic:/Marseille/LTL/ltl/is_always_followed.con
\e[0;32mOK
\e[0m 0.01
12608 cic:/Marseille/LTL/ltl/leads_to_via.con
\e[0;32mOK
\e[0m 0.01
12609 cic:/Marseille/LTL/ltl/none_or_one_step_ind.con
\e[0;32mOK
\e[0m 0.01
12610 cic:/Marseille/LTL/ltl/once_always.con
\e[0;32mOK
\e[0m 0.01
12611 cic:/Marseille/LTL/ltl/trace.con
\e[0;32mOK
\e[0m 0.01
12612 cic:/Marseille/LTL/liveness/eventually_until.con
\e[0;32mOK
\e[0m 0.02
12613 cic:/Marseille/LTL/liveness/followed_until.con
\e[0;32mOK
\e[0m 0.02
12614 cic:/Marseille/LTL/liveness/until_eventually.con
\e[0;32mOK
\e[0m 0.02
12615 cic:/Marseille/LTL/congruence/implies_always.con
\e[0;32mOK
\e[0m 0.09
12616 cic:/Marseille/LTL/congruence/implies_eventually.con
\e[0;32mOK
\e[0m 0.04
12617 cic:/Marseille/LTL/congruence/implies_until.con
\e[0;32mOK
\e[0m 0.07
12618 cic:/Marseille/LTL/congruence/invariant_implies.con
\e[0;32mOK
\e[0m 0.01
12619 cic:/Marseille/LTL/congruence/lift_implies_stream.con
\e[0;32mOK
\e[0m 0.01
12620 cic:/Marseille/GC/safety/sweepnogrey/sweep_no_greys_init.con
\e[0;32mOK
\e[0m 0.02
12621 cic:/Marseille/GC/safety/safety/invariant_safety.con
\e[0;32mOK
\e[0m 0.02
12622 cic:/Marseille/GC/safety/safety/invariant_safety_and.con
\e[0;32mOK
\e[0m 0.01
12623 cic:/Marseille/GC/safety/rtgreyorblack/black_grey_node.con
\e[0;32mOK
\e[0m 0.06
12624 cic:/Marseille/GC/safety/rtgreyorblack/free_white_node.con
\e[0;32mOK
\e[0m 0.02
12625 cic:/Marseille/GC/safety/rtgreyorblack/rt_grey_or_black_init.con
\e[0;32mOK
\e[0m 0.01
12626 cic:/Marseille/GC/safety/nogreyaccnblackn/nogrey_accn_imp_blackn_init.con
\e[0;32mOK
\e[0m 0.04
12627 cic:/Marseille/GC/safety/noedgeblacktowhite/imp2.con
\e[0;32mOK
\e[0m 0.02
12628 cic:/Marseille/GC/safety/noedgeblacktowhite/no_edge_black_to_white_init.con
\e[0;32mOK
\e[0m 0.01
12629 cic:/Marseille/GC/reachable/reachable/reach_notacc.con
\e[0;32mOK
\e[0m 0.20
12630 cic:/Marseille/GC/mesure/white_card/init_white.con
\e[0;32mOK
\e[0m 0.08
12631 cic:/Marseille/GC/mesure/safe_card/conj_inv.con
\e[0;32mOK
\e[0m 0.02
12632 cic:/Marseille/GC/mesure/safe_card/inv_conj.con
\e[0;32mOK
\e[0m 0.01
12633 cic:/Marseille/GC/mesure/safe_card/inv_conj_mes.con
\e[0;32mOK
\e[0m 0.01
12634 cic:/Marseille/GC/mesure/mesure/mesure_ind.con
\e[0;32mOK
\e[0m 0.02
12635 cic:/Marseille/GC/mesure/grey_card/init_grey.con
\e[0;32mOK
\e[0m 0.03
12636 cic:/Marseille/GC/mesure/grey_card/initcol_grey.con
\e[0;32mOK
\e[0m 0.06
12637 cic:/Marseille/GC/mesure/black_card/init_black.con
\e[0;32mOK
\e[0m 0.04
12638 cic:/Marseille/GC/logique/LTL/always_always_bis.con
\e[0;32mOK
\e[0m 0.01
12639 cic:/Marseille/GC/logique/LTL/always_implies_always.con
\e[0;32mOK
\e[0m 0.07
12640 cic:/Marseille/GC/logique/LTL/always_implies_always_stream.con
\e[0;32mOK
\e[0m 0.06
12641 cic:/Marseille/GC/logique/LTL/and_always.con
\e[0;32mOK
\e[0m 0.01
12642 cic:/Marseille/GC/logique/LTL/eventually_implies_eventually.con
\e[0;32mOK
\e[0m 0.01
12643 cic:/Marseille/GC/logique/LTL/eventually_until.con
\e[0;32mOK
\e[0m 0.01
12644 cic:/Marseille/GC/logique/LTL/fairness.con
\e[0;32mOK
\e[0m 0.01
12645 cic:/Marseille/GC/logique/LTL/fairstr.con
\e[0;32mOK
\e[0m 0.01
12646 cic:/Marseille/GC/logique/LTL/followed_until.con
\e[0;32mOK
\e[0m 0.02
12647 cic:/Marseille/GC/logique/LTL/implies_inf_often.con
\e[0;32mOK
\e[0m 0.04
12648 cic:/Marseille/GC/logique/LTL/inv_implies_inf_often.con
\e[0;32mOK
\e[0m 0.10
12649 cic:/Marseille/GC/logique/LTL/invariant.con
\e[0;32mOK
\e[0m 0.01
12650 cic:/Marseille/GC/logique/LTL/is_always_followed.con
\e[0;32mOK
\e[0m 0.01
12651 cic:/Marseille/GC/logique/LTL/leads_to_via.con
\e[0;32mOK
\e[0m 0.01
12652 cic:/Marseille/GC/logique/LTL/none_or_one_step_ind.con
\e[0;32mOK
\e[0m 0.01
12653 cic:/Marseille/GC/logique/LTL/trace.con
\e[0;32mOK
\e[0m 0.00
12654 cic:/Marseille/GC/logique/LTL/until_eventually.con
\e[0;32mOK
\e[0m 0.01
12655 cic:/Marseille/GC/logique/LTL/until_implies_until.con
\e[0;32mOK
\e[0m 0.01
12656 cic:/Marseille/GC/logique/LTL/until_implies_until_state.con
\e[0;32mOK
\e[0m 0.01
12657 cic:/Marseille/GC/logique/LTL/until_implies_until_stream.con
\e[0;32mOK
\e[0m 0.01
12658 cic:/Marseille/GC/liveness/until_zero/measure.con
\e[0;32mOK
\e[0m 0.02
12659 cic:/Marseille/GC/liveness/notacc_white_ancestor/equivalent_def.con
\e[0;32mOK
\e[0m 0.03
12660 cic:/Marseille/GC/liveness/notacc_init/notacc_black_nomeasure.con
\e[0;32mOK
\e[0m 0.01
12661 cic:/Marseille/GC/liveness/notacc_init/notacc_black_nomeasure_formula.con
\e[0;32mOK
\e[0m 0.01
12662 cic:/Marseille/GC/liveness/notacc_init/null_measure_grey_white.con
\e[0;32mOK
\e[0m 0.02
12663 cic:/Marseille/GC/liveness/notacc_black_nogrey/equiv_def.con
\e[0;32mOK
\e[0m 0.03
12664 cic:/Marseille/GC/liveness/notacc_black_nogrey/notacc_black_nomeasure_formula.con
\e[0;32mOK
\e[0m 0.01
12665 cic:/Marseille/GC/liveness/liveness/and_inv.con
\e[0;32mOK
\e[0m 0.02
12666 cic:/Marseille/GC/liveness/liveness/card_grey_rt.con
\e[0;32mOK
\e[0m 0.03
12667 cic:/Marseille/GC/liveness/fairstr/exist_update_color.con
\e[0;32mOK
\e[0m 0.02
12668 cic:/Marseille/GC/liveness/fairstr/exist_update_init_color.con
\e[0;32mOK
\e[0m 0.10
12669 cic:/Marseille/GC/lib_arith/lib_plus/plus_O_O.con
\e[0;32mOK
\e[0m 0.02
12670 cic:/Marseille/GC/lib_arith/lib_plus/pred_plus_S.con
\e[0;32mOK
\e[0m 0.02
12671 cic:/Marseille/GC/lemma_step/lemma_step/ind.con
\e[0;32mOK
\e[0m 0.03
12672 cic:/Marseille/GC/lemma_step/lemma_mark/grey_ancestor_col.con
\e[0;32mOK
\e[0m 0.06
12673 cic:/Marseille/GC/lemma_step/lemma_mark/grey_white.con
\e[0;32mOK
\e[0m 0.04
12674 cic:/Marseille/GC/lemma_step/lemma_mark/greynode_notfrees_notfreet.con
\e[0;32mOK
\e[0m 0.05
12675 cic:/Marseille/GC/lemma_step/lemma_free/updatecolor_blacks_blackt.con
\e[0;32mOK
\e[0m 0.02
12676 cic:/Marseille/GC/gc/gc/add_edge_ind.con
\e[0;32mOK
\e[0m 0.02
12677 cic:/Marseille/GC/gc/gc/alloc_ind.con
\e[0;32mOK
\e[0m 0.01
12678 cic:/Marseille/GC/gc/gc/gc_call_ind.con
\e[0;32mOK
\e[0m 0.01
12679 cic:/Marseille/GC/gc/gc/gc_end_rect.con
\e[0;32mOK
\e[0m 0.01
12680 cic:/Marseille/GC/gc/gc/gc_free1_ind.con
\e[0;32mOK
\e[0m 0.01
12681 cic:/Marseille/GC/gc/gc/gc_free_ind.con
\e[0;32mOK
\e[0m 0.01
12682 cic:/Marseille/GC/gc/gc/gc_stop_rect.con
\e[0;32mOK
\e[0m 0.01
12683 cic:/Marseille/GC/gc/gc/mark_node_rect.con
\e[0;32mOK
\e[0m 0.01
12684 cic:/Marseille/GC/gc/gc/remove_edge_ind.con
\e[0;32mOK
\e[0m 0.01
12685 cic:/Marseille/GC/gc/gc/transition.ind
\e[0;32mOK
\e[0m 0.02
12686 cic:/Marseille/GC/card/card/card_inv.con
\e[0;32mOK
\e[0m 0.04
12687 cic:/Marseille/CCS/Trans_Sys/Hint_Trans.con
\e[0;32mOK
\e[0m 0.08
12688 cic:/Marseille/CCS/Trans_Sys/deriv_tau_left.con
\e[0;32mOK
\e[0m 0.01
12689 cic:/Marseille/CCS/Trans_Sys/deriv_tau_right.con
\e[0;32mOK
\e[0m 0.01
12690 cic:/Marseille/CCS/Trans_Sys/obs_eq1_obs_eq.con
\e[0;32mOK
\e[0m 0.02
12691 cic:/Marseille/CCS/Trans_Sys/obs_weak.con
\e[0;32mOK
\e[0m 0.03
12692 cic:/Marseille/CCS/Trans_Sys/refl_obs_eq.con
\e[0;31mFAIL
\e[0m
12693 cic:/Marseille/CCS/Trans_Sys/strong_obs.con
\e[0;31mFAIL
\e[0m
12694 cic:/Marseille/CCS/Trans_Sys/sym_obs_eq.con
\e[0;31mFAIL
\e[0m
12695 cic:/Marseille/CCS/Trans_Sys/weak_eq_deriv.con
\e[0;32mOK
\e[0m 0.08
12696 cic:/Lyon/STREAMS/GfpStreams/specif.con
\e[0;32mOK
\e[0m 0.02
12697 cic:/Lyon/STREAMS/GfpStreams/tail.con
\e[0;32mOK
\e[0m 0.01
12698 cic:/Lyon/STREAMS/Eratosthene/divinf_ind.con
\e[0;32mOK
\e[0m 0.02
12699 cic:/Lyon/STREAMS/Eratosthene/nondivinf.ind
\e[0;32mOK
\e[0m 0.01
12700 cic:/Lyon/PROCESSES/INTERPRETER/Processes/Action_ind.con
\e[0;32mOK
\e[0m 0.02
12701 cic:/Lyon/PROCESSES/INTERPRETER/Processes/Action_rec.con
\e[0;32mOK
\e[0m 0.01
12702 cic:/Lyon/PROCESSES/INTERPRETER/Processes/Process_ind.con
\e[0;32mOK
\e[0m 0.01
12703 cic:/Lyon/PROCESSES/INTERPRETER/Processes/Process_rec.con
\e[0;32mOK
\e[0m 0.01
12704 cic:/Lyon/PROCESSES/INTERPRETER/Processes/SafeProcTrans_ind.con
\e[0;32mOK
\e[0m 0.04
12705 cic:/Lyon/PROCESSES/INTERPRETER/Processes/UnrelProcTrans_ind.con
\e[0;32mOK
\e[0m 0.04
12706 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/Result.ind
\e[0;32mOK
\e[0m 0.02
12707 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/Trace.ind
\e[0;32mOK
\e[0m 0.01
12708 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/Wright_ind.con
\e[0;32mOK
\e[0m 0.02
12709 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/listen.con
\e[0;32mOK
\e[0m 0.05
12710 cic:/Lyon/PROCESSES/ABP/TRACES/Protocol/ABP.con
\e[0;31mFAIL
\e[0m
12711 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/ACAction_ind.con
\e[0;32mOK
\e[0m 0.02
12712 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/ACAction_rec.con
\e[0;32mOK
\e[0m 0.01
12713 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Always.ind
\e[0;32mOK
\e[0m 0.01
12714 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Evt.ind
\e[0;32mOK
\e[0m 0.01
12715 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/SafeProcTrans_ind.con
\e[0;32mOK
\e[0m 0.04
12716 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/UnrelProcTrans_ind.con
\e[0;32mOK
\e[0m 0.04
12717 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Wittness.ind
\e[0;32mOK
\e[0m 0.01
12718 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/PAR_Sinv.con
\e[0;32mOK
\e[0m 0.25
12719 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/PAR_SinvL.con
\e[0;32mOK
\e[0m 0.22
12720 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/PAR_SinvT.con
\e[0;32mOK
\e[0m 0.25
12721 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/PAR_Uinv.con
\e[0;32mOK
\e[0m 0.33
12722 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/PAR_UinvL.con
\e[0;32mOK
\e[0m 0.28
12723 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/PAR_UinvT.con
\e[0;32mOK
\e[0m 0.33
12724 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/disc_fun.con
\e[0;32mOK
\e[0m 0.02
12725 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/disc_mess.con
\e[0;32mOK
\e[0m 0.01
12726 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/unfold_ACK.con
\e[0;31mFAIL
\e[0m
12727 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/unfold_ACKING.con
\e[0;31mFAIL
\e[0m
12728 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/unfold_OUT.con
\e[0;31mFAIL
\e[0m
12729 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/unfold_SEND.con
\e[0;31mFAIL
\e[0m
12730 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/unfold_SENDING.con
\e[0;31mFAIL
\e[0m
12731 cic:/Lyon/PROCESSES/ABP/TRACES/Hypotheses/Exceptions.ind
\e[0;31mFAIL
\e[0m
12732 cic:/Lyon/PROCESSES/ABP/TRACES/Hypotheses/Trans.con
\e[0;32mOK
\e[0m 0.01
12733 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Protocol/ABP.con
\e[0;31mFAIL
\e[0m
12734 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/ACAction_ind.con
\e[0;32mOK
\e[0m 0.02
12735 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/ACAction_rec.con
\e[0;32mOK
\e[0m 0.01
12736 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/SafeProcTrans_ind.con
\e[0;32mOK
\e[0m 0.04
12737 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/UnrelProcTrans_ind.con
\e[0;32mOK
\e[0m 0.04
12738 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/weak_derivative.ind
\e[0;32mOK
\e[0m 0.01
12739 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/PAR_Sinv.con
\e[0;32mOK
\e[0m 0.21
12740 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/PAR_SinvL.con
\e[0;32mOK
\e[0m 0.17
12741 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/PAR_SinvT.con
\e[0;32mOK
\e[0m 0.19
12742 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/PAR_Uinv.con
\e[0;32mOK
\e[0m 0.27
12743 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/PAR_UinvL.con
\e[0;32mOK
\e[0m 1.07
12744 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/PAR_UinvT.con
\e[0;32mOK
\e[0m 0.30
12745 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/disc_fun.con
\e[0;32mOK
\e[0m 0.01
12746 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/disc_mess.con
\e[0;32mOK
\e[0m 0.01
12747 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/unfold_ACK.con
\e[0;31mFAIL
\e[0m
12748 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/unfold_ACKING.con
\e[0;31mFAIL
\e[0m
12749 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/unfold_OUT.con
\e[0;31mFAIL
\e[0m
12750 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/unfold_REPEAT.con
\e[0;31mFAIL
\e[0m
12751 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/unfold_SEND.con
\e[0;31mFAIL
\e[0m
12752 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/unfold_SENDING.con
\e[0;31mFAIL
\e[0m
12753 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Hypotheses/Trans.con
\e[0;32mOK
\e[0m 0.02
12754 cic:/Lyon/IEEE754/Registers/register_of_entier.con
\e[0;32mOK
\e[0m 0.02
12755 cic:/Lyon/IEEE754/IEEE754_def/dig_l.con
\e[0;32mOK
\e[0m 0.02
12756 cic:/Lyon/IEEE754/IEEE754_def/exp_l.con
\e[0;32mOK
\e[0m 0.01
12757 cic:/Lyon/GRAPHS-BASICS/Vertices/V_differ_empty.con
\e[0;32mOK
\e[0m 0.01
12758 cic:/Lyon/GRAPHS-BASICS/Vertices/V_empty_nothing.con
\e[0;32mOK
\e[0m 0.01
12759 cic:/Lyon/GRAPHS-BASICS/Vertices/V_enumerable_sum.con
\e[0;32mOK
\e[0m 0.01
12760 cic:/Lyon/GRAPHS-BASICS/Vertices/V_set_diff_commut.con
\e[0;32mOK
\e[0m 0.01
12761 cic:/Lyon/GRAPHS-BASICS/Vertices/V_single_disjoint.con
\e[0;32mOK
\e[0m 0.01
12762 cic:/Lyon/GRAPHS-BASICS/Vertices/V_single_equal_single.con
\e[0;32mOK
\e[0m 0.01
12763 cic:/Lyon/GRAPHS-BASICS/Vertices/V_union_dec.con
\e[0;32mOK
\e[0m 0.01
12764 cic:/Lyon/GRAPHS-BASICS/Vertices/V_union_inversion.con
\e[0;32mOK
\e[0m 0.01
12765 cic:/Lyon/GRAPHS-BASICS/Vertices/V_union_inversion2.con
\e[0;32mOK
\e[0m 0.01
12766 cic:/Lyon/GRAPHS-BASICS/Trees/Tree_ind.con
\e[0;31mFAIL
\e[0m
12767 cic:/Lyon/GRAPHS-BASICS/Trees/Tree_rec.con
\e[0;31mFAIL
\e[0m
12768 cic:/Lyon/GRAPHS-BASICS/Sets/Single_single_disjoint.con
\e[0;32mOK
\e[0m 0.02
12769 cic:/Lyon/GRAPHS-BASICS/Paths/Path.ind
\e[0;32mOK
\e[0m 0.02
12770 cic:/Lyon/GRAPHS-BASICS/Paths/Trail.ind
\e[0;32mOK
\e[0m 0.01
12771 cic:/Lyon/GRAPHS-BASICS/Paths/Walk.ind
\e[0;32mOK
\e[0m 0.01
12772 cic:/Lyon/GRAPHS-BASICS/Paths/REVERSE_WALK/g.var
\e[0;31mFAIL
\e[0m
12773 cic:/Lyon/GRAPHS-BASICS/Paths/PATH_AND_DEGREE/g.var
\e[0;31mFAIL
\e[0m
12774 cic:/Lyon/GRAPHS-BASICS/Graphs/GA_list.con
\e[0;31mFAIL
\e[0m
12775 cic:/Lyon/GRAPHS-BASICS/Graphs/GE_list.con
\e[0;31mFAIL
\e[0m
12776 cic:/Lyon/GRAPHS-BASICS/Graphs/GV_list.con
\e[0;31mFAIL
\e[0m
12777 cic:/Lyon/GRAPHS-BASICS/Graphs/Graph_ind.con
\e[0;31mFAIL
\e[0m
12778 cic:/Lyon/GRAPHS-BASICS/Graphs/Graph_rec.con
\e[0;31mFAIL
\e[0m
12779 cic:/Lyon/GRAPHS-BASICS/Edges/E_eq_not_in'.con
\e[0;32mOK
\e[0m 0.03
12780 cic:/Lyon/GRAPHS-BASICS/Edges/E_eq_not_in.con
\e[0;32mOK
\e[0m 0.03
12781 cic:/Lyon/GRAPHS-BASICS/Edges/E_inter_empty.con
\e[0;32mOK
\e[0m 0.09
12782 cic:/Lyon/GRAPHS-BASICS/Edges/E_set_diff2.con
\e[0;32mOK
\e[0m 0.02
12783 cic:/Lyon/GRAPHS-BASICS/Edges/E_set_diff_eq.con
\e[0;32mOK
\e[0m 0.01
12784 cic:/Lyon/GRAPHS-BASICS/Edges/E_union_absorb.con
\e[0;32mOK
\e[0m 0.01
12785 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_path.ind
\e[0;32mOK
\e[0m 0.01
12786 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_trail.ind
\e[0;32mOK
\e[0m 0.01
12787 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_walk.ind
\e[0;32mOK
\e[0m 0.01
12788 cic:/Lyon/GRAPHS-BASICS/Digraphs/DA_list.con
\e[0;31mFAIL
\e[0m
12789 cic:/Lyon/GRAPHS-BASICS/Digraphs/DV_list.con
\e[0;31mFAIL
\e[0m
12790 cic:/Lyon/GRAPHS-BASICS/Digraphs/Digraph_ind.con
\e[0;31mFAIL
\e[0m
12791 cic:/Lyon/GRAPHS-BASICS/Digraphs/Digraph_rec.con
\e[0;31mFAIL
\e[0m
12792 cic:/Lyon/GRAPHS-BASICS/Degrees/In_neighbor.con
\e[0;32mOK
\e[0m 0.02
12793 cic:/Lyon/GRAPHS-BASICS/Degrees/Neighbor.con
\e[0;32mOK
\e[0m 0.01
12794 cic:/Lyon/GRAPHS-BASICS/Degrees/Out_neighbor.con
\e[0;32mOK
\e[0m 0.01
12795 cic:/Lyon/GRAPHS-BASICS/Degrees/isolated.con
\e[0;31mFAIL
\e[0m
12796 cic:/Lyon/GRAPHS-BASICS/Degrees/pendant.con
\e[0;31mFAIL
\e[0m
12797 cic:/Lyon/GRAPHS-BASICS/Connected/A_included_union'.con
\e[0;32mOK
\e[0m 0.01
12798 cic:/Lyon/GRAPHS-BASICS/Connected/Connected_ind.con
\e[0;31mFAIL
\e[0m
12799 cic:/Lyon/GRAPHS-BASICS/Connected/Connected_rec.con
\e[0;31mFAIL
\e[0m
12800 cic:/Lyon/GRAPHS-BASICS/Connected/V_included_union'.con
\e[0;32mOK
\e[0m 0.02
12801 cic:/Lyon/GRAPHS-BASICS/Arcs/A_differ_empty.con
\e[0;32mOK
\e[0m 0.02
12802 cic:/Lyon/GRAPHS-BASICS/Arcs/A_empty_nothing.con
\e[0;32mOK
\e[0m 0.01
12803 cic:/Lyon/GRAPHS-BASICS/Arcs/A_enumerable_sum.con
\e[0;32mOK
\e[0m 0.01
12804 cic:/Lyon/GRAPHS-BASICS/Arcs/A_set_diff_commut.con
\e[0;32mOK
\e[0m 0.02
12805 cic:/Lyon/GRAPHS-BASICS/Arcs/A_single_disjoint.con
\e[0;32mOK
\e[0m 0.01
12806 cic:/Lyon/GRAPHS-BASICS/Arcs/A_single_equal_single.con
\e[0;32mOK
\e[0m 0.01
12807 cic:/Lyon/GRAPHS-BASICS/Arcs/A_union_dec.con
\e[0;32mOK
\e[0m 0.01
12808 cic:/Lyon/GRAPHS-BASICS/Arcs/A_union_inversion.con
\e[0;32mOK
\e[0m 0.01
12809 cic:/Lyon/GRAPHS-BASICS/Arcs/A_union_inversion2.con
\e[0;32mOK
\e[0m 0.01
12810 cic:/Lyon/GRAPHS-BASICS/Acyclic/Acyclic_ind.con
\e[0;31mFAIL
\e[0m
12811 cic:/Lyon/GRAPHS-BASICS/Acyclic/Acyclic_rec.con
\e[0;31mFAIL
\e[0m
12812 cic:/Lyon/FIRING-SQUAD/trapeze/R5.con
\e[0;32mOK
\e[0m 0.02
12813 cic:/Lyon/FIRING-SQUAD/sommet/R4.con
\e[0;32mOK
\e[0m 0.02
12814 cic:/Lyon/FIRING-SQUAD/sommet/R6.con
\e[0;32mOK
\e[0m 0.01
12815 cic:/Lyon/FIRING-SQUAD/geom/Diag'_ind.con
\e[0;32mOK
\e[0m 0.02
12816 cic:/Lyon/FIRING-SQUAD/geom/Diag'_rec.con
\e[0;32mOK
\e[0m 0.01
12817 cic:/Lyon/FIRING-SQUAD/geom/Diag_ind.con
\e[0;32mOK
\e[0m 0.01
12818 cic:/Lyon/FIRING-SQUAD/geom/Diag_rec.con
\e[0;32mOK
\e[0m 0.01
12819 cic:/Lyon/FIRING-SQUAD/geom/Horizontale_t0_ind.con
\e[0;32mOK
\e[0m 0.01
12820 cic:/Lyon/FIRING-SQUAD/geom/Horizontale_t0_rec.con
\e[0;32mOK
\e[0m 0.01
12821 cic:/Lyon/FIRING-SQUAD/geom/Horizontale_t1_ind.con
\e[0;32mOK
\e[0m 0.01
12822 cic:/Lyon/FIRING-SQUAD/geom/Horizontale_t1_rec.con
\e[0;32mOK
\e[0m 0.02
12823 cic:/Lyon/FIRING-SQUAD/geom/Semi_Diag_ind.con
\e[0;32mOK
\e[0m 0.01
12824 cic:/Lyon/FIRING-SQUAD/geom/Semi_Diag_rec.con
\e[0;32mOK
\e[0m 0.01
12825 cic:/Lyon/FIRING-SQUAD/final/N_un.con
\e[0;32mOK
\e[0m 0.02
12826 cic:/Lyon/FIRING-SQUAD/bib/Sminus_un.con
\e[0;32mOK
\e[0m 0.01
12827 cic:/Lyon/FIRING-SQUAD/bib/div2_ind.con
\e[0;31mFAIL
\e[0m
12828 cic:/Lyon/FIRING-SQUAD/bib/div2_rec.con
\e[0;31mFAIL
\e[0m
12829 cic:/Lyon/FIRING-SQUAD/bib/div3_ind.con
\e[0;32mOK
\e[0m 0.01
12830 cic:/Lyon/FIRING-SQUAD/bib/div3_rec.con
\e[0;32mOK
\e[0m 0.01
12831 cic:/Lyon/FIRING-SQUAD/bib/le_double_triple.con
\e[0;32mOK
\e[0m 0.01
12832 cic:/Lyon/FIRING-SQUAD/bib/minus_deux.con
\e[0;32mOK
\e[0m 0.01
12833 cic:/Lyon/FIRING-SQUAD/bib/plus_cinq.con
\e[0;32mOK
\e[0m 0.01
12834 cic:/Lyon/FIRING-SQUAD/bib/plus_huit.con
\e[0;32mOK
\e[0m 0.02
12835 cic:/Lyon/FIRING-SQUAD/bib/plus_neuf.con
\e[0;32mOK
\e[0m 0.03
12836 cic:/Lyon/FIRING-SQUAD/bib/plus_sept.con
\e[0;32mOK
\e[0m 0.02
12837 cic:/Lyon/FIRING-SQUAD/bib/plus_six.con
\e[0;32mOK
\e[0m 0.02
12838 cic:/Lyon/FIRING-SQUAD/algo/is_constant.con
\e[0;32mOK
\e[0m 0.04
12839 cic:/Lyon/FIRING-SQUAD/algo/next_line.con
\e[0;32mOK
\e[0m 0.01
12840 cic:/Lyon/FIRING-SQUAD/algo/nth_next_line_accum_fin.con
\e[0;32mOK
\e[0m 0.11
12841 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Equiv1.con
\e[0;32mOK
\e[0m 0.02
12842 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/Equiv2.con
\e[0;32mOK
\e[0m 0.02
12843 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/Cls_rect.con
\e[0;32mOK
\e[0m 0.01
12844 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/EqSt1.ind
\e[0;32mOK
\e[0m 0.01
12845 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/EqSt_ind.con
\e[0;32mOK
\e[0m 0.02
12846 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/eqalters_I.con
\e[0;32mOK
\e[0m 0.02
12847 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/eqalters_I_bis.con
\e[0;32mOK
\e[0m 0.02
12848 cic:/Lyon/COINDUCTIVES/ARITH/Omega/OO_is_not_Acc.con
\e[0;32mOK
\e[0m 0.01
12849 cic:/Lyon/COINDUCTIVES/ARITH/Omega/Z_is_minimum.con
\e[0;32mOK
\e[0m 0.01
12850 cic:/Lyon/COINDUCTIVES/ARITH/Omega/is_definitional_for_finite_numbers.con
\e[0;32mOK
\e[0m 0.02
12851 cic:/Lyon/COINDUCTIVES/ARITH/Omega/only_OO_is_grater_than_OO.con
\e[0;32mOK
\e[0m 0.02
12852 cic:/Lyon/CIRCUITS/Streams/HD.con
\e[0;32mOK
\e[0m 0.01
12853 cic:/Lyon/CIRCUITS/Streams/STRIT.con
\e[0;32mOK
\e[0m 0.01
12854 cic:/Lyon/CIRCUITS/Streams/TL.con
\e[0;32mOK
\e[0m 0.01
12855 cic:/Lyon/CIRCUITS/Multiplier/plus_mult_pred.con
\e[0;32mOK
\e[0m 0.02
12856 cic:/Lyon/AUTOMATA/more_words/Append_assoc.con
\e[0;32mOK
\e[0m 0.04
12857 cic:/Lyon/AUTOMATA/more_words/equiv_l_egal_eqwordset.con
\e[0;32mOK
\e[0m 0.02
12858 cic:/Lyon/AUTOMATA/more_words/refl_l_egal.con
\e[0;32mOK
\e[0m 0.01
12859 cic:/Lyon/AUTOMATA/gram_g/Deriveg_Derive.con
\e[0;32mOK
\e[0m 0.02
12860 cic:/Lyon/AUTOMATA/gram_g/Derivestar_Derivegstar.con
\e[0;32mOK
\e[0m 0.01
12861 cic:/Lyon/AUTOMATA/gram_aut/Derive_P_A_2_imp_Derive_P_A_3.con
\e[0;32mOK
\e[0m 0.02
12862 cic:/Lyon/AUTOMATA/gram_aut/Derive_P_A_2_inv.con
\e[0;32mOK
\e[0m 0.04
12863 cic:/Lyon/AUTOMATA/gram_aut/cut_spec.con
\e[0;32mOK
\e[0m 0.07
12864 cic:/Lyon/AUTOMATA/gram_aut/APD/f_R_d.var
\e[0;32mOK
\e[0m 0.01
12865 cic:/Lyon/AUTOMATA/gram4/gram4/C.var
\e[0;32mOK
\e[0m 0.01
12866 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Gim.var
\e[0;32mOK
\e[0m 0.01
12867 cic:/Lyon/AUTOMATA/gram2/resultats/Gim.var
\e[0;32mOK
\e[0m 0.01
12868 cic:/Lyon/AUTOMATA/gram2/resultats/Ru.var
\e[0;32mOK
\e[0m 0.01
12869 cic:/Lyon/AUTOMATA/gram2/resultats/Vu.var
\e[0;32mOK
\e[0m 0.00
12870 cic:/Lyon/AUTOMATA/gram2/resultats/fonc.var
\e[0;32mOK
\e[0m 0.00
12871 cic:/Lyon/AUTOMATA/gram/Derive_inclus.con
\e[0;32mOK
\e[0m 0.02
12872 cic:/Lyon/AUTOMATA/gram/Derive_inv1.con
\e[0;32mOK
\e[0m 0.02
12873 cic:/Lyon/AUTOMATA/gram/Derive_inv2.con
\e[0;32mOK
\e[0m 0.02
12874 cic:/Lyon/AUTOMATA/gram/Derivestar_R.con
\e[0;32mOK
\e[0m 0.01
12875 cic:/Lyon/AUTOMATA/gram/Derivestar_inv.con
\e[0;32mOK
\e[0m 0.01
12876 cic:/Lyon/AUTOMATA/gram/Derivestar_refl.con
\e[0;32mOK
\e[0m 0.01
12877 cic:/Lyon/AUTOMATA/gram/LG.con
\e[0;32mOK
\e[0m 0.00
12878 cic:/Lyon/AUTOMATA/gram/Regles_R.con
\e[0;32mOK
\e[0m 0.01
12879 cic:/Lyon/AUTOMATA/gram/Regles_add.con
\e[0;32mOK
\e[0m 0.02
12880 cic:/Lyon/AUTOMATA/gram/Regles_inv1.con
\e[0;32mOK
\e[0m 0.01
12881 cic:/Lyon/AUTOMATA/gram/Regles_inv2.con
\e[0;32mOK
\e[0m 0.01
12882 cic:/Lyon/AUTOMATA/gram/isGram.con
\e[0;32mOK
\e[0m 0.01
12883 cic:/Lyon/AUTOMATA/gram/injprod/injproduc.var
\e[0;32mOK
\e[0m 0.01
12884 cic:/Lyon/AUTOMATA/fonctions/Id_words_inv.con
\e[0;32mOK
\e[0m 0.01
12885 cic:/Lyon/AUTOMATA/fonctions/comp_Word_ext.con
\e[0;32mOK
\e[0m 0.03
12886 cic:/Lyon/AUTOMATA/fonctions/extension_in.con
\e[0;32mOK
\e[0m 0.02
12887 cic:/Lyon/AUTOMATA/fonctions/extension_out.con
\e[0;32mOK
\e[0m 0.01
12888 cic:/Lyon/AUTOMATA/fonctions/is_epi_words.con
\e[0;32mOK
\e[0m 0.01
12889 cic:/Lyon/AUTOMATA/fonctions/is_iso.con
\e[0;32mOK
\e[0m 0.01
12890 cic:/Lyon/AUTOMATA/fonctions/map_Id.con
\e[0;32mOK
\e[0m 0.02
12891 cic:/Lyon/AUTOMATA/fonctions/map_map_eg_map_comp.con
\e[0;32mOK
\e[0m 0.01
12892 cic:/Lyon/AUTOMATA/fonctions/fonctions2/weinvf_wef.var
\e[0;32mOK
\e[0m 0.01
12893 cic:/Lyon/AUTOMATA/extract/parser/f_R_d.var
\e[0;32mOK
\e[0m 0.01
12894 cic:/Lyon/AUTOMATA/Words/cons_cons_inv1.con
\e[0;32mOK
\e[0m 0.01
12895 cic:/Lyon/AUTOMATA/Words/cons_cons_inv2.con
\e[0;32mOK
\e[0m 0.01
12896 cic:/Lyon/AUTOMATA/Words/i_I.con
\e[0;32mOK
\e[0m 0.01
12897 cic:/Lyon/AUTOMATA/Words/inmonoid_inclus.con
\e[0;32mOK
\e[0m 0.01
12898 cic:/Lyon/AUTOMATA/Relations/Rstar_Rstar'.con
\e[0;32mOK
\e[0m 0.01
12899 cic:/Lyon/AUTOMATA/Reg/Chemin_chemin.con
\e[0;32mOK
\e[0m 0.02
12900 cic:/Lyon/AUTOMATA/Reg/Recislang.con
\e[0;32mOK
\e[0m 0.01
12901 cic:/Lyon/AUTOMATA/Reg/automate_A_def2.con
\e[0;32mOK
\e[0m 0.01
12902 cic:/Lyon/AUTOMATA/Reg/automate_def1.con
\e[0;32mOK
\e[0m 0.01
12903 cic:/Lyon/AUTOMATA/Reg/automate_def2.con
\e[0;32mOK
\e[0m 0.01
12904 cic:/Lyon/AUTOMATA/Reg/automate_def3.con
\e[0;32mOK
\e[0m 0.01
12905 cic:/Lyon/AUTOMATA/Reg/chemin_A_d1_d2.con
\e[0;32mOK
\e[0m 0.01
12906 cic:/Lyon/AUTOMATA/Reg/chemin_A_q1_q2.con
\e[0;32mOK
\e[0m 0.01
12907 cic:/Lyon/AUTOMATA/Reg/chemin_Append.con
\e[0;32mOK
\e[0m 0.01
12908 cic:/Lyon/AUTOMATA/Reg/chemin_Chemin.con
\e[0;32mOK
\e[0m 0.01
12909 cic:/Lyon/AUTOMATA/Reg/chemin_chemin_A.con
\e[0;32mOK
\e[0m 0.01
12910 cic:/Lyon/AUTOMATA/Reg/dansA_e1_q.con
\e[0;32mOK
\e[0m 0.01
12911 cic:/Lyon/AUTOMATA/Reg/dansA_e2_q.con
\e[0;32mOK
\e[0m 0.01
12912 cic:/Lyon/AUTOMATA/Reg/est_dans_d.con
\e[0;32mOK
\e[0m 0.01
12913 cic:/Lyon/AUTOMATA/Reg/isregular.con
\e[0;32mOK
\e[0m 0.01
12914 cic:/Lyon/AUTOMATA/Reg/isregular_A.con
\e[0;32mOK
\e[0m 0.01
12915 cic:/Lyon/AUTOMATA/Reg/isregular_D.con
\e[0;32mOK
\e[0m 0.01
12916 cic:/Lyon/AUTOMATA/RatReg/auto_cons.con
\e[0;32mOK
\e[0m 0.02
12917 cic:/Lyon/AUTOMATA/RatReg/est_dans_d'.con
\e[0;32mOK
\e[0m 0.01
12918 cic:/Lyon/AUTOMATA/RatReg/fun_d_dstar.con
\e[0;32mOK
\e[0m 0.01
12919 cic:/Lyon/AUTOMATA/RatReg/lwordnil_is_reg1.con
\e[0;32mOK
\e[0m 0.01
12920 cic:/Lyon/AUTOMATA/Rat/lstar.con
\e[0;32mOK
\e[0m 0.02
12921 cic:/Lyon/AUTOMATA/PushdownAutomata/Derive_P_A.ind
\e[0;32mOK
\e[0m 0.02
12922 cic:/Lyon/AUTOMATA/PushdownAutomata/Transition.con
\e[0;32mOK
\e[0m 0.01
12923 cic:/Lyon/AUTOMATA/Ensf_union/dans_union.con
\e[0;32mOK
\e[0m 0.02
12924 cic:/Lyon/AUTOMATA/Ensf_union/union_a_empty.con
\e[0;32mOK
\e[0m 0.02
12925 cic:/Lyon/AUTOMATA/Ensf_union/union_g.con
\e[0;32mOK
\e[0m 0.01
12926 cic:/Lyon/AUTOMATA/Ensf_produit/dans_single.con
\e[0;32mOK
\e[0m 0.02
12927 cic:/Lyon/AUTOMATA/Ensf_produit/dans_singleprod.con
\e[0;32mOK
\e[0m 0.02
12928 cic:/Lyon/AUTOMATA/Ensf_produit/dans_singleprod2.con
\e[0;32mOK
\e[0m 0.02
12929 cic:/Lyon/AUTOMATA/Ensf_map/dans_map.con
\e[0;32mOK
\e[0m 0.03
12930 cic:/Lyon/AUTOMATA/Ensf_map/dans_map_inv.con
\e[0;32mOK
\e[0m 0.01
12931 cic:/Lyon/AUTOMATA/Ensf_map/map_egal.con
\e[0;32mOK
\e[0m 0.02
12932 cic:/Lyon/AUTOMATA/Ensf_map/map_union.con
\e[0;32mOK
\e[0m 0.01
12933 cic:/Lyon/AUTOMATA/Ensf_inter/inter_dans.con
\e[0;32mOK
\e[0m 0.01
12934 cic:/Lyon/AUTOMATA/Ensf_inter/sym_inter.con
\e[0;32mOK
\e[0m 0.01
12935 cic:/Lyon/AUTOMATA/Ensf_inclus/add_inclus.con
\e[0;32mOK
\e[0m 0.02
12936 cic:/Lyon/AUTOMATA/Ensf_inclus/inclus_d.con
\e[0;32mOK
\e[0m 0.01
12937 cic:/Lyon/AUTOMATA/Ensf_inclus/inclus_d2.con
\e[0;32mOK
\e[0m 0.01
12938 cic:/Lyon/AUTOMATA/Ensf_dans/dans_add_contr.con
\e[0;32mOK
\e[0m 0.02
12939 cic:/Lyon/AUTOMATA/Ensf_dans/singl2_inv.con
\e[0;32mOK
\e[0m 0.02
12940 cic:/Lyon/AUTOMATA/Dec/dans_tq_imp.con
\e[0;32mOK
\e[0m 0.04
12941 cic:/Lyon/AUTOMATA/Dec/imp_dans_tq.con
\e[0;32mOK
\e[0m 0.02
12942 cic:/Lannion/polycont/huffman/not_elsewhere.con
\e[0;32mOK
\e[0m 0.03
12943 cic:/Lannion/continuations/weight/tree_plus/Plp_lp.con
\e[0;32mOK
\e[0m 0.02
12944 cic:/Lannion/continuations/weight/tree_plus/Plp_lp_eq.con
\e[0;32mOK
\e[0m 0.01
12945 cic:/Lannion/continuations/weight/tree/em_eq_Pem.con
\e[0;32mOK
\e[0m 0.02
12946 cic:/Lannion/continuations/weight/specif/P_overweight_rect.con
\e[0;32mOK
\e[0m 0.02
12947 cic:/Lannion/continuations/weight/specif/RESU2.ind
\e[0;32mOK
\e[0m 0.01
12948 cic:/Lannion/continuations/weight/specif/RESUL.ind
\e[0;32mOK
\e[0m 0.01
12949 cic:/Lannion/continuations/weight/specif/SPEC.ind
\e[0;32mOK
\e[0m 0.01
12950 cic:/Lannion/continuations/weight/specif/SPEC2_ind.con
\e[0;32mOK
\e[0m 0.01
12951 cic:/Lannion/continuations/weight/specif/SPECL_ind.con
\e[0;32mOK
\e[0m 0.02
12952 cic:/Lannion/continuations/weight/specif/condsum_accu_rect.con
\e[0;32mOK
\e[0m 0.01
12953 cic:/Lannion/continuations/weight/specif/deb_accu_plus_r.con
\e[0;32mOK
\e[0m 0.01
12954 cic:/Lannion/continuations/weight/specif/deb_left_accu_plus.con
\e[0;32mOK
\e[0m 0.01
12955 cic:/Lannion/continuations/weight/specif/deb_right_accu_plus.con
\e[0;32mOK
\e[0m 0.01
12956 cic:/Lannion/continuations/weight/specif/lboolexc_ind.con
\e[0;32mOK
\e[0m 0.01
12957 cic:/Lannion/continuations/weight/specif/lboolexc_rec.con
\e[0;32mOK
\e[0m 0.01
12958 cic:/Lannion/continuations/weight/specif/lcond.ind
\e[0;32mOK
\e[0m 0.01
12959 cic:/Lannion/continuations/weight/decl_exc/inv_xv2_xl2_bool_aux.con
\e[0;32mOK
\e[0m 0.02
12960 cic:/Lannion/continuations/weight/Nxaccu_ex/condsum_accu_cps.con
\e[0;32mOK
\e[0m 0.01
12961 cic:/Lannion/continuations/weight/Nmxaccu_ex/SPEC_resu_aux.con
\e[0;32mOK
\e[0m 0.02
12962 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo2/Nmx.var
\e[0;32mOK
\e[0m 0.01
12963 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo2/e.var
\e[0;32mOK
\e[0m 0.01
12964 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo1/Nmx.var
\e[0;32mOK
\e[0m 0.02
12965 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo1/e.var
\e[0;32mOK
\e[0m 0.01
12966 cic:/Lannion/continuations/cps/cps_Nmx/defcont/Nmx.var
\e[0;32mOK
\e[0m 0.02
12967 cic:/Lannion/continuations/cps/cps_N/N_abstr_glob.con
\e[0;32mOK
\e[0m 0.35
12968 cic:/Lannion/continuations/cps/cps_N/N_appli_glob.con
\e[0;32mOK
\e[0m 0.25
12969 cic:/Lannion/continuations/cps/cps_N/N_callcc_glob.con
\e[0;32mOK
\e[0m 0.16
12970 cic:/Lannion/continuations/cps/cps_N/N_letin_glob.con
\e[0;32mOK
\e[0m 0.01
12971 cic:/Lannion/continuations/cps/cps_N/N_throw_glob.con
\e[0;32mOK
\e[0m 0.01
12972 cic:/Lannion/continuations/cps/cps_N/contcc_glob.con
\e[0;32mOK
\e[0m 0.01
12973 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/C_diff_C.con
\e[0;32mOK
\e[0m 0.02
12974 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/ConsArg_diff_ConsArg.con
\e[0;32mOK
\e[0m 0.01
12975 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/L_TERM.con
\e[0;32mOK
\e[0m 0.01
12976 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/Length_n_O.con
\e[0;32mOK
\e[0m 0.02
12977 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/OK_List_queue_nat_ind.con
\e[0;32mOK
\e[0m 0.01
12978 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/OK_List_queue_nat_rec.con
\e[0;32mOK
\e[0m 0.01
12979 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/Root_diff_Root.con
\e[0;32mOK
\e[0m 0.01
12980 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/SIMPLE_SO.con
\e[0;32mOK
\e[0m 0.01
12981 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/SIMPLE_decS.con
\e[0;32mOK
\e[0m 0.01
12982 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/V_diff_V.con
\e[0;32mOK
\e[0m 0.01
12983 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/fun_eq_decS.con
\e[0;32mOK
\e[0m 0.02
12984 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/l_term.ind
\e[0;32mOK
\e[0m 0.01
12985 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/var_eq_decS.con
\e[0;32mOK
\e[0m 0.01
12986 cic:/Lannion/continuations/FOUnify_cps/nat_complements/nat_eq_decP.con
\e[0;32mOK
\e[0m 0.02
12987 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/IS_IN_LV_Appv1.con
\e[0;32mOK
\e[0m 0.02
12988 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/IS_IN_LV_Appv2.con
\e[0;32mOK
\e[0m 0.01
12989 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/IS_IN_LV_Appv_IS_IN_LV.con
\e[0;32mOK
\e[0m 0.02
12990 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/IS_IN_LV_is_in_lv.con
\e[0;32mOK
\e[0m 0.01
12991 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/IS_IN_LV_n_eq.con
\e[0;32mOK
\e[0m 0.01
12992 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/is_in_lv_IS_IN_LV.con
\e[0;32mOK
\e[0m 0.01
12993 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/IS_IN_Subst_IS_IN.con
\e[0;32mOK
\e[0m 0.02
12994 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/IS_IN_is_in.con
\e[0;32mOK
\e[0m 0.01
12995 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/eq_restriction_s_t.con
\e[0;32mOK
\e[0m 0.02
12996 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/eq_restriction_t_s.con
\e[0;32mOK
\e[0m 0.08
12997 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/is_in_IS_IN.con
\e[0;32mOK
\e[0m 0.01
12998 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/n_IS_IN_Subst.con
\e[0;32mOK
\e[0m 0.02
12999 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unification_f.ind
\e[0;32mOK
\e[0m 0.01
13000 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/DIFFELNB_Consv_n_O.con
\e[0;32mOK
\e[0m 0.02
13001 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/DIFFELNB_O.con
\e[0;32mOK
\e[0m 0.01
13002 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/DIFFELNB_diffelnb.con
\e[0;32mOK
\e[0m 0.02
13003 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/Headv_REMOVE_Consv_Nilv.con
\e[0;32mOK
\e[0m 0.02
13004 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/IS_IN_Subst_exi_IS_IN.con
\e[0;32mOK
\e[0m 0.03
13005 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/REMOVE_remove.con
\e[0;32mOK
\e[0m 0.04
13006 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/SUB_sub.con
\e[0;32mOK
\e[0m 0.02
13007 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/SUB_subst.con
\e[0;32mOK
\e[0m 0.04
13008 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/clos_rect.con
\e[0;32mOK
\e[0m 0.01
13009 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/comp_subst.con
\e[0;32mOK
\e[0m 0.02
13010 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/diffelnb_ind.con
\e[0;32mOK
\e[0m 0.02
13011 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/elem_subst_rect.con
\e[0;32mOK
\e[0m 0.01
13012 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/eq_V_stab.con
\e[0;32mOK
\e[0m 0.01
13013 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/idempotent.con
\e[0;32mOK
\e[0m 0.01
13014 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/inclv_rect.con
\e[0;32mOK
\e[0m 0.01
13015 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/infv_ind.con
\e[0;32mOK
\e[0m 0.01
13016 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/less_subst.ind
\e[0;32mOK
\e[0m 0.00
13017 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/range.ind
\e[0;32mOK
\e[0m 0.01
13018 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/remove_REMOVE.con
\e[0;32mOK
\e[0m 0.02
13019 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/sig_elem_subst.con
\e[0;32mOK
\e[0m 0.02
13020 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/st_inclv_ind.con
\e[0;32mOK
\e[0m 0.01
13021 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/sub_SUB.con
\e[0;32mOK
\e[0m 0.02
13022 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/trans_SUP.con
\e[0;32mOK
\e[0m 0.07
13023 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/under.con
\e[0;32mOK
\e[0m 0.01
13024 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/unif.con
\e[0;32mOK
\e[0m 0.01
13025 cic:/IdealX/idx-assoc/Assoc/assoc_add_egale_cons.con
\e[0;32mOK
\e[0m 0.07
13026 cic:/IdealX/idx-assoc/Assoc/assoc_add_hasmem_choice.con
\e[0;32mOK
\e[0m 0.09
13027 cic:/IdealX/idx-assoc/Assoc/assoc_del_correct_2.con
\e[0;32mOK
\e[0m 0.03
13028 cic:/IdealX/idx-assoc/Assoc/assoc_del_correct_3.con
\e[0;32mOK
\e[0m 0.03
13029 cic:/IdealX/idx-assoc/Assoc/assoc_del_decrease_2.con
\e[0;32mOK
\e[0m 0.06
13030 cic:/IdealX/idx-assoc/Assoc/assoc_del_hasmem_effect.con
\e[0;32mOK
\e[0m 0.02
13031 cic:/IdealX/idx-assoc/Assoc/assoc_del_hasmem_invar.con
\e[0;32mOK
\e[0m 0.02
13032 cic:/IdealX/idx-assoc/Assoc/assoc_del_hasmem_invar_contrap.con
\e[0;32mOK
\e[0m 0.01
13033 cic:/IdealX/idx-assoc/Assoc/assoc_del_mem_effect.con
\e[0;32mOK
\e[0m 0.02
13034 cic:/IdealX/idx-assoc/Assoc/assoc_del_mem_invar.con
\e[0;32mOK
\e[0m 0.02
13035 cic:/IdealX/idx-assoc/Assoc/assoc_del_mem_invar_contrap.con
\e[0;32mOK
\e[0m 0.01
13036 cic:/IdealX/idx-assoc/Assoc/assoc_del_not_hasmem_invar.con
\e[0;32mOK
\e[0m 0.01
13037 cic:/IdealX/idx-assoc/Assoc/assoc_del_not_hasmem_invar_contrap.con
\e[0;32mOK
\e[0m 0.01
13038 cic:/IdealX/idx-assoc/Assoc/assoc_del_not_mem_invar.con
\e[0;32mOK
\e[0m 0.01
13039 cic:/IdealX/idx-assoc/Assoc/assoc_del_not_mem_invar_contrap.con
\e[0;32mOK
\e[0m 0.01
13040 cic:/IdealX/idx-assoc/Assoc/assoc_find_hasmem.con
\e[0;32mOK
\e[0m 0.01
13041 cic:/IdealX/idx-assoc/Assoc/assoc_find_mem.con
\e[0;32mOK
\e[0m 0.01
13042 cic:/IdealX/idx-assoc/Assoc/assoc_hasmem_dec.con
\e[0;32mOK
\e[0m 0.01
13043 cic:/IdealX/idx-assoc/Assoc/assoc_hasmem_ex_dec.con
\e[0;32mOK
\e[0m 0.01
13044 cic:/IdealX/idx-assoc/Assoc/assoc_hasmem_find.con
\e[0;32mOK
\e[0m 0.01
13045 cic:/IdealX/idx-assoc/Assoc/assoc_mem_dec.con
\e[0;32mOK
\e[0m 0.01
13046 cic:/IdealX/idx-assoc/Assoc/assoc_mem_hasmem.con
\e[0;32mOK
\e[0m 0.03
13047 cic:/IdealX/idx-assoc/Assoc/assoc_semfind_change_valeur.con
\e[0;32mOK
\e[0m 0.01
13048 cic:/IdealX/idx-assoc/Assoc/assoc_unique_key.con
\e[0;32mOK
\e[0m 0.01
13049 cic:/Eindhoven/POCKLINGTON/prime/allPrime.con
\e[0;32mOK
\e[0m 0.01
13050 cic:/Eindhoven/POCKLINGTON/prime/primediv1p.con
\e[0;32mOK
\e[0m 0.02
13051 cic:/Eindhoven/POCKLINGTON/natZ/abs_opp.con
\e[0;32mOK
\e[0m 0.01
13052 cic:/Eindhoven/POCKLINGTON/natZ/isnat_mult.con
\e[0;32mOK
\e[0m 0.01
13053 cic:/Eindhoven/POCKLINGTON/list/mapmult.con
\e[0;32mOK
\e[0m 0.01
13054 cic:/Eindhoven/POCKLINGTON/list/multdrop_cons_eq.con
\e[0;32mOK
\e[0m 0.02
13055 cic:/Eindhoven/POCKLINGTON/list/multdrop_cons_neq.con
\e[0;32mOK
\e[0m 0.01
13056 cic:/Eindhoven/POCKLINGTON/list/zproduct.con
\e[0;32mOK
\e[0m 0.01
13057 cic:/Eindhoven/POCKLINGTON/lemmas/Zmult_ab0a0b0.con
\e[0;32mOK
\e[0m 0.03
13058 cic:/Eindhoven/POCKLINGTON/lemmas/lt_witness.con
\e[0;32mOK
\e[0m 0.01
13059 cic:/Eindhoven/POCKLINGTON/lemmas/mult_pq1_p1q1.con
\e[0;32mOK
\e[0m 0.03
13060 cic:/Eindhoven/POCKLINGTON/gcd/common_div.con
\e[0;32mOK
\e[0m 0.02
13061 cic:/Eindhoven/POCKLINGTON/fermat/until_pos.con
\e[0;32mOK
\e[0m 0.02
13062 cic:/Eindhoven/POCKLINGTON/exp/Exp.con
\e[0;32mOK
\e[0m 0.01
13063 cic:/Eindhoven/POCKLINGTON/divides/ZDivides.con
\e[0;32mOK
\e[0m 0.02
13064 cic:/Eindhoven/POCKLINGTON/divides/div_refl.con
\e[0;32mOK
\e[0m 0.01
13065 cic:/Dyade/Otway-Rees/securite/BState_rect.con
\e[0;32mOK
\e[0m 0.01
13066 cic:/Dyade/Otway-Rees/securite/C_ind.con
\e[0;32mOK
\e[0m 0.01
13067 cic:/Dyade/Otway-Rees/securite/C_rec.con
\e[0;32mOK
\e[0m 0.01
13068 cic:/Dyade/Otway-Rees/securite/E1.con
\e[0;32mOK
\e[0m 0.01
13069 cic:/Dyade/Otway-Rees/securite/EP1.con
\e[0;32mOK
\e[0m 0.00
13070 cic:/Dyade/Otway-Rees/securite/GlobalState.ind
\e[0;32mOK
\e[0m 0.00
13071 cic:/Dyade/Otway-Rees/securite/equivS.ind
\e[0;32mOK
\e[0m 0.01
13072 cic:/Dyade/Otway-Rees/securite/known_in_ind.con
\e[0;32mOK
\e[0m 0.02
13073 cic:/Dyade/Otway-Rees/securite/new.con
\e[0;32mOK
\e[0m 0.01
13074 cic:/Dyade/Otway-Rees/securite/not_comp_of.ind
\e[0;32mOK
\e[0m 0.01
13075 cic:/Dyade/Otway-Rees/securite/rngDDKKeyAB1.con
\e[0;32mOK
\e[0m 0.01
13076 cic:/Dyade/Otway-Rees/securite/rngDDKKeyABminusKab1.con
\e[0;32mOK
\e[0m 0.00
13077 cic:/Coq/romega/ReflOmegaCore/T_OMEGA11.con
\e[0;32mOK
\e[0m 0.02
13078 cic:/Coq/romega/ReflOmegaCore/T_OMEGA12.con
\e[0;32mOK
\e[0m 0.01
13079 cic:/Coq/romega/ReflOmegaCore/T_OMEGA16.con
\e[0;32mOK
\e[0m 0.01
13080 cic:/Coq/romega/ReflOmegaCore/Tmult_assoc_reduced.con
\e[0;32mOK
\e[0m 0.01
13081 cic:/Coq/romega/ReflOmegaCore/apply_oper_2.con
\e[0;32mOK
\e[0m 0.01
13082 cic:/Coq/romega/ReflOmegaCore/concl_to_hyp.con
\e[0;32mOK
\e[0m 0.01
13083 cic:/Coq/romega/ReflOmegaCore/constant_neg.con
\e[0;32mOK
\e[0m 0.01
13084 cic:/Coq/romega/ReflOmegaCore/constant_not_nul.con
\e[0;32mOK
\e[0m 0.01
13085 cic:/Coq/romega/ReflOmegaCore/constant_nul.con
\e[0;32mOK
\e[0m 0.01
13086 cic:/Coq/romega/ReflOmegaCore/destructure_hyps.con
\e[0;32mOK
\e[0m 0.03
13087 cic:/Coq/romega/ReflOmegaCore/e_step_rect.con
\e[0;32mOK
\e[0m 0.01
13088 cic:/Coq/romega/ReflOmegaCore/eq_Z_true.con
\e[0;32mOK
\e[0m 0.02
13089 cic:/Coq/romega/ReflOmegaCore/eq_term_false.con
\e[0;32mOK
\e[0m 0.10
13090 cic:/Coq/romega/ReflOmegaCore/extract_hyp_neg.con
\e[0;32mOK
\e[0m 0.02
13091 cic:/Coq/romega/ReflOmegaCore/extract_hyp_pos.con
\e[0;32mOK
\e[0m 0.02
13092 cic:/Coq/romega/ReflOmegaCore/negate_contradict.con
\e[0;32mOK
\e[0m 0.02
13093 cic:/Coq/romega/ReflOmegaCore/proposition_ind.con
\e[0;32mOK
\e[0m 0.01
13094 cic:/Coq/romega/ReflOmegaCore/proposition_rec.con
\e[0;32mOK
\e[0m 0.01
13095 cic:/Coq/romega/ReflOmegaCore/t_omega_ind.con
\e[0;32mOK
\e[0m 0.01
13096 cic:/Coq/romega/ReflOmegaCore/t_omega_rec.con
\e[0;32mOK
\e[0m 0.01
13097 cic:/Coq/romega/ReflOmegaCore/to_contradict.con
\e[0;32mOK
\e[0m 0.01
13098 cic:/Coq/ring/Setoid_ring_theory/SSR_distr_left2.con
\e[0;32mOK
\e[0m 0.02
13099 cic:/Coq/ring/Setoid_ring_theory/SSR_distr_right.con
\e[0;32mOK
\e[0m 0.02
13100 cic:/Coq/ring/Setoid_ring_theory/SSR_mult_assoc2.con
\e[0;32mOK
\e[0m 0.01
13101 cic:/Coq/ring/Setoid_ring_theory/SSR_mult_one_left2.con
\e[0;32mOK
\e[0m 0.01
13102 cic:/Coq/ring/Setoid_ring_theory/SSR_mult_one_right.con
\e[0;32mOK
\e[0m 0.01
13103 cic:/Coq/ring/Setoid_ring_theory/SSR_mult_one_right2.con
\e[0;32mOK
\e[0m 0.01
13104 cic:/Coq/ring/Setoid_ring_theory/SSR_mult_permute.con
\e[0;32mOK
\e[0m 0.02
13105 cic:/Coq/ring/Setoid_ring_theory/SSR_mult_zero_left2.con
\e[0;32mOK
\e[0m 0.01
13106 cic:/Coq/ring/Setoid_ring_theory/SSR_mult_zero_right.con
\e[0;32mOK
\e[0m 0.01
13107 cic:/Coq/ring/Setoid_ring_theory/SSR_mult_zero_right2.con
\e[0;32mOK
\e[0m 0.01
13108 cic:/Coq/ring/Setoid_ring_theory/SSR_plus_assoc2.con
\e[0;32mOK
\e[0m 0.01
13109 cic:/Coq/ring/Setoid_ring_theory/SSR_plus_permute.con
\e[0;32mOK
\e[0m 0.02
13110 cic:/Coq/ring/Setoid_ring_theory/SSR_plus_reg_right.con
\e[0;32mOK
\e[0m 0.02
13111 cic:/Coq/ring/Setoid_ring_theory/SSR_plus_zero_left2.con
\e[0;32mOK
\e[0m 0.01
13112 cic:/Coq/ring/Setoid_ring_theory/SSR_plus_zero_right.con
\e[0;32mOK
\e[0m 0.01
13113 cic:/Coq/ring/Setoid_ring_theory/SSR_plus_zero_right2.con
\e[0;32mOK
\e[0m 0.01
13114 cic:/Coq/ring/Setoid_ring_theory/STh_distr_left2.con
\e[0;32mOK
\e[0m 0.01
13115 cic:/Coq/ring/Setoid_ring_theory/STh_distr_right.con
\e[0;32mOK
\e[0m 0.02
13116 cic:/Coq/ring/Setoid_ring_theory/STh_mult_assoc2.con
\e[0;32mOK
\e[0m 0.01
13117 cic:/Coq/ring/Setoid_ring_theory/STh_mult_one_left2.con
\e[0;32mOK
\e[0m 0.01
13118 cic:/Coq/ring/Setoid_ring_theory/STh_mult_one_right.con
\e[0;32mOK
\e[0m 0.01
13119 cic:/Coq/ring/Setoid_ring_theory/STh_mult_one_right2.con
\e[0;32mOK
\e[0m 0.01
13120 cic:/Coq/ring/Setoid_ring_theory/STh_mult_permute.con
\e[0;32mOK
\e[0m 0.02
13121 cic:/Coq/ring/Setoid_ring_theory/STh_opp_def2.con
\e[0;32mOK
\e[0m 0.01
13122 cic:/Coq/ring/Setoid_ring_theory/STh_opp_zero.con
\e[0;32mOK
\e[0m 0.01
13123 cic:/Coq/ring/Setoid_ring_theory/STh_plus_assoc2.con
\e[0;32mOK
\e[0m 0.01
13124 cic:/Coq/ring/Setoid_ring_theory/STh_plus_permute.con
\e[0;32mOK
\e[0m 0.02
13125 cic:/Coq/ring/Setoid_ring_theory/STh_plus_reg_left.con
\e[0;32mOK
\e[0m 0.03
13126 cic:/Coq/ring/Setoid_ring_theory/STh_plus_zero_left2.con
\e[0;32mOK
\e[0m 0.01
13127 cic:/Coq/ring/Setoid_ring_theory/STh_plus_zero_right.con
\e[0;32mOK
\e[0m 0.01
13128 cic:/Coq/ring/Setoid_ring_theory/STh_plus_zero_right2.con
\e[0;32mOK
\e[0m 0.01
13129 cic:/Coq/ring/Setoid_ring_theory/Saux1.con
\e[0;32mOK
\e[0m 0.02
13130 cic:/Coq/ring/Setoid_ring_theory/Saux2.con
\e[0;32mOK
\e[0m 0.02
13131 cic:/Coq/ring/Setoid_ring_normalize/canonical_sum_scalar2.con
\e[0;32mOK
\e[0m 0.02
13132 cic:/Coq/ring/Setoid_ring_normalize/canonical_sum_scalar3.con
\e[0;32mOK
\e[0m 0.01
13133 cic:/Coq/ring/Setoid_ring_normalize/interp_m.con
\e[0;32mOK
\e[0m 0.01
13134 cic:/Coq/ring/Setoid_ring_normalize/interp_vl.con
\e[0;32mOK
\e[0m 0.01
13135 cic:/Coq/ring/Setoid_ring_normalize/varlist_eq_prop.con
\e[0;32mOK
\e[0m 0.02
13136 cic:/Coq/ring/Ring_theory/SR_distr_left2.con
\e[0;32mOK
\e[0m 0.02
13137 cic:/Coq/ring/Ring_theory/SR_distr_right.con
\e[0;32mOK
\e[0m 0.01
13138 cic:/Coq/ring/Ring_theory/SR_mult_assoc2.con
\e[0;32mOK
\e[0m 0.01
13139 cic:/Coq/ring/Ring_theory/SR_mult_one_left2.con
\e[0;32mOK
\e[0m 0.01
13140 cic:/Coq/ring/Ring_theory/SR_mult_one_right.con
\e[0;32mOK
\e[0m 0.01
13141 cic:/Coq/ring/Ring_theory/SR_mult_one_right2.con
\e[0;32mOK
\e[0m 0.01
13142 cic:/Coq/ring/Ring_theory/SR_mult_permute.con
\e[0;32mOK
\e[0m 0.01
13143 cic:/Coq/ring/Ring_theory/SR_mult_zero_left2.con
\e[0;32mOK
\e[0m 0.01
13144 cic:/Coq/ring/Ring_theory/SR_mult_zero_right.con
\e[0;32mOK
\e[0m 0.01
13145 cic:/Coq/ring/Ring_theory/SR_mult_zero_right2.con
\e[0;32mOK
\e[0m 0.01
13146 cic:/Coq/ring/Ring_theory/SR_plus_assoc2.con
\e[0;32mOK
\e[0m 0.01
13147 cic:/Coq/ring/Ring_theory/SR_plus_permute.con
\e[0;32mOK
\e[0m 0.01
13148 cic:/Coq/ring/Ring_theory/SR_plus_reg_right.con
\e[0;32mOK
\e[0m 0.01
13149 cic:/Coq/ring/Ring_theory/SR_plus_zero_left2.con
\e[0;32mOK
\e[0m 0.01
13150 cic:/Coq/ring/Ring_theory/SR_plus_zero_right.con
\e[0;32mOK
\e[0m 0.01
13151 cic:/Coq/ring/Ring_theory/SR_plus_zero_right2.con
\e[0;32mOK
\e[0m 0.01
13152 cic:/Coq/ring/Ring_theory/Th_distr_left2.con
\e[0;32mOK
\e[0m 0.01
13153 cic:/Coq/ring/Ring_theory/Th_distr_right.con
\e[0;32mOK
\e[0m 0.01
13154 cic:/Coq/ring/Ring_theory/Th_mult_assoc2.con
\e[0;32mOK
\e[0m 0.01
13155 cic:/Coq/ring/Ring_theory/Th_mult_one_left2.con
\e[0;32mOK
\e[0m 0.01
13156 cic:/Coq/ring/Ring_theory/Th_mult_one_right.con
\e[0;32mOK
\e[0m 0.01
13157 cic:/Coq/ring/Ring_theory/Th_mult_one_right2.con
\e[0;32mOK
\e[0m 0.01
13158 cic:/Coq/ring/Ring_theory/Th_mult_permute.con
\e[0;32mOK
\e[0m 0.02
13159 cic:/Coq/ring/Ring_theory/Th_opp_def2.con
\e[0;32mOK
\e[0m 0.01
13160 cic:/Coq/ring/Ring_theory/Th_opp_zero.con
\e[0;32mOK
\e[0m 0.01
13161 cic:/Coq/ring/Ring_theory/Th_plus_assoc2.con
\e[0;32mOK
\e[0m 0.01
13162 cic:/Coq/ring/Ring_theory/Th_plus_permute.con
\e[0;32mOK
\e[0m 0.01
13163 cic:/Coq/ring/Ring_theory/Th_plus_reg_left.con
\e[0;32mOK
\e[0m 0.02
13164 cic:/Coq/ring/Ring_theory/Th_plus_zero_left2.con
\e[0;32mOK
\e[0m 0.01
13165 cic:/Coq/ring/Ring_theory/Th_plus_zero_right.con
\e[0;32mOK
\e[0m 0.01
13166 cic:/Coq/ring/Ring_theory/Th_plus_zero_right2.con
\e[0;32mOK
\e[0m 0.01
13167 cic:/Coq/ring/Ring_theory/aux1.con
\e[0;32mOK
\e[0m 0.01
13168 cic:/Coq/ring/Ring_theory/aux2.con
\e[0;32mOK
\e[0m 0.02
13169 cic:/Coq/ring/Ring_normalize/canonical_sum_scalar2.con
\e[0;32mOK
\e[0m 0.02
13170 cic:/Coq/ring/Ring_normalize/canonical_sum_scalar3.con
\e[0;32mOK
\e[0m 0.01
13171 cic:/Coq/ring/Ring_normalize/index_eq_prop.con
\e[0;32mOK
\e[0m 0.01
13172 cic:/Coq/ring/Ring_normalize/interp_m.con
\e[0;32mOK
\e[0m 0.01
13173 cic:/Coq/ring/Ring_normalize/interp_vl.con
\e[0;32mOK
\e[0m 0.01
13174 cic:/Coq/ring/Ring_abstract/abstract_sum_scalar.con
\e[0;32mOK
\e[0m 0.02
13175 cic:/Coq/ring/Ring_abstract/minus_sum_scalar.con
\e[0;32mOK
\e[0m 0.01
13176 cic:/Coq/ring/Ring_abstract/plus_sum_scalar.con
\e[0;32mOK
\e[0m 0.01
13177 cic:/Coq/omega/OmegaLemmas/OMEGA18.con
\e[0;32mOK
\e[0m 0.01
13178 cic:/Coq/fourier/Fourier_util/Rfourier_ge_to_le.con
\e[0;32mOK
\e[0m 0.02
13179 cic:/Coq/field/Field_Theory/Adiv.con
\e[0;32mOK
\e[0m 0.02
13180 cic:/Coq/field/Field_Theory/Aeq.con
\e[0;32mOK
\e[0m 0.01
13181 cic:/Coq/field/Field_Theory/Ainv.con
\e[0;32mOK
\e[0m 0.01
13182 cic:/Coq/field/Field_Theory/Aminus.con
\e[0;32mOK
\e[0m 0.01
13183 cic:/Coq/field/Field_Theory/Amult.con
\e[0;32mOK
\e[0m 0.01
13184 cic:/Coq/field/Field_Theory/Aone.con
\e[0;32mOK
\e[0m 0.01
13185 cic:/Coq/field/Field_Theory/Aopp.con
\e[0;32mOK
\e[0m 0.01
13186 cic:/Coq/field/Field_Theory/Aplus.con
\e[0;32mOK
\e[0m 0.01
13187 cic:/Coq/field/Field_Theory/Azero.con
\e[0;32mOK
\e[0m 0.01
13188 cic:/Coq/field/Field_Theory/Field_Theory_ind.con
\e[0;32mOK
\e[0m 0.01
13189 cic:/Coq/field/Field_Theory/Field_Theory_rec.con
\e[0;32mOK
\e[0m 0.01
13190 cic:/Coq/field/Field_Theory/distrib.con
\e[0;32mOK
\e[0m 0.01
13191 cic:/Coq/field/Field_Theory/eqExprA.con
\e[0;32mOK
\e[0m 0.18
13192 cic:/Coq/field/Field_Theory/eq_nat_dec.con
\e[0;32mOK
\e[0m 0.02
13193 cic:/Coq/field/Field_Theory/Theory_of_fields/AT.var
\e[0;32mOK
\e[0m 0.01
13194 cic:/Coq/ZArith/Zpower/Zpower_nat.con
\e[0;32mOK
\e[0m 0.02
13195 cic:/Coq/ZArith/Zpower/Zpower_pos.con
\e[0;32mOK
\e[0m 0.01
13196 cic:/Coq/ZArith/Zpower/two_power_nat_S.con
\e[0;32mOK
\e[0m 0.01
13197 cic:/Coq/ZArith/Zorder/Zle_refl.con
\e[0;32mOK
\e[0m 0.02
13198 cic:/Coq/ZArith/Zorder/Znot_ge_lt.con
\e[0;32mOK
\e[0m 0.01
13199 cic:/Coq/ZArith/Zorder/Znot_le_gt.con
\e[0;32mOK
\e[0m 0.01
13200 cic:/Coq/ZArith/Znumtheory/Zdivide.ind
\e[0;32mOK
\e[0m 0.01
13201 cic:/Coq/ZArith/Zeven/Zeven_div2.con
\e[0;32mOK
\e[0m 0.02
13202 cic:/Coq/ZArith/Zcomplements/Zcase_sign.con
\e[0;32mOK
\e[0m 0.02
13203 cic:/Coq/ZArith/Zcompare/Zcompare_Eq_eq.con
\e[0;32mOK
\e[0m 0.03
13204 cic:/Coq/ZArith/Zcompare/Zcompare_antisym.con
\e[0;32mOK
\e[0m 0.01
13205 cic:/Coq/ZArith/Zcompare/Zcompare_eq_case.con
\e[0;32mOK
\e[0m 0.01
13206 cic:/Coq/ZArith/Zbool/Zle_is_le_bool.con
\e[0;32mOK
\e[0m 0.02
13207 cic:/Coq/ZArith/Zabs/Zabs_Zmult.con
\e[0;32mOK
\e[0m 0.02
13208 cic:/Coq/ZArith/ZArith_dec/Z_ge_dec.con
\e[0;32mOK
\e[0m 0.02
13209 cic:/Coq/ZArith/ZArith_dec/Z_gt_dec.con
\e[0;32mOK
\e[0m 0.01
13210 cic:/Coq/ZArith/ZArith_dec/Z_le_dec.con
\e[0;32mOK
\e[0m 0.02
13211 cic:/Coq/ZArith/ZArith_dec/Z_lt_dec.con
\e[0;32mOK
\e[0m 0.01
13212 cic:/Coq/ZArith/BinInt/Zmult_0_l.con
\e[0;32mOK
\e[0m 0.01
13213 cic:/Coq/ZArith/BinInt/Zmult_0_r.con
\e[0;32mOK
\e[0m 0.01
13214 cic:/Coq/ZArith/BinInt/Zmult_0_r_reverse.con
\e[0;32mOK
\e[0m 0.01
13215 cic:/Coq/ZArith/BinInt/Zmult_1_inversion_l.con
\e[0;32mOK
\e[0m 0.04
13216 cic:/Coq/ZArith/BinInt/Zmult_1_l.con
\e[0;32mOK
\e[0m 0.02
13217 cic:/Coq/ZArith/BinInt/Zmult_1_r.con
\e[0;32mOK
\e[0m 0.01
13218 cic:/Coq/ZArith/BinInt/Zmult_integral.con
\e[0;32mOK
\e[0m 0.02
13219 cic:/Coq/ZArith/BinInt/Zmult_integral_l.con
\e[0;32mOK
\e[0m 0.02
13220 cic:/Coq/ZArith/BinInt/Zmult_opp_opp.con
\e[0;32mOK
\e[0m 0.02
13221 cic:/Coq/ZArith/BinInt/Zneg_xO.con
\e[0;32mOK
\e[0m 0.01
13222 cic:/Coq/ZArith/BinInt/Zopp_mult_distr_l.con
\e[0;32mOK
\e[0m 0.01
13223 cic:/Coq/ZArith/BinInt/Zplus.con
\e[0;32mOK
\e[0m 0.01
13224 cic:/Coq/ZArith/BinInt/Zpos_xO.con
\e[0;32mOK
\e[0m 0.01
13225 cic:/Coq/ZArith/BinInt/Zpred'_succ'.con
\e[0;32mOK
\e[0m 0.01
13226 cic:/Coq/ZArith/BinInt/Zsucc'_discr.con
\e[0;32mOK
\e[0m 0.02
13227 cic:/Coq/Wellfounded/Union/strip_commut.con
\e[0;32mOK
\e[0m 0.03
13228 cic:/Coq/Wellfounded/Transitive_Closure/Acc_clos_trans.con
\e[0;32mOK
\e[0m 0.03
13229 cic:/Coq/Wellfounded/Transitive_Closure/Acc_inv_trans.con
\e[0;32mOK
\e[0m 0.02
13230 cic:/Coq/Wellfounded/Lexicographic_Product/Acc_swapprod.con
\e[0;32mOK
\e[0m 0.14
13231 cic:/Coq/Wellfounded/Lexicographic_Product/wf_symprod.con
\e[0;32mOK
\e[0m 0.25
13232 cic:/Coq/Wellfounded/Inverse_Image/Acc_inverse_image.con
\e[0;32mOK
\e[0m 0.02
13233 cic:/Coq/Wellfounded/Inverse_Image/wf_inverse_rel.con
\e[0;32mOK
\e[0m 0.01
13234 cic:/Coq/Wellfounded/Inclusion/wf_incl.con
\e[0;32mOK
\e[0m 0.01
13235 cic:/Coq/Wellfounded/Disjoint_Union/acc_B_sum.con
\e[0;32mOK
\e[0m 0.05
13236 cic:/Coq/Sorting/Sorting/sort_ind.con
\e[0;32mOK
\e[0m 0.02
13237 cic:/Coq/Sorting/Sorting/sort_inv.con
\e[0;32mOK
\e[0m 0.02
13238 cic:/Coq/Sorting/Permutation/list_contents.con
\e[0;32mOK
\e[0m 0.02
13239 cic:/Coq/Sorting/Heap/contents.con
\e[0;32mOK
\e[0m 0.01
13240 cic:/Coq/Sorting/Heap/invert_heap.con
\e[0;32mOK
\e[0m 0.02
13241 cic:/Coq/Sorting/Heap/is_heap_ind.con
\e[0;32mOK
\e[0m 0.01
13242 cic:/Coq/Sets/Uniset/seq_congr.con
\e[0;32mOK
\e[0m 0.02
13243 cic:/Coq/Sets/Uniset/union_perm_left.con
\e[0;32mOK
\e[0m 0.01
13244 cic:/Coq/Sets/Uniset/union_rotate.con
\e[0;32mOK
\e[0m 0.01
13245 cic:/Coq/Sets/Uniset/uniset_twist1.con
\e[0;32mOK
\e[0m 0.01
13246 cic:/Coq/Sets/Relations_3_facts/Noetherian_contains_Noetherian.con
\e[0;32mOK
\e[0m 0.02
13247 cic:/Coq/Sets/Relations_3_facts/Rstar_imp_coherent.con
\e[0;32mOK
\e[0m 0.01
13248 cic:/Coq/Sets/Relations_3_facts/coherent_symmetric.con
\e[0;32mOK
\e[0m 0.01
13249 cic:/Coq/Sets/Relations_3/confluent.con
\e[0;32mOK
\e[0m 0.02
13250 cic:/Coq/Sets/Relations_3/locally_confluent.con
\e[0;32mOK
\e[0m 0.01
13251 cic:/Coq/Sets/Relations_2_facts/Lemma1.con
\e[0;32mOK
\e[0m 0.03
13252 cic:/Coq/Sets/Relations_2_facts/Rstar_cases.con
\e[0;32mOK
\e[0m 0.01
13253 cic:/Coq/Sets/Relations_2_facts/Rstar_contains_Rplus.con
\e[0;32mOK
\e[0m 0.02
13254 cic:/Coq/Sets/Relations_2_facts/Rstar_transitive.con
\e[0;32mOK
\e[0m 0.01
13255 cic:/Coq/Sets/Relations_1_facts/contains_is_preorder.con
\e[0;32mOK
\e[0m 0.02
13256 cic:/Coq/Sets/Relations_1/Equivalence_rect.con
\e[0;32mOK
\e[0m 0.01
13257 cic:/Coq/Sets/Relations_1/Order_rect.con
\e[0;32mOK
\e[0m 0.02
13258 cic:/Coq/Sets/Relations_1/PER_rect.con
\e[0;32mOK
\e[0m 0.01
13259 cic:/Coq/Sets/Relations_1/Preorder_rect.con
\e[0;32mOK
\e[0m 0.02
13260 cic:/Coq/Sets/Powerset_Classical_facts/add_soustr_1.con
\e[0;32mOK
\e[0m 0.03
13261 cic:/Coq/Sets/Powerset_Classical_facts/incl_soustr_add_l.con
\e[0;32mOK
\e[0m 0.02
13262 cic:/Coq/Sets/Powerset_Classical_facts/incl_soustr_in.con
\e[0;32mOK
\e[0m 0.01
13263 cic:/Coq/Sets/Powerset/Intersection_decreases_l.con
\e[0;32mOK
\e[0m 0.02
13264 cic:/Coq/Sets/Powerset/Intersection_decreases_r.con
\e[0;32mOK
\e[0m 0.01
13265 cic:/Coq/Sets/Powerset/Power_set_Inhabited.con
\e[0;32mOK
\e[0m 0.01
13266 cic:/Coq/Sets/Powerset/Power_set_ind.con
\e[0;32mOK
\e[0m 0.01
13267 cic:/Coq/Sets/Powerset/Union_minimal.con
\e[0;32mOK
\e[0m 0.01
13268 cic:/Coq/Sets/Partial_Order/PO.ind
\e[0;32mOK
\e[0m 0.01
13269 cic:/Coq/Sets/Multiset/meq_congr.con
\e[0;32mOK
\e[0m 0.02
13270 cic:/Coq/Sets/Multiset/munion_comm.con
\e[0;32mOK
\e[0m 0.01
13271 cic:/Coq/Sets/Image/Im_inv.con
\e[0;32mOK
\e[0m 0.02
13272 cic:/Coq/Sets/Finite_sets/Finite.ind
\e[0;32mOK
\e[0m 0.01
13273 cic:/Coq/Sets/Finite_sets/cardinal.ind
\e[0;32mOK
\e[0m 0.00
13274 cic:/Coq/Sets/Ensembles/Disjoint_rect.con
\e[0;32mOK
\e[0m 0.01
13275 cic:/Coq/Sets/Ensembles/Extensionality_Ensembles.con
\e[0;32mOK
\e[0m 0.01
13276 cic:/Coq/Sets/Constructive_sets/Add_intro1.con
\e[0;32mOK
\e[0m 0.01
13277 cic:/Coq/Sets/Constructive_sets/Add_intro2.con
\e[0;32mOK
\e[0m 0.01
13278 cic:/Coq/Sets/Constructive_sets/Add_inv.con
\e[0;32mOK
\e[0m 0.01
13279 cic:/Coq/Sets/Constructive_sets/Extension.con
\e[0;32mOK
\e[0m 0.02
13280 cic:/Coq/Sets/Constructive_sets/Inhabited_not_empty.con
\e[0;32mOK
\e[0m 0.01
13281 cic:/Coq/Sets/Constructive_sets/Intersection_inv.con
\e[0;32mOK
\e[0m 0.01
13282 cic:/Coq/Sets/Constructive_sets/Strict_Included_intro.con
\e[0;32mOK
\e[0m 0.01
13283 cic:/Coq/Sets/Constructive_sets/Strict_Included_strict.con
\e[0;32mOK
\e[0m 0.01
13284 cic:/Coq/Sets/Constructive_sets/Union_inv.con
\e[0;32mOK
\e[0m 0.01
13285 cic:/Coq/Sets/Classical_sets/Inhabited_Setminus.con
\e[0;32mOK
\e[0m 0.02
13286 cic:/Coq/Sets/Classical_sets/Subtract_intro.con
\e[0;32mOK
\e[0m 0.01
13287 cic:/Coq/Sets/Classical_sets/Subtract_inv.con
\e[0;32mOK
\e[0m 0.01
13288 cic:/Coq/Sets/Classical_sets/not_included_empty_Inhabited.con
\e[0;32mOK
\e[0m 0.02
13289 cic:/Coq/Relations/Rstar/Rstar_Rstar'.con
\e[0;32mOK
\e[0m 0.02
13290 cic:/Coq/Relations/Relations/inverse_image_of_eq.con
\e[0;32mOK
\e[0m 0.02
13291 cic:/Coq/Relations/Relation_Operators/lex_exp.con
\e[0;32mOK
\e[0m 0.01
13292 cic:/Coq/Relations/Relation_Definitions/PER_rect.con
\e[0;32mOK
\e[0m 0.01
13293 cic:/Coq/Relations/Relation_Definitions/equiv_refl.con
\e[0;32mOK
\e[0m 0.01
13294 cic:/Coq/Relations/Relation_Definitions/equiv_sym.con
\e[0;32mOK
\e[0m 0.01
13295 cic:/Coq/Relations/Relation_Definitions/equiv_trans.con
\e[0;32mOK
\e[0m 0.01
13296 cic:/Coq/Relations/Relation_Definitions/equivalence_rect.con
\e[0;32mOK
\e[0m 0.01
13297 cic:/Coq/Relations/Relation_Definitions/ord_antisym.con
\e[0;32mOK
\e[0m 0.01
13298 cic:/Coq/Relations/Relation_Definitions/ord_refl.con
\e[0;32mOK
\e[0m 0.01
13299 cic:/Coq/Relations/Relation_Definitions/ord_trans.con
\e[0;32mOK
\e[0m 0.01
13300 cic:/Coq/Relations/Relation_Definitions/order_rect.con
\e[0;32mOK
\e[0m 0.01
13301 cic:/Coq/Relations/Relation_Definitions/per_sym.con
\e[0;32mOK
\e[0m 0.01
13302 cic:/Coq/Relations/Relation_Definitions/per_trans.con
\e[0;32mOK
\e[0m 0.01
13303 cic:/Coq/Relations/Relation_Definitions/preord_refl.con
\e[0;32mOK
\e[0m 0.01
13304 cic:/Coq/Relations/Relation_Definitions/preord_trans.con
\e[0;32mOK
\e[0m 0.01
13305 cic:/Coq/Relations/Relation_Definitions/preorder_rect.con
\e[0;32mOK
\e[0m 0.01
13306 cic:/Coq/Relations/Operators_Properties/clos_refl_trans_ind_left.con
\e[0;32mOK
\e[0m 0.02
13307 cic:/Coq/Relations/Operators_Properties/clos_rst_idempotent.con
\e[0;32mOK
\e[0m 0.02
13308 cic:/Coq/Relations/Operators_Properties/clos_rst_is_equiv.con
\e[0;32mOK
\e[0m 0.01
13309 cic:/Coq/Relations/Operators_Properties/clos_rt_clos_rst.con
\e[0;32mOK
\e[0m 0.02
13310 cic:/Coq/Relations/Operators_Properties/clos_rt_idempotent.con
\e[0;32mOK
\e[0m 0.01
13311 cic:/Coq/Relations/Operators_Properties/clos_rt_is_preorder.con
\e[0;32mOK
\e[0m 0.02
13312 cic:/Coq/Relations/Newman/coherence_intro.con
\e[0;32mOK
\e[0m 0.02
13313 cic:/Coq/Relations/Newman/confluence.con
\e[0;32mOK
\e[0m 0.01
13314 cic:/Coq/Relations/Newman/local_confluence.con
\e[0;32mOK
\e[0m 0.01
13315 cic:/Coq/Relations/Newman/Newman/Rstar_transitive.var
\e[0;32mOK
\e[0m 0.02
13316 cic:/Coq/Reals/SeqProp/decreasing_prop.con
\e[0;32mOK
\e[0m 0.03
13317 cic:/Coq/Reals/SeqProp/has_lb.con
\e[0;32mOK
\e[0m 0.01
13318 cic:/Coq/Reals/SeqProp/has_ub.con
\e[0;32mOK
\e[0m 0.01
13319 cic:/Coq/Reals/SeqProp/not_Rlt.con
\e[0;32mOK
\e[0m 0.01
13320 cic:/Coq/Reals/SeqProp/tech9.con
\e[0;32mOK
\e[0m 0.03
13321 cic:/Coq/Reals/Rtrigo_alt/cos_approx.con
\e[0;32mOK
\e[0m 0.01
13322 cic:/Coq/Reals/Rtrigo_alt/sin_approx.con
\e[0;32mOK
\e[0m 0.01
13323 cic:/Coq/Reals/Rtopology/covering_finite.con
\e[0;32mOK
\e[0m 0.01
13324 cic:/Coq/Reals/Rtopology/intersection_vide_finite_in.con
\e[0;32mOK
\e[0m 0.01
13325 cic:/Coq/Reals/Rtopology/is_lub_u.con
\e[0;32mOK
\e[0m 0.01
13326 cic:/Coq/Reals/Rtopology/subfamily.con
\e[0;32mOK
\e[0m 0.01
13327 cic:/Coq/Reals/Rsqrt_def/dicho_lb_car.con
\e[0;32mOK
\e[0m 0.04
13328 cic:/Coq/Reals/Rsqrt_def/dicho_up_car.con
\e[0;32mOK
\e[0m 0.03
13329 cic:/Coq/Reals/Rlimit/Base.con
\e[0;32mOK
\e[0m 0.02
13330 cic:/Coq/Reals/Rlimit/Metric_Space_rect.con
\e[0;32mOK
\e[0m 0.02
13331 cic:/Coq/Reals/Rlimit/prop_eps.con
\e[0;32mOK
\e[0m 0.01
13332 cic:/Coq/Reals/RiemannInt/SubEqui_P3.con
\e[0;32mOK
\e[0m 0.02
13333 cic:/Coq/Reals/Rfunctions/decimal_exp.con
\e[0;32mOK
\e[0m 0.02
13334 cic:/Coq/Reals/Rfunctions/powerRZ_O.con
\e[0;32mOK
\e[0m 0.01
13335 cic:/Coq/Reals/Raxioms/archimed.con
\e[0;32mOK
\e[0m 0.02
13336 cic:/Coq/Reals/Raxioms/completeness.con
\e[0;32mOK
\e[0m 0.01
13337 cic:/Coq/Reals/Ranalysis2/Rlt_4.con
\e[0;32mOK
\e[0m 0.03
13338 cic:/Coq/Reals/R_sqrt/Delta_is_pos.con
\e[0;32mOK
\e[0m 0.01
13339 cic:/Coq/Reals/RList/pos_Rl_P1.con
\e[0;32mOK
\e[0m 0.02
13340 cic:/Coq/Reals/RIneq/Rge_antisym.con
\e[0;32mOK
\e[0m 0.02
13341 cic:/Coq/Reals/RIneq/Rge_gt_trans.con
\e[0;32mOK
\e[0m 0.01
13342 cic:/Coq/Reals/RIneq/Rge_trans.con
\e[0;32mOK
\e[0m 0.01
13343 cic:/Coq/Reals/RIneq/Rgt_ge_trans.con
\e[0;32mOK
\e[0m 0.01
13344 cic:/Coq/Reals/RIneq/Rgt_not_eq.con
\e[0;32mOK
\e[0m 0.01
13345 cic:/Coq/Reals/RIneq/Rinv_r_simpl_r.con
\e[0;32mOK
\e[0m 0.01
13346 cic:/Coq/Reals/RIneq/Rinv_r_sym.con
\e[0;32mOK
\e[0m 0.01
13347 cic:/Coq/Reals/RIneq/Rle_le_eq.con
\e[0;32mOK
\e[0m 0.02
13348 cic:/Coq/Reals/RIneq/Rlt_le_dec.con
\e[0;32mOK
\e[0m 0.01
13349 cic:/Coq/Reals/RIneq/Rmult_gt_0_lt_compat.con
\e[0;32mOK
\e[0m 0.02
13350 cic:/Coq/Reals/RIneq/Rmult_lt_reg_l.con
\e[0;32mOK
\e[0m 0.02
13351 cic:/Coq/Reals/RIneq/Rnot_le_lt.con
\e[0;32mOK
\e[0m 0.02
13352 cic:/Coq/Reals/RIneq/Rnot_lt_ge.con
\e[0;32mOK
\e[0m 0.02
13353 cic:/Coq/Reals/RIneq/Rplus_ge_compat_l.con
\e[0;32mOK
\e[0m 0.01
13354 cic:/Coq/Reals/RIneq/Rplus_le_compat_r.con
\e[0;32mOK
\e[0m 0.02
13355 cic:/Coq/Reals/RIneq/Rplus_lt_compat.con
\e[0;32mOK
\e[0m 0.01
13356 cic:/Coq/Reals/RIneq/Rplus_lt_le_compat.con
\e[0;32mOK
\e[0m 0.01
13357 cic:/Coq/Reals/RIneq/cond_nonneg.con
\e[0;32mOK
\e[0m 0.01
13358 cic:/Coq/Reals/RIneq/cond_nonpos.con
\e[0;32mOK
\e[0m 0.01
13359 cic:/Coq/Reals/RIneq/nonnegreal_ind.con
\e[0;32mOK
\e[0m 0.01
13360 cic:/Coq/Reals/RIneq/nonnegreal_rec.con
\e[0;32mOK
\e[0m 0.01
13361 cic:/Coq/Reals/RIneq/nonposreal_ind.con
\e[0;32mOK
\e[0m 0.01
13362 cic:/Coq/Reals/RIneq/nonposreal_rec.con
\e[0;32mOK
\e[0m 0.01
13363 cic:/Coq/Reals/PartSum/sum_Rle.con
\e[0;32mOK
\e[0m 0.03
13364 cic:/Coq/Reals/PartSum/sum_growing.con
\e[0;32mOK
\e[0m 0.02
13365 cic:/Coq/Reals/MVT/increasing_decreasing.con
\e[0;32mOK
\e[0m 0.02
13366 cic:/Coq/Reals/DiscrR/IZR_eq.con
\e[0;32mOK
\e[0m 0.01
13367 cic:/Coq/Reals/Cos_rel/Reste.con
\e[0;32mOK
\e[0m 0.01
13368 cic:/Coq/NArith/Pnat/Pmult_nat_plus_carry_morphism.con
\e[0;32mOK
\e[0m 0.04
13369 cic:/Coq/NArith/Pnat/ZL3.con
\e[0;32mOK
\e[0m 0.02
13370 cic:/Coq/NArith/Pnat/le_Pmult_nat.con
\e[0;32mOK
\e[0m 0.01
13371 cic:/Coq/NArith/Pnat/nat_of_P_succ_morphism.con
\e[0;32mOK
\e[0m 0.01
13372 cic:/Coq/NArith/BinPos/Pmult_xI_mult_xO_discr.con
\e[0;32mOK
\e[0m 0.05
13373 cic:/Coq/NArith/BinPos/Pmult_xO_discr.con
\e[0;32mOK
\e[0m 0.02
13374 cic:/Coq/NArith/BinPos/Pplus_carry_no_neutral.con
\e[0;32mOK
\e[0m 0.01
13375 cic:/Coq/NArith/BinPos/Pplus_carry_plus.con
\e[0;32mOK
\e[0m 0.01
13376 cic:/Coq/NArith/BinPos/Pplus_comm.con
\e[0;32mOK
\e[0m 0.02
13377 cic:/Coq/NArith/BinPos/Pplus_diag.con
\e[0;32mOK
\e[0m 0.01
13378 cic:/Coq/NArith/BinPos/Pplus_succ_permute_r.con
\e[0;32mOK
\e[0m 0.03
13379 cic:/Coq/NArith/BinPos/Psucc_pred.con
\e[0;32mOK
\e[0m 0.01
13380 cic:/Coq/NArith/BinPos/ZC1.con
\e[0;32mOK
\e[0m 0.01
13381 cic:/Coq/NArith/BinPos/ZC2.con
\e[0;32mOK
\e[0m 0.01
13382 cic:/Coq/NArith/BinPos/ZC3.con
\e[0;32mOK
\e[0m 0.01
13383 cic:/Coq/NArith/BinPos/ZC4.con
\e[0;32mOK
\e[0m 0.01
13384 cic:/Coq/NArith/BinPos/ZL10.con
\e[0;32mOK
\e[0m 0.03
13385 cic:/Coq/NArith/BinNat/Ncompare_Eq_eq.con
\e[0;32mOK
\e[0m 0.02
13386 cic:/Coq/NArith/BinNat/Nmult_0_l.con
\e[0;32mOK
\e[0m 0.01
13387 cic:/Coq/NArith/BinNat/Nmult_1_l.con
\e[0;32mOK
\e[0m 0.01
13388 cic:/Coq/NArith/BinNat/Nmult_1_r.con
\e[0;32mOK
\e[0m 0.01
13389 cic:/Coq/NArith/BinNat/Nsucc_inj.con
\e[0;32mOK
\e[0m 0.02
13390 cic:/Coq/Logic/Hurkens/WF.con
\e[0;32mOK
\e[0m 0.01
13391 cic:/Coq/Logic/Hurkens/lemma1.con
\e[0;32mOK
\e[0m 0.01
13392 cic:/Coq/Logic/Eqdep_dec/nu_left_inv.con
\e[0;32mOK
\e[0m 0.01
13393 cic:/Coq/Logic/Eqdep/UIP.con
\e[0;32mOK
\e[0m 0.02
13394 cic:/Coq/Logic/Eqdep/inj_pair2.con
\e[0;32mOK
\e[0m 0.01
13395 cic:/Coq/Logic/Eqdep/inj_pairT2.con
\e[0;32mOK
\e[0m 0.01
13396 cic:/Coq/Logic/Classical_Prop/imply_to_and.con
\e[0;32mOK
\e[0m 0.01
13397 cic:/Coq/Logic/Classical_Pred_Type/not_all_not_ex.con
\e[0;32mOK
\e[0m 0.02
13398 cic:/Coq/Logic/Classical_Pred_Set/not_all_not_ex.con
\e[0;32mOK
\e[0m 0.02
13399 cic:/Coq/Logic/ClassicalFacts/ext_prop_fixpoint.con
\e[0;32mOK
\e[0m 0.02
13400 cic:/Coq/Logic/Berardi/R.con
\e[0;32mOK
\e[0m 0.01
13401 cic:/Coq/Logic/Berardi/retract_pow_U_U.con
\e[0;32mOK
\e[0m 0.01
13402 cic:/Coq/Lists/TheoryList/InR_cons_inv.con
\e[0;32mOK
\e[0m 0.01
13403 cic:/Coq/Lists/TheoryList/In_In_spec.con
\e[0;32mOK
\e[0m 0.02
13404 cic:/Coq/Lists/TheoryList/Length.con
\e[0;32mOK
\e[0m 0.01
13405 cic:/Coq/Lists/TheoryList/Nth.con
\e[0;32mOK
\e[0m 0.04
13406 cic:/Coq/Lists/TheoryList/nth_le_length.con
\e[0;32mOK
\e[0m 0.01
13407 cic:/Coq/Lists/Streams/Str_nth_tl_plus.con
\e[0;32mOK
\e[0m 0.02
13408 cic:/Coq/Lists/Streams/eqst_ntheq.con
\e[0;32mOK
\e[0m 0.01
13409 cic:/Coq/Lists/Streams/ntheq_eqst.con
\e[0;32mOK
\e[0m 0.01
13410 cic:/Coq/Lists/MonoList/app_ass.con
\e[0;32mOK
\e[0m 0.02
13411 cic:/Coq/Lists/MonoList/app_nil_end.con
\e[0;32mOK
\e[0m 0.01
13412 cic:/Coq/Lists/MonoList/in_app_or.con
\e[0;32mOK
\e[0m 0.02
13413 cic:/Coq/Lists/MonoList/in_or_app.con
\e[0;32mOK
\e[0m 0.02
13414 cic:/Coq/Lists/MonoList/incl_cons.con
\e[0;32mOK
\e[0m 0.01
13415 cic:/Coq/Lists/MonoList/incl_refl.con
\e[0;32mOK
\e[0m 0.01
13416 cic:/Coq/Lists/MonoList/incl_tl.con
\e[0;32mOK
\e[0m 0.01
13417 cic:/Coq/Lists/MonoList/incl_tran.con
\e[0;32mOK
\e[0m 0.01
13418 cic:/Coq/Lists/MonoList/lel_cons.con
\e[0;32mOK
\e[0m 0.01
13419 cic:/Coq/Lists/MonoList/lel_cons_cons.con
\e[0;32mOK
\e[0m 0.01
13420 cic:/Coq/Lists/MonoList/lel_nil.con
\e[0;32mOK
\e[0m 0.01
13421 cic:/Coq/Lists/MonoList/lel_refl.con
\e[0;32mOK
\e[0m 0.01
13422 cic:/Coq/Lists/MonoList/lel_trans.con
\e[0;32mOK
\e[0m 0.01
13423 cic:/Coq/Lists/ListSet/set_add_elim2.con
\e[0;32mOK
\e[0m 0.02
13424 cic:/Coq/Lists/ListSet/set_add_intro.con
\e[0;32mOK
\e[0m 0.01
13425 cic:/Coq/Lists/ListSet/set_diff_elim1.con
\e[0;32mOK
\e[0m 0.02
13426 cic:/Coq/Lists/ListSet/set_diff_elim2.con
\e[0;32mOK
\e[0m 0.01
13427 cic:/Coq/Lists/ListSet/set_diff_intro.con
\e[0;32mOK
\e[0m 0.02
13428 cic:/Coq/Lists/ListSet/set_inter_elim1.con
\e[0;32mOK
\e[0m 0.02
13429 cic:/Coq/Lists/ListSet/set_inter_elim2.con
\e[0;32mOK
\e[0m 0.02
13430 cic:/Coq/Lists/ListSet/set_inter_intro.con
\e[0;32mOK
\e[0m 0.02
13431 cic:/Coq/Lists/ListSet/set_power.con
\e[0;32mOK
\e[0m 0.01
13432 cic:/Coq/Lists/ListSet/set_union_elim.con
\e[0;32mOK
\e[0m 0.02
13433 cic:/Coq/Lists/ListSet/set_union_intro1.con
\e[0;32mOK
\e[0m 0.01
13434 cic:/Coq/Lists/ListSet/set_union_intro2.con
\e[0;32mOK
\e[0m 0.01
13435 cic:/Coq/Lists/List/app_eq_unit.con
\e[0;32mOK
\e[0m 0.02
13436 cic:/Coq/Lists/List/ass_app.con
\e[0;32mOK
\e[0m 0.02
13437 cic:/Coq/Lists/List/distr_rev.con
\e[0;32mOK
\e[0m 0.01
13438 cic:/Coq/Lists/List/in_prod.con
\e[0;32mOK
\e[0m 0.02
13439 cic:/Coq/Lists/List/incl_app.con
\e[0;32mOK
\e[0m 0.01
13440 cic:/Coq/Lists/List/incl_appl.con
\e[0;32mOK
\e[0m 0.01
13441 cic:/Coq/Lists/List/incl_appr.con
\e[0;32mOK
\e[0m 0.01
13442 cic:/Coq/IntMap/Mapsubset/MapDisjoint.con
\e[0;32mOK
\e[0m 0.02
13443 cic:/Coq/IntMap/Mapsubset/MapDisjoint_2.con
\e[0;32mOK
\e[0m 0.01
13444 cic:/Coq/IntMap/Mapsubset/MapSubset.con
\e[0;32mOK
\e[0m 0.01
13445 cic:/Coq/IntMap/Mapsubset/map_dom_empty_1.con
\e[0;32mOK
\e[0m 0.01
13446 cic:/Coq/IntMap/Mapsubset/map_dom_empty_2.con
\e[0;32mOK
\e[0m 0.02
13447 cic:/Coq/IntMap/Maplists/Elems.con
\e[0;32mOK
\e[0m 0.02
13448 cic:/Coq/IntMap/Maplists/ad_in_list_forms_circuit.con
\e[0;32mOK
\e[0m 0.05
13449 cic:/Coq/IntMap/Maplists/ad_in_list_rev.con
\e[0;32mOK
\e[0m 0.02
13450 cic:/Coq/IntMap/Maplists/ad_list_app_rev.con
\e[0;32mOK
\e[0m 0.05
13451 cic:/Coq/IntMap/Maplists/ad_list_of_dom.con
\e[0;32mOK
\e[0m 0.01
13452 cic:/Coq/IntMap/Maplists/ad_list_of_dom_Dom_1.con
\e[0;32mOK
\e[0m 0.04
13453 cic:/Coq/IntMap/Maplists/ad_list_of_dom_card_1.con
\e[0;32mOK
\e[0m 0.04
13454 cic:/Coq/IntMap/Mapiter/MapFold_M1.con
\e[0;32mOK
\e[0m 0.01
13455 cic:/Coq/IntMap/Mapiter/MapFold_as_fold_1.con
\e[0;32mOK
\e[0m 0.08
13456 cic:/Coq/IntMap/Mapiter/MapFold_empty.con
\e[0;32mOK
\e[0m 0.01
13457 cic:/Coq/IntMap/Mapiter/MapFold_state_stateless_1.con
\e[0;32mOK
\e[0m 0.04
13458 cic:/Coq/IntMap/Mapiter/MapSweep.con
\e[0;32mOK
\e[0m 0.01
13459 cic:/Coq/IntMap/Mapiter/MapSweep_semantics_1_1.con
\e[0;32mOK
\e[0m 0.08
13460 cic:/Coq/IntMap/Mapiter/MapSweep_semantics_2_1.con
\e[0;32mOK
\e[0m 0.09
13461 cic:/Coq/IntMap/Mapiter/MapSweep_semantics_3_1.con
\e[0;32mOK
\e[0m 0.09
13462 cic:/Coq/IntMap/Mapiter/MapSweep_semantics_4_1.con
\e[0;32mOK
\e[0m 0.15
13463 cic:/Coq/IntMap/Mapiter/Map_of_alist.con
\e[0;32mOK
\e[0m 0.01
13464 cic:/Coq/IntMap/Mapiter/ad_comp_double_inj.con
\e[0;32mOK
\e[0m 0.01
13465 cic:/Coq/IntMap/Mapiter/ad_comp_double_plus_un_inj.con
\e[0;32mOK
\e[0m 0.01
13466 cic:/Coq/IntMap/Mapiter/alist_of_Map.con
\e[0;32mOK
\e[0m 0.01
13467 cic:/Coq/IntMap/Mapiter/alist_of_Map_semantics_1_1.con
\e[0;32mOK
\e[0m 0.09
13468 cic:/Coq/IntMap/Mapfold/MapFold1_as_Fold_1.con
\e[0;32mOK
\e[0m 0.04
13469 cic:/Coq/IntMap/Mapfold/MapFold_distr_r_1.con
\e[0;32mOK
\e[0m 0.04
13470 cic:/Coq/IntMap/Mapfold/MapFold_ext_f_1.con
\e[0;32mOK
\e[0m 0.06
13471 cic:/Coq/IntMap/Mapfold/MapFold_orb_1.con
\e[0;32mOK
\e[0m 0.05
13472 cic:/Coq/IntMap/Mapcard/MapCard_Dom.con
\e[0;32mOK
\e[0m 0.03
13473 cic:/Coq/IntMap/Mapcard/MapCard_as_Fold_1.con
\e[0;32mOK
\e[0m 0.03
13474 cic:/Coq/IntMap/Mapcard/MapCard_is_one.con
\e[0;32mOK
\e[0m 0.06
13475 cic:/Coq/IntMap/Mapcanon/M2_eqmap_1.con
\e[0;32mOK
\e[0m 0.03
13476 cic:/Coq/IntMap/Mapcanon/M2_eqmap_2.con
\e[0;32mOK
\e[0m 0.02
13477 cic:/Coq/IntMap/Mapcanon/MapFold_canon_1.con
\e[0;32mOK
\e[0m 0.02
13478 cic:/Coq/IntMap/Mapcanon/MapPut1_canon.con
\e[0;32mOK
\e[0m 0.04
13479 cic:/Coq/IntMap/Mapcanon/mapcanon_M2.con
\e[0;32mOK
\e[0m 0.04
13480 cic:/Coq/IntMap/Mapcanon/mapcanon_M2_1.con
\e[0;32mOK
\e[0m 0.03
13481 cic:/Coq/IntMap/Mapcanon/mapcanon_M2_2.con
\e[0;32mOK
\e[0m 0.03
13482 cic:/Coq/IntMap/Mapcanon/mapcanon_ind.con
\e[0;32mOK
\e[0m 0.01
13483 cic:/Coq/IntMap/Mapaxioms/MapDomRestrTo_empty_m.con
\e[0;32mOK
\e[0m 0.02
13484 cic:/Coq/IntMap/Mapaxioms/MapDomRestrTo_empty_m_1.con
\e[0;32mOK
\e[0m 0.01
13485 cic:/Coq/IntMap/Mapaxioms/MapDomRestrTo_m_empty_1.con
\e[0;32mOK
\e[0m 0.01
13486 cic:/Coq/IntMap/Mapaxioms/eqmap_refl.con
\e[0;32mOK
\e[0m 0.01
13487 cic:/Coq/IntMap/Mapaxioms/eqmap_sym.con
\e[0;32mOK
\e[0m 0.01
13488 cic:/Coq/IntMap/Mapaxioms/eqmap_trans.con
\e[0;32mOK
\e[0m 0.01
13489 cic:/Coq/IntMap/Map/Map2_semantics_1_eq.con
\e[0;32mOK
\e[0m 0.01
13490 cic:/Coq/IntMap/Map/Map2_semantics_2_eq.con
\e[0;32mOK
\e[0m 0.01
13491 cic:/Coq/IntMap/Map/Map2_semantics_3_eq.con
\e[0;32mOK
\e[0m 0.02
13492 cic:/Coq/IntMap/Map/MapDelta.con
\e[0;32mOK
\e[0m 0.30
13493 cic:/Coq/IntMap/Map/MapEmptyp_complete.con
\e[0;32mOK
\e[0m 0.02
13494 cic:/Coq/IntMap/Map/MapGet_M2_bit_0.con
\e[0;32mOK
\e[0m 0.02
13495 cic:/Coq/IntMap/Map/MapGet_M2_bit_0_if.con
\e[0;32mOK
\e[0m 0.02
13496 cic:/Coq/IntMap/Map/MapGet_M2_both_NONE.con
\e[0;32mOK
\e[0m 0.01
13497 cic:/Coq/IntMap/Map/MapMerge.con
\e[0;32mOK
\e[0m 0.01
13498 cic:/Coq/IntMap/Map/MapPut_behind_semantics_3_1.con
\e[0;32mOK
\e[0m 0.02
13499 cic:/Coq/IntMap/Map/MapPut_semantics_1.con
\e[0;32mOK
\e[0m 0.01
13500 cic:/Coq/IntMap/Map/MapPut_semantics_2_1.con
\e[0;32mOK
\e[0m 0.01
13501 cic:/Coq/IntMap/Map/MapPut_semantics_3_1.con
\e[0;32mOK
\e[0m 0.02
13502 cic:/Coq/IntMap/Lsort/aapp_length.con
\e[0;32mOK
\e[0m 0.01
13503 cic:/Coq/IntMap/Lsort/ad_less_def_1.con
\e[0;32mOK
\e[0m 0.02
13504 cic:/Coq/IntMap/Lsort/ad_less_def_2.con
\e[0;32mOK
\e[0m 0.02
13505 cic:/Coq/IntMap/Lsort/ad_less_not_refl.con
\e[0;32mOK
\e[0m 0.01
13506 cic:/Coq/IntMap/Lsort/ad_less_z.con
\e[0;32mOK
\e[0m 0.01
13507 cic:/Coq/IntMap/Lsort/ad_monotonic.con
\e[0;32mOK
\e[0m 0.01
13508 cic:/Coq/IntMap/Lsort/ad_z_less_1.con
\e[0;32mOK
\e[0m 0.03
13509 cic:/Coq/IntMap/Lsort/ad_z_less_2.con
\e[0;32mOK
\e[0m 0.02
13510 cic:/Coq/IntMap/Lsort/alist_semantics_nth_ad.con
\e[0;32mOK
\e[0m 0.05
13511 cic:/Coq/IntMap/Lsort/alist_sorted.con
\e[0;32mOK
\e[0m 0.01
13512 cic:/Coq/IntMap/Lsort/alist_sorted_1.con
\e[0;32mOK
\e[0m 0.01
13513 cic:/Coq/IntMap/Lsort/alist_sorted_2.con
\e[0;32mOK
\e[0m 0.01
13514 cic:/Coq/IntMap/Fset/FSetInter.con
\e[0;32mOK
\e[0m 0.02
13515 cic:/Coq/IntMap/Fset/FSet_Dom.con
\e[0;32mOK
\e[0m 0.02
13516 cic:/Coq/IntMap/Fset/MapDomRestrBy.con
\e[0;32mOK
\e[0m 0.02
13517 cic:/Coq/IntMap/Fset/in_FSet.con
\e[0;32mOK
\e[0m 0.01
13518 cic:/Coq/IntMap/Fset/in_dom_M0.con
\e[0;32mOK
\e[0m 0.01
13519 cic:/Coq/IntMap/Fset/in_dom_M1.con
\e[0;32mOK
\e[0m 0.02
13520 cic:/Coq/IntMap/Fset/in_dom_none.con
\e[0;32mOK
\e[0m 0.02
13521 cic:/Coq/IntMap/Fset/in_dom_some.con
\e[0;32mOK
\e[0m 0.02
13522 cic:/Coq/IntMap/Adist/ad_pdist_comm.con
\e[0;32mOK
\e[0m 0.02
13523 cic:/Coq/IntMap/Adist/ad_pdist_eq_1.con
\e[0;32mOK
\e[0m 0.01
13524 cic:/Coq/IntMap/Adist/ad_plength_first_one.con
\e[0;32mOK
\e[0m 0.04
13525 cic:/Coq/IntMap/Adist/ni_le_antisym.con
\e[0;32mOK
\e[0m 0.02
13526 cic:/Coq/IntMap/Adist/ni_le_min_1.con
\e[0;32mOK
\e[0m 0.01
13527 cic:/Coq/IntMap/Adist/ni_le_min_2.con
\e[0;32mOK
\e[0m 0.01
13528 cic:/Coq/IntMap/Adist/ni_le_refl.con
\e[0;32mOK
\e[0m 0.01
13529 cic:/Coq/IntMap/Adist/ni_le_trans.con
\e[0;32mOK
\e[0m 0.01
13530 cic:/Coq/IntMap/Adist/ni_min_O_r.con
\e[0;32mOK
\e[0m 0.01
13531 cic:/Coq/IntMap/Adist/ni_min_case.con
\e[0;32mOK
\e[0m 0.03
13532 cic:/Coq/IntMap/Addr/ad_faithful.con
\e[0;32mOK
\e[0m 0.04
13533 cic:/Coq/IntMap/Addr/ad_xor_sem_5.con
\e[0;32mOK
\e[0m 0.03
13534 cic:/Coq/IntMap/Addr/adf_xor_eq.con
\e[0;32mOK
\e[0m 0.01
13535 cic:/Coq/IntMap/Addec/ad_bit_0_0_not_double_plus_un.con
\e[0;32mOK
\e[0m 0.02
13536 cic:/Coq/IntMap/Addec/ad_bit_0_1_not_double.con
\e[0;32mOK
\e[0m 0.02
13537 cic:/Coq/IntMap/Addec/ad_bit_0_neq.con
\e[0;32mOK
\e[0m 0.02
13538 cic:/Coq/IntMap/Addec/ad_div_eq.con
\e[0;32mOK
\e[0m 0.01
13539 cic:/Coq/IntMap/Addec/ad_div_neq.con
\e[0;32mOK
\e[0m 0.01
13540 cic:/Coq/IntMap/Addec/ad_eq_comm.con
\e[0;32mOK
\e[0m 0.02
13541 cic:/Coq/IntMap/Addec/ad_xor_eq_false.con
\e[0;32mOK
\e[0m 0.02
13542 cic:/Coq/IntMap/Adalloc/ad_le.con
\e[0;32mOK
\e[0m 0.03
13543 cic:/Coq/Init/Wf/Acc_rec.con
\e[0;32mOK
\e[0m 0.01
13544 cic:/Coq/Init/Wf/Fix.con
\e[0;32mOK
\e[0m 0.01
13545 cic:/Coq/Init/Wf/Fix_F_eq.con
\e[0;32mOK
\e[0m 0.01
13546 cic:/Coq/Init/Wf/well_founded_induction_type.con
\e[0;32mOK
\e[0m 0.01
13547 cic:/Coq/Init/Wf/well_founded_induction_type_2.con
\e[0;32mOK
\e[0m 0.02
13548 cic:/Coq/Init/Peano/n_Sn.con
\e[0;32mOK
\e[0m 0.02
13549 cic:/Coq/Bool/Bvector/BshiftL_iter.con
\e[0;32mOK
\e[0m 0.03
13550 cic:/Coq/Bool/Bvector/BshiftRa.con
\e[0;32mOK
\e[0m 0.01
13551 cic:/Coq/Bool/Bvector/BshiftRl.con
\e[0;32mOK
\e[0m 0.02
13552 cic:/Coq/Bool/BoolEq/beq_false_not_eq.con
\e[0;32mOK
\e[0m 0.02
13553 cic:/Coq/Bool/Bool/Is_true_eq_true2.con
\e[0;32mOK
\e[0m 0.01
13554 cic:/Coq/Bool/Bool/bool_4.con
\e[0;32mOK
\e[0m 0.01
13555 cic:/Coq/Bool/Bool/bool_5.con
\e[0;32mOK
\e[0m 0.01
13556 cic:/Coq/Bool/Bool/eq_true_false_abs.con
\e[0;32mOK
\e[0m 0.01
13557 cic:/Coq/Bool/Bool/orb_b_true.con
\e[0;32mOK
\e[0m 0.02
13558 cic:/Coq/Bool/Bool/xorb_move_l_r_2.con
\e[0;32mOK
\e[0m 0.01
13559 cic:/Coq/Arith/Plus/le_plus_trans.con
\e[0;32mOK
\e[0m 0.03
13560 cic:/Coq/Arith/Plus/lt_plus_trans.con
\e[0;32mOK
\e[0m 0.01
13561 cic:/Coq/Arith/Plus/plus_Snm_nSm.con
\e[0;32mOK
\e[0m 0.01
13562 cic:/Coq/Arith/Plus/plus_le_compat.con
\e[0;32mOK
\e[0m 0.01
13563 cic:/Coq/Arith/Plus/plus_lt_compat_l.con
\e[0;32mOK
\e[0m 0.02
13564 cic:/Coq/Arith/Plus/plus_permute.con
\e[0;32mOK
\e[0m 0.01
13565 cic:/Coq/Arith/Plus/plus_permute_2_in_4.con
\e[0;32mOK
\e[0m 0.01
13566 cic:/Coq/Arith/Peano_dec/eq_nat_dec.con
\e[0;32mOK
\e[0m 0.02
13567 cic:/Coq/Arith/Mult/mult_O_le.con
\e[0;32mOK
\e[0m 0.01
13568 cic:/Coq/Arith/Mult/mult_acc_aux.con
\e[0;32mOK
\e[0m 0.02
13569 cic:/Coq/Arith/Mult/mult_assoc_reverse.con
\e[0;32mOK
\e[0m 0.02
13570 cic:/Coq/Arith/Mult/mult_comm.con
\e[0;32mOK
\e[0m 0.02
13571 cic:/Coq/Arith/Mult/mult_le_compat.con
\e[0;32mOK
\e[0m 0.01
13572 cic:/Coq/Arith/Mult/odd_even_lem.con
\e[0;32mOK
\e[0m 0.04
13573 cic:/Coq/Arith/Minus/minus_plus.con
\e[0;32mOK
\e[0m 0.03
13574 cic:/Coq/Arith/Min/le_min_l.con
\e[0;32mOK
\e[0m 0.02
13575 cic:/Coq/Arith/Min/le_min_r.con
\e[0;32mOK
\e[0m 0.01
13576 cic:/Coq/Arith/Max/le_max_l.con
\e[0;32mOK
\e[0m 0.01
13577 cic:/Coq/Arith/Max/le_max_r.con
\e[0;32mOK
\e[0m 0.01
13578 cic:/Coq/Arith/Lt/le_or_lt.con
\e[0;32mOK
\e[0m 0.02
13579 cic:/Coq/Arith/Lt/lt_le_weak.con
\e[0;32mOK
\e[0m 0.04
13580 cic:/Coq/Arith/Lt/lt_pred.con
\e[0;32mOK
\e[0m 0.01
13581 cic:/Coq/Arith/Lt/neq_O_lt.con
\e[0;32mOK
\e[0m 0.01
13582 cic:/Coq/Arith/Le/le_S_n.con
\e[0;32mOK
\e[0m 0.01
13583 cic:/Coq/Arith/Le/le_elim_rel.con
\e[0;32mOK
\e[0m 0.02
13584 cic:/Coq/Arith/Gt/gt_Sn_O.con
\e[0;32mOK
\e[0m 0.02
13585 cic:/Coq/Arith/Gt/gt_le_trans.con
\e[0;32mOK
\e[0m 0.02
13586 cic:/Coq/Arith/Gt/le_gt_S.con
\e[0;32mOK
\e[0m 0.01
13587 cic:/Coq/Arith/Even/even_mult_aux.con
\e[0;32mOK
\e[0m 0.08
13588 cic:/Coq/Arith/Euclid/diveucl_rect.con
\e[0;32mOK
\e[0m 0.02
13589 cic:/Coq/Arith/Div2/div2_even.con
\e[0;32mOK
\e[0m 0.02
13590 cic:/Coq/Arith/Div2/div2_odd.con
\e[0;32mOK
\e[0m 0.01
13591 cic:/Coq/Arith/Div2/even_div2.con
\e[0;32mOK
\e[0m 0.01
13592 cic:/Coq/Arith/Div2/odd_div2.con
\e[0;32mOK
\e[0m 0.01
13593 cic:/Coq/Arith/Compare_dec/le_lt_dec.con
\e[0;32mOK
\e[0m 0.02
13594 cic:/Coq/Arith/Compare_dec/zerop.con
\e[0;32mOK
\e[0m 0.01
13595 cic:/Coq/Arith/Compare/le_le_S_eq.con
\e[0;32mOK
\e[0m 0.02
13596 cic:/Coq/Arith/Between/exists_lt.con
\e[0;32mOK
\e[0m 0.02
13597 cic:/Coq/Arith/Between/in_int_S.con
\e[0;32mOK
\e[0m 0.01
13598 cic:/Coq/Arith/Between/in_int_lt.con
\e[0;32mOK
\e[0m 0.01
13599 cic:/Coq/Arith/Between/nth_le.con
\e[0;32mOK
\e[0m 0.01
13600 cic:/CoRN/tactics/AlgReflection/MI_mult.con
\e[0;32mOK
\e[0m 0.03
13601 cic:/CoRN/tactics/AlgReflection/eq_expr.con
\e[0;32mOK
\e[0m 0.02
13602 cic:/CoRN/tactics/AlgReflection/le_int.con
\e[0;32mOK
\e[0m 0.01
13603 cic:/CoRN/reals/CReals1/unbnd_f.con
\e[0;32mOK
\e[0m 0.05
13604 cic:/CoRN/model/structures/Zsec/posZ_Zsgn.con
\e[0;32mOK
\e[0m 0.02
13605 cic:/CoRN/model/structures/Zsec/posZ_Zsgn2.con
\e[0;32mOK
\e[0m 0.01
13606 cic:/CoRN/model/structures/Qsec/Qeq.con
\e[0;32mOK
\e[0m 0.02
13607 cic:/CoRN/model/structures/Qsec/Qlt.con
\e[0;32mOK
\e[0m 0.01
13608 cic:/CoRN/model/structures/Qsec/Qmult.con
\e[0;32mOK
\e[0m 0.01
13609 cic:/CoRN/model/setoids/twoelemsetoid/M1_ap_tight.con
\e[0;32mOK
\e[0m 0.03
13610 cic:/CoRN/model/setoids/Zfinsetoid/ZF_crr.con
\e[0;32mOK
\e[0m 0.01
13611 cic:/CoRN/model/setoids/Zfinsetoid/ZF_rect.con
\e[0;32mOK
\e[0m 0.02
13612 cic:/CoRN/model/setoids/Zfinsetoid/ZFap.con
\e[0;32mOK
\e[0m 0.02
13613 cic:/CoRN/model/setoids/Zfinsetoid/ZFeq.con
\e[0;32mOK
\e[0m 0.01
13614 cic:/CoRN/model/setoids/Nfinsetoid/F_ind.con
\e[0;32mOK
\e[0m 0.02
13615 cic:/CoRN/model/setoids/Nfinsetoid/F_prf.con
\e[0;32mOK
\e[0m 0.01
13616 cic:/CoRN/model/setoids/Nfinsetoid/F_rec.con
\e[0;32mOK
\e[0m 0.01
13617 cic:/CoRN/model/setoids/Nfinsetoid/Fap_irreflexive.con
\e[0;32mOK
\e[0m 0.03
13618 cic:/CoRN/model/setoids/Nfinsetoid/Fap_symmetric.con
\e[0;32mOK
\e[0m 0.01
13619 cic:/CoRN/model/monoids/Nm_to_freem/p70text/ZerolessOne.var
\e[0;32mOK
\e[0m 0.03
13620 cic:/CoRN/model/Zmod/ZDivides/Zdivides.con
\e[0;32mOK
\e[0m 0.02
13621 cic:/CoRN/model/Zmod/ZBasics/Zabs_elim_nonneg.con
\e[0;32mOK
\e[0m 0.02
13622 cic:/CoRN/model/Zmod/ZBasics/Zabs_mult_compat.con
\e[0;32mOK
\e[0m 0.02
13623 cic:/CoRN/model/Zmod/ZBasics/Zdiv_neg_neg.con
\e[0;32mOK
\e[0m 0.02
13624 cic:/CoRN/model/Zmod/ZBasics/Zdiv_neg_nonneg.con
\e[0;32mOK
\e[0m 0.02
13625 cic:/CoRN/model/Zmod/ZBasics/Zdiv_neg_nonpos.con
\e[0;32mOK
\e[0m 0.02
13626 cic:/CoRN/model/Zmod/ZBasics/Zdiv_neg_pos.con
\e[0;32mOK
\e[0m 0.02
13627 cic:/CoRN/model/Zmod/ZBasics/Zdiv_pos_neg.con
\e[0;32mOK
\e[0m 0.02
13628 cic:/CoRN/model/Zmod/ZBasics/Zdiv_pos_nonneg.con
\e[0;32mOK
\e[0m 0.03
13629 cic:/CoRN/model/Zmod/ZBasics/Zdiv_pos_nonpos.con
\e[0;32mOK
\e[0m 0.02
13630 cic:/CoRN/model/Zmod/ZBasics/Zdiv_pos_pos.con
\e[0;32mOK
\e[0m 0.02
13631 cic:/CoRN/model/Zmod/ZBasics/Zmult_sgn_abs.con
\e[0;32mOK
\e[0m 0.01
13632 cic:/CoRN/model/Zmod/ZBasics/Zmult_sgn_eq_abs.con
\e[0;32mOK
\e[0m 0.01
13633 cic:/CoRN/model/Zmod/ZBasics/Zmult_zero_div.con
\e[0;32mOK
\e[0m 0.02
13634 cic:/CoRN/model/Zmod/ZBasics/Zsgn_mult_compat.con
\e[0;32mOK
\e[0m 0.01
13635 cic:/CoRN/devel/loeb/per/lst2fun/F_ind.con
\e[0;32mOK
\e[0m 0.02
13636 cic:/CoRN/devel/loeb/per/lst2fun/F_prf.con
\e[0;32mOK
\e[0m 0.01
13637 cic:/CoRN/devel/loeb/per/lst2fun/F_rec.con
\e[0;32mOK
\e[0m 0.01
13638 cic:/CoRN/devel/loeb/per/lst2fun/Fap_irreflexive.con
\e[0;32mOK
\e[0m 0.02
13639 cic:/CoRN/devel/loeb/per/lst2fun/Fap_symmetric.con
\e[0;32mOK
\e[0m 0.01
13640 cic:/CoRN/devel/loeb/per/Zlst2fun/ZF_crr.con
\e[0;32mOK
\e[0m 0.02
13641 cic:/CoRN/devel/loeb/per/Zlst2fun/ZF_rect.con
\e[0;32mOK
\e[0m 0.01
13642 cic:/CoRN/devel/loeb/per/Zlst2fun/ZFap.con
\e[0;32mOK
\e[0m 0.01
13643 cic:/CoRN/devel/loeb/per/Zlst2fun/ZFeq.con
\e[0;32mOK
\e[0m 0.02
13644 cic:/CoRN/devel/loeb/per/Zlst2fun/to_nat.con
\e[0;32mOK
\e[0m 0.01
13645 cic:/CoRN/devel/loeb/IDA/Ch6/M1_ap_tight.con
\e[0;32mOK
\e[0m 0.02
13646 cic:/CoRN/devel/loeb/IDA/Ch6/ZerolessOne.con
\e[0;32mOK
\e[0m 0.01
13647 cic:/CoRN/algebra/ListType/ass_app.con
\e[0;32mOK
\e[0m 0.02
13648 cic:/CoRN/algebra/ListType/incl_app.con
\e[0;32mOK
\e[0m 0.02
13649 cic:/CoRN/algebra/ListType/incl_appl.con
\e[0;32mOK
\e[0m 0.01
13650 cic:/CoRN/algebra/ListType/incl_appr.con
\e[0;32mOK
\e[0m 0.01
13651 cic:/CoRN/algebra/CSetoids/CSetoid.ind
\e[0;32mOK
\e[0m 0.01
13652 cic:/CoRN/algebra/CSetoids/ax_ap_cotransitive.con
\e[0;32mOK
\e[0m 0.04
13653 cic:/CoRN/algebra/CSetoids/ax_ap_irreflexive.con
\e[0;32mOK
\e[0m 0.02
13654 cic:/CoRN/algebra/CSetoids/ax_ap_symmetric.con
\e[0;32mOK
\e[0m 0.02
13655 cic:/CoRN/algebra/CSetoids/ax_ap_tight.con
\e[0;32mOK
\e[0m 0.01
13656 cic:/CoRN/algebra/CSetoids/is_CSetoid_rect.con
\e[0;32mOK
\e[0m 0.02
13657 cic:/CoRN/algebra/COrdFields/so_asym.con
\e[0;32mOK
\e[0m 0.03
13658 cic:/CoRN/algebra/COrdFields/so_trans.con
\e[0;32mOK
\e[0m 0.02
13659 cic:/CoRN/algebra/COrdFields/strictorder_rect.con
\e[0;32mOK
\e[0m 0.02
13660 cic:/CoRN/algebra/CLogic/Clt_to.con
\e[0;32mOK
\e[0m 0.02
13661 cic:/CoRN/algebra/CLogic/pred_lt.con
\e[0;32mOK
\e[0m 0.02
13662 cic:/CoRN/algebra/Basics/caseZ_diff_O.con
\e[0;32mOK
\e[0m 0.02
13663 cic:/CoRN/algebra/Basics/well_founded_induction_type.con
\e[0;32mOK
\e[0m 0.02
13664 cic:/Cachan/SMC/univ/BDDuniv_sec/gc.var
\e[0;32mOK
\e[0m 0.01
13665 cic:/Cachan/SMC/tauto/tauto/gc.var
\e[0;32mOK
\e[0m 0.02
13666 cic:/Cachan/SMC/quant/and_ok_inv.con
\e[0;32mOK
\e[0m 0.04
13667 cic:/Cachan/SMC/quant/and_x_free.con
\e[0;32mOK
\e[0m 0.02
13668 cic:/Cachan/SMC/quant/ap'_eq_ap.con
\e[0;32mOK
\e[0m 0.01
13669 cic:/Cachan/SMC/quant/be_ok_ind.con
\e[0;32mOK
\e[0m 0.02
13670 cic:/Cachan/SMC/quant/bool_fun_subst.con
\e[0;32mOK
\e[0m 0.01
13671 cic:/Cachan/SMC/quant/bool_to_bf.con
\e[0;32mOK
\e[0m 0.01
13672 cic:/Cachan/SMC/quant/iff_ok_inv.con
\e[0;32mOK
\e[0m 0.04
13673 cic:/Cachan/SMC/quant/impl_ok_inv.con
\e[0;32mOK
\e[0m 0.04
13674 cic:/Cachan/SMC/quant/impl_x_free.con
\e[0;32mOK
\e[0m 0.01
13675 cic:/Cachan/SMC/quant/lx'_1.con
\e[0;32mOK
\e[0m 0.01
13676 cic:/Cachan/SMC/quant/lx_1.con
\e[0;32mOK
\e[0m 0.01
13677 cic:/Cachan/SMC/quant/neg_ok_inv.con
\e[0;32mOK
\e[0m 0.03
13678 cic:/Cachan/SMC/quant/or_ok_inv.con
\e[0;32mOK
\e[0m 0.04
13679 cic:/Cachan/SMC/quant/replace.con
\e[0;32mOK
\e[0m 0.01
13680 cic:/Cachan/SMC/quant/restrict.con
\e[0;32mOK
\e[0m 0.01
13681 cic:/Cachan/SMC/quant/var_env''_to_env'.con
\e[0;32mOK
\e[0m 0.01
13682 cic:/Cachan/SMC/quant/var_env''_to_env.con
\e[0;32mOK
\e[0m 0.01
13683 cic:/Cachan/SMC/quant/var_env'_to_env.con
\e[0;32mOK
\e[0m 0.01
13684 cic:/Cachan/SMC/quant/var_ok_inv.con
\e[0;32mOK
\e[0m 0.04
13685 cic:/Cachan/SMC/quant/Nsec/BDDmu_ex_results/cfg.var
\e[0;32mOK
\e[0m 0.01
13686 cic:/Cachan/SMC/quant/Nsec/BDDmu_ex_results/gc.var
\e[0;32mOK
\e[0m 0.01
13687 cic:/Cachan/SMC/quant/Nsec/BDDmu_all_results/cfg.var
\e[0;32mOK
\e[0m 0.01
13688 cic:/Cachan/SMC/quant/Nsec/BDDmu_all_results/gc.var
\e[0;32mOK
\e[0m 0.01
13689 cic:/Cachan/SMC/quant/BDDquant/gc.var
\e[0;32mOK
\e[0m 0.01
13690 cic:/Cachan/SMC/quant/BDDquant/BDDunivl_results/cfg.var
\e[0;32mOK
\e[0m 0.01
13691 cic:/Cachan/SMC/quant/BDDquant/BDDuniv_results/cfg.var
\e[0;32mOK
\e[0m 0.01
13692 cic:/Cachan/SMC/quant/BDDquant/BDDsubst_results/cfg.var
\e[0;32mOK
\e[0m 0.01
13693 cic:/Cachan/SMC/quant/BDDquant/BDDreplacel_results/cfg.var
\e[0;32mOK
\e[0m 0.01
13694 cic:/Cachan/SMC/quant/BDDquant/BDDreplace_results/cfg.var
\e[0;32mOK
\e[0m 0.01
13695 cic:/Cachan/SMC/quant/BDDquant/BDDexl_results/cfg.var
\e[0;32mOK
\e[0m 0.01
13696 cic:/Cachan/SMC/quant/BDDquant/BDDex_results/cfg.var
\e[0;32mOK
\e[0m 0.01
13697 cic:/Cachan/SMC/or/BDD_or/gc.var
\e[0;32mOK
\e[0m 0.01
13698 cic:/Cachan/SMC/op/BDDop/gc.var
\e[0;32mOK
\e[0m 0.01
13699 cic:/Cachan/SMC/op/BDDop/BDDvar_make_results/cfg.var
\e[0;32mOK
\e[0m 0.02
13700 cic:/Cachan/SMC/op/BDDop/BDDor_results/cfg.var
\e[0;32mOK
\e[0m 0.02
13701 cic:/Cachan/SMC/op/BDDop/BDDneg_results/cfg.var
\e[0;32mOK
\e[0m 0.02
13702 cic:/Cachan/SMC/op/BDDop/BDDimpl_results/cfg.var
\e[0;32mOK
\e[0m 0.01
13703 cic:/Cachan/SMC/op/BDDop/BDDiff_results/cfg.var
\e[0;32mOK
\e[0m 0.01
13704 cic:/Cachan/SMC/op/BDDop/BDDand_results/cfg.var
\e[0;32mOK
\e[0m 0.01
13705 cic:/Cachan/SMC/neg/BDD_neg/gc.var
\e[0;32mOK
\e[0m 0.02
13706 cic:/Cachan/SMC/myMap/MapDomRestrByApp1.con
\e[0;32mOK
\e[0m 0.02
13707 cic:/Cachan/SMC/myMap/MapDomRestrTo_DomBy.con
\e[0;32mOK
\e[0m 0.02
13708 cic:/Cachan/SMC/myMap/MapGet3.con
\e[0;32mOK
\e[0m 0.01
13709 cic:/Cachan/SMC/myMap/MapPut2.con
\e[0;32mOK
\e[0m 0.01
13710 cic:/Cachan/SMC/myMap/eqmap_equiv.con
\e[0;32mOK
\e[0m 0.03
13711 cic:/Cachan/SMC/myMap/f_OK.con
\e[0;32mOK
\e[0m 0.01
13712 cic:/Cachan/SMC/myMap/makeM2_MapDom_lemma.con
\e[0;32mOK
\e[0m 0.05
13713 cic:/Cachan/SMC/myMap/map_app_list1_lemma_1.con
\e[0;32mOK
\e[0m 0.02
13714 cic:/Cachan/SMC/myMap/map_app_list1_lemma_2.con
\e[0;32mOK
\e[0m 0.09
13715 cic:/Cachan/SMC/myMap/my_MapFold/eq_R.var
\e[0;32mOK
\e[0m 0.01
13716 cic:/Cachan/SMC/muset/le_minus_le1.con
\e[0;32mOK
\e[0m 0.02
13717 cic:/Cachan/SMC/muset/relfreeeven.con
\e[0;32mOK
\e[0m 0.04
13718 cic:/Cachan/SMC/muset/sre_put.con
\e[0;32mOK
\e[0m 0.01
13719 cic:/Cachan/SMC/muset/ve''_to_be.con
\e[0;32mOK
\e[0m 0.01
13720 cic:/Cachan/SMC/munew/be_dash.con
\e[0;32mOK
\e[0m 0.02
13721 cic:/Cachan/SMC/munew/renfnad.con
\e[0;32mOK
\e[0m 0.01
13722 cic:/Cachan/SMC/mu/BDDiter.con
\e[0;32mOK
\e[0m 0.02
13723 cic:/Cachan/SMC/mu/BDDiter2n.con
\e[0;32mOK
\e[0m 0.01
13724 cic:/Cachan/SMC/mu/Evar_env''ntoSn.con
\e[0;32mOK
\e[0m 0.01
13725 cic:/Cachan/SMC/mu/Evar_env'LSU.con
\e[0;32mOK
\e[0m 0.01
13726 cic:/Cachan/SMC/mu/Evar_env'LU.con
\e[0;32mOK
\e[0m 0.01
13727 cic:/Cachan/SMC/mu/Map_eq_complete.con
\e[0;32mOK
\e[0m 0.05
13728 cic:/Cachan/SMC/mu/Map_eq_correct.con
\e[0;32mOK
\e[0m 0.03
13729 cic:/Cachan/SMC/mu/ad_to_be_ok.con
\e[0;32mOK
\e[0m 0.01
13730 cic:/Cachan/SMC/mu/be_iter1.con
\e[0;32mOK
\e[0m 0.01
13731 cic:/Cachan/SMC/mu/be_iter2.con
\e[0;32mOK
\e[0m 0.01
13732 cic:/Cachan/SMC/mu/cfgnode_eq.con
\e[0;32mOK
\e[0m 0.01
13733 cic:/Cachan/SMC/mu/empty_map_card.con
\e[0;32mOK
\e[0m 0.06
13734 cic:/Cachan/SMC/mu/f_bre_ok.con
\e[0;32mOK
\e[0m 0.01
13735 cic:/Cachan/SMC/mu/f_bte_ok.con
\e[0;32mOK
\e[0m 0.01
13736 cic:/Cachan/SMC/mu/f_ok_ind.con
\e[0;32mOK
\e[0m 0.02
13737 cic:/Cachan/SMC/mu/re_put.con
\e[0;32mOK
\e[0m 0.03
13738 cic:/Cachan/SMC/mu/singleton_add_empty.con
\e[0;32mOK
\e[0m 0.02
13739 cic:/Cachan/SMC/mu/var_env''le.con
\e[0;32mOK
\e[0m 0.01
13740 cic:/Cachan/SMC/mu/var_lu.con
\e[0;32mOK
\e[0m 0.01
13741 cic:/Cachan/SMC/mu/Nsec/MuEval/gc.var
\e[0;32mOK
\e[0m 0.01
13742 cic:/Cachan/SMC/mu/Nsec/MuEval/te.var
\e[0;32mOK
\e[0m 0.02
13743 cic:/Cachan/SMC/mu/Nsec/MuEval/Mu_eval_as_fix/f_is_ok.var
\e[0;32mOK
\e[0m 0.01
13744 cic:/Cachan/SMC/mu/Nsec/MuEval/Mu_eval_as_fix/re.var
\e[0;32mOK
\e[0m 0.00
13745 cic:/Cachan/SMC/misc/BDD_EGAL_complete.con
\e[0;32mOK
\e[0m 0.03
13746 cic:/Cachan/SMC/misc/ad_S_is_S.con
\e[0;32mOK
\e[0m 0.01
13747 cic:/Cachan/SMC/misc/andb3_lemma_1.con
\e[0;32mOK
\e[0m 0.04
13748 cic:/Cachan/SMC/misc/no_dup_sum.con
\e[0;32mOK
\e[0m 0.02
13749 cic:/Cachan/SMC/make/BDD_make/cfg.var
\e[0;32mOK
\e[0m 0.02
13750 cic:/Cachan/SMC/make/BDD_make/gc.var
\e[0;32mOK
\e[0m 0.01
13751 cic:/Cachan/SMC/gc/add_used_nodes_1.con
\e[0;32mOK
\e[0m 0.02
13752 cic:/Cachan/SMC/gc/clean'1_1.con
\e[0;32mOK
\e[0m 0.01
13753 cic:/Cachan/SMC/gc/clean1.con
\e[0;32mOK
\e[0m 0.01
13754 cic:/Cachan/SMC/gc/dummy_mark_ind.con
\e[0;32mOK
\e[0m 0.01
13755 cic:/Cachan/SMC/gc/dummy_mark_rec.con
\e[0;32mOK
\e[0m 0.01
13756 cic:/Cachan/SMC/gc/gc_inf.con
\e[0;32mOK
\e[0m 0.01
13757 cic:/Cachan/SMC/gc/set_closed.con
\e[0;32mOK
\e[0m 0.01
13758 cic:/Cachan/SMC/config/BDD_OK.con
\e[0;32mOK
\e[0m 0.01
13759 cic:/Cachan/SMC/config/BDDbounded_ind.con
\e[0;32mOK
\e[0m 0.02
13760 cic:/Cachan/SMC/config/BDDneg_memo_put.con
\e[0;32mOK
\e[0m 0.15
13761 cic:/Cachan/SMC/config/initBDDconfig.con
\e[0;32mOK
\e[0m 0.10
13762 cic:/Cachan/SMC/config/no_new_node.con
\e[0;32mOK
\e[0m 0.08
13763 cic:/Cachan/SMC/config/node_OK.con
\e[0;32mOK
\e[0m 0.03
13764 cic:/Cachan/SMC/config/node_height.con
\e[0;32mOK
\e[0m 0.01
13765 cic:/Cachan/SMC/config/node_preserved_bs.con
\e[0;32mOK
\e[0m 0.01
13766 cic:/Cachan/SMC/config/nodes_preserved.con
\e[0;32mOK
\e[0m 0.01
13767 cic:/Cachan/SMC/config/nodes_preserved_bs_refl.con
\e[0;32mOK
\e[0m 0.01
13768 cic:/Cachan/SMC/config/nodes_preserved_bs_trans.con
\e[0;32mOK
\e[0m 0.03
13769 cic:/Cachan/SMC/config/nodes_reachable_ind.con
\e[0;32mOK
\e[0m 0.02
13770 cic:/Cachan/SMC/config/used_node_bs.con
\e[0;32mOK
\e[0m 0.01
13771 cic:/Cachan/SMC/config/BDD_config_1/Components/cfg.var
\e[0;32mOK
\e[0m 0.01
13772 cic:/Cachan/SMC/bool_fun/bool_expr_ind.con
\e[0;32mOK
\e[0m 0.02
13773 cic:/Cachan/SMC/bool_fun/bool_expr_rec.con
\e[0;32mOK
\e[0m 0.02
13774 cic:/Cachan/SMC/bool_fun/bool_fun_and.con
\e[0;32mOK
\e[0m 0.01
13775 cic:/Cachan/SMC/bool_fun/bool_fun_eq.con
\e[0;32mOK
\e[0m 0.01
13776 cic:/Cachan/SMC/bool_fun/bool_fun_ext.con
\e[0;32mOK
\e[0m 0.01
13777 cic:/Cachan/SMC/bool_fun/bool_fun_if.con
\e[0;32mOK
\e[0m 0.01
13778 cic:/Cachan/SMC/bool_fun/bool_fun_iff.con
\e[0;32mOK
\e[0m 0.01
13779 cic:/Cachan/SMC/bool_fun/bool_fun_impl.con
\e[0;32mOK
\e[0m 0.01
13780 cic:/Cachan/SMC/bool_fun/bool_fun_neg.con
\e[0;32mOK
\e[0m 0.01
13781 cic:/Cachan/SMC/bool_fun/bool_fun_or.con
\e[0;32mOK
\e[0m 0.01
13782 cic:/Cachan/SMC/bool_fun/bool_fun_restrict.con
\e[0;32mOK
\e[0m 0.01
13783 cic:/Cachan/SMC/bool_fun/bool_fun_var.con
\e[0;32mOK
\e[0m 0.01
13784 cic:/Cachan/SMC/alloc/BDD_alloc/cfg.var
\e[0;32mOK
\e[0m 0.01
13785 cic:/Cachan/SMC/alloc/BDD_alloc/gc.var
\e[0;32mOK
\e[0m 0.00
13786 cic:/BellLabs/lazyPCF/SubjRed/envprops/vtinH_vinDomH.con
\e[0;32mOK
\e[0m 0.03
13787 cic:/BellLabs/lazyPCF/SubjRed/NF/NF_ind.con
\e[0;32mOK
\e[0m 0.02
13788 cic:/BellLabs/lazyPCF/SubjRed/NF/inv_Sno_s.con
\e[0;32mOK
\e[0m 0.01
13789 cic:/BellLabs/lazyPCF/SubjRed/ApTypes/ren_case2.con
\e[0;32mOK
\e[0m 0.06
13790 cic:/BellLabs/lazyPCF/SubjRed/ApTypes/ren_var1.con
\e[0;32mOK
\e[0m 0.06
13791 cic:/BellLabs/lazyPCF/OpSem/utils/Xmidvar.con
\e[0;32mOK
\e[0m 0.02
13792 cic:/BellLabs/lazyPCF/OpSem/typecheck/TC_ind.con
\e[0;32mOK
\e[0m 0.05
13793 cic:/BellLabs/lazyPCF/OpSem/typecheck/tc.con
\e[0;32mOK
\e[0m 0.02
13794 cic:/BellLabs/lazyPCF/OpSem/rename/rename_ind.con
\e[0;32mOK
\e[0m 0.07
13795 cic:/BellLabs/lazyPCF/OpSem/freevars/FV_fv.con
\e[0;32mOK
\e[0m 0.04
13796 cic:/BellLabs/lazyPCF/OpSem/environments/OS_Dom.con
\e[0;32mOK
\e[0m 0.01
13797 cic:/BellLabs/lazyPCF/OpSem/environments/OS_Dom_ty.con
\e[0;32mOK
\e[0m 0.01
13798 cic:/BellLabs/lazyPCF/OpSem/environments/config.ind
\e[0;32mOK
\e[0m 0.01
13799 cic:/BellLabs/lazyPCF/OpSem/OSrules/OScons.con
\e[0;32mOK
\e[0m 0.02
13800 cic:/Utrecht/Ramsey/Ramsey/YB_enumerate_YA.con
\e[0;32mOK
\e[0m 0.07
13801 cic:/Utrecht/ABP/abp_lem1/Comms2K.con
\e[0;32mOK
\e[0m 0.05
13802 cic:/Utrecht/ABP/abp_base/EXPH4.con
\e[0;32mOK
\e[0m 0.23
13803 cic:/Suresnes/MiniC/Utilitaires/StreamDefs/Str_nth_plus.con
\e[0;32mOK
\e[0m 0.02
13804 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_WellFormed.ind
\e[0;32mOK
\e[0m 0.01
13805 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_iter_right.con
\e[0;32mOK
\e[0m 0.01
13806 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_mapkSpec.con
\e[0;32mOK
\e[0m 0.09
13807 cic:/Suresnes/MiniC/Utilitaires/SetOf/OccursRelDown.con
\e[0;32mOK
\e[0m 0.02
13808 cic:/Suresnes/MiniC/Utilitaires/SetOf/OccursRelUpT.con
\e[0;32mOK
\e[0m 0.01
13809 cic:/Suresnes/MiniC/Utilitaires/SetOf/topoSortUpIsSorted.con
\e[0;32mOK
\e[0m 0.01
13810 cic:/Suresnes/MiniC/Utilitaires/ListDefs/fold_left_i.con
\e[0;32mOK
\e[0m 0.02
13811 cic:/Suresnes/MiniC/Utilitaires/ListDefs/fold_right_i.con
\e[0;32mOK
\e[0m 0.01
13812 cic:/Suresnes/MiniC/Utilitaires/ListDefs/map_i.con
\e[0;32mOK
\e[0m 0.01
13813 cic:/Suresnes/MiniC/Utilitaires/Dictionary/DeclaredAdd4.con
\e[0;32mOK
\e[0m 0.03
13814 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_add.con
\e[0;32mOK
\e[0m 0.02
13815 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_decIsDefined.con
\e[0;32mOK
\e[0m 0.07
13816 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_iter_right.con
\e[0;32mOK
\e[0m 0.01
13817 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_semiMap.con
\e[0;32mOK
\e[0m 0.01
13818 cic:/Suresnes/MiniC/MiniC/State/StreamOut.con
\e[0;31mFAIL
\e[0m
13819 cic:/Suresnes/MiniC/MiniC/State/c_readEnv.con
\e[0;31mFAIL
\e[0m
13820 cic:/Suresnes/MiniC/MiniC/State/domc_emptyvarDecls.con
\e[0;31mFAIL
\e[0m
13821 cic:/Suresnes/MiniC/MiniC/State/domc_type.con
\e[0;31mFAIL
\e[0m
13822 cic:/Suresnes/MiniC/MiniC/State/domc_typeDef.con
\e[0;31mFAIL
\e[0m
13823 cic:/Suresnes/MiniC/MiniC/State/domc_typeDefs.con
\e[0;31mFAIL
\e[0m
13824 cic:/Suresnes/MiniC/MiniC/State/domc_varDecl_ind.con
\e[0;31mFAIL
\e[0m
13825 cic:/Suresnes/MiniC/MiniC/State/domc_varDecl_rec.con
\e[0;31mFAIL
\e[0m
13826 cic:/Suresnes/MiniC/MiniC/State/readArrayVal.con
\e[0;31mFAIL
\e[0m
13827 cic:/Suresnes/MiniC/MiniC/State/readStructVal.con
\e[0;31mFAIL
\e[0m
13828 cic:/Suresnes/MiniC/MiniC/State/state.ind
\e[0;31mFAIL
\e[0m
13829 cic:/Suresnes/MiniC/MiniC/State/storeArray.con
\e[0;31mFAIL
\e[0m
13830 cic:/Suresnes/MiniC/MiniC/State/storeStruct.con
\e[0;31mFAIL
\e[0m
13831 cic:/Suresnes/MiniC/MiniC/Memory/c_dynError_ind.con
\e[0;31mFAIL
\e[0m
13832 cic:/Suresnes/MiniC/MiniC/Memory/c_dynError_rec.con
\e[0;31mFAIL
\e[0m
13833 cic:/Suresnes/MiniC/MiniC/Memory/eval.con
\e[0;31mFAIL
\e[0m
13834 cic:/Suresnes/MiniC/MiniC/Memory/memo_result.con
\e[0;31mFAIL
\e[0m
13835 cic:/Suresnes/MiniC/MiniC/CSemantics/sumSizeRec.con
\e[0;31mFAIL
\e[0m
13836 cic:/Suresnes/MiniC/MiniC/CSemantics/While_True_Statement/out.var
\e[0;31mFAIL
\e[0m
13837 cic:/Suresnes/MiniC/MiniC/CSemantics/Parametric_Simulation/Simulate_Program/inps.var
\e[0;31mFAIL
\e[0m
13838 cic:/Suresnes/MiniC/MiniC/CSemantics/Parametric_Simulation/Simulate_Program/outs.var
\e[0;31mFAIL
\e[0m
13839 cic:/Suresnes/MiniC/MiniC/CSemantics/Parametric_Simulation/Simulate_Program/Simulate_One_Variable/out.var
\e[0;31mFAIL
\e[0m
13840 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_arrow.con
\e[0;31mFAIL
\e[0m
13841 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_assgnExpEq.con
\e[0;31mFAIL
\e[0m
13842 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_assgnExpOfVar.con
\e[0;31mFAIL
\e[0m
13843 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_assgnExp_rect.con
\e[0;31mFAIL
\e[0m
13844 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_binOp_ind.con
\e[0;31mFAIL
\e[0m
13845 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_binOp_rec.con
\e[0;31mFAIL
\e[0m
13846 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_expOfVar.con
\e[0;31mFAIL
\e[0m
13847 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_exp_rect.con
\e[0;31mFAIL
\e[0m
13848 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_funHeader.con
\e[0;31mFAIL
\e[0m
13849 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_noVarDecl.con
\e[0;31mFAIL
\e[0m
13850 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_statement.ind
\e[0;31mFAIL
\e[0m
13851 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_varDecl_ind.con
\e[0;31mFAIL
\e[0m
13852 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_varDecl_rec.con
\e[0;31mFAIL
\e[0m
13853 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_natEq.con
\e[0;32mOK
\e[0m 0.01
13854 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_natLt.con
\e[0;32mOK
\e[0m 0.01
13855 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Prime.con
\e[0;32mOK
\e[0m 0.01
13856 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Empty_is_Nil.con
\e[0;32mOK
\e[0m 0.02
13857 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/L1.con
\e[0;32mOK
\e[0m 0.01
13858 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/LT1.con
\e[0;32mOK
\e[0m 0.02
13859 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/No_solution_Zero.con
\e[0;32mOK
\e[0m 0.01
13860 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Of_path_dec.con
\e[0;32mOK
\e[0m 0.01
13861 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Pth_ord8.con
\e[0;32mOK
\e[0m 0.01
13862 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Solution_of_One_is_Nil.con
\e[0;32mOK
\e[0m 0.01
13863 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Sub.con
\e[0;32mOK
\e[0m 0.01
13864 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/p_inv_Ordered.con
\e[0;32mOK
\e[0m 0.01
13865 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/Implicant_ind.con
\e[0;32mOK
\e[0m 0.02
13866 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/Implicants_TRUE.con
\e[0;32mOK
\e[0m 0.01
13867 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/inv_notImplicant.con
\e[0;32mOK
\e[0m 0.02
13868 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/W_complete.con
\e[0;32mOK
\e[0m 0.01
13869 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/W_sound.con
\e[0;32mOK
\e[0m 0.01
13870 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/eq_O_or_gt_O.con
\e[0;32mOK
\e[0m 0.02
13871 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/gt_le_weak.con
\e[0;32mOK
\e[0m 0.01
13872 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Bool_exp_ind.con
\e[0;32mOK
\e[0m 0.02
13873 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Bool_exp_rec.con
\e[0;32mOK
\e[0m 0.01
13874 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Sh_tree_of.con
\e[0;32mOK
\e[0m 0.01
13875 cic:/Suresnes/BDD/rauzy/algorithme1/Canonicity/Tautology.con
\e[0;32mOK
\e[0m 0.01
13876 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Upd.con
\e[0;32mOK
\e[0m 0.01
13877 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/eq_BDT_decidable.con
\e[0;32mOK
\e[0m 0.06
13878 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/p_inv_OBDT_dim.con
\e[0;32mOK
\e[0m 0.01
13879 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/p_inv_OBDT_neq.con
\e[0;32mOK
\e[0m 0.01
13880 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/p_inv_OBDT_order.con
\e[0;32mOK
\e[0m 0.01
13881 cic:/Suresnes/BDD/canonicite/Vars/Ordering_surj.con
\e[0;32mOK
\e[0m 0.02
13882 cic:/Suresnes/BDD/canonicite/Vars/Var_ind.con
\e[0;32mOK
\e[0m 0.01
13883 cic:/Suresnes/BDD/canonicite/Vars/Var_le.con
\e[0;32mOK
\e[0m 0.01
13884 cic:/Suresnes/BDD/canonicite/Vars/Var_rec.con
\e[0;32mOK
\e[0m 0.01
13885 cic:/Suresnes/BDD/canonicite/Vars/eq_Var.con
\e[0;32mOK
\e[0m 0.01
13886 cic:/Suresnes/BDD/canonicite/Vars/gt_Var.con
\e[0;32mOK
\e[0m 0.01
13887 cic:/Suresnes/BDD/canonicite/Vars/le_Var.con
\e[0;32mOK
\e[0m 0.01
13888 cic:/Suresnes/BDD/canonicite/Prelude1/eq_bool_dec.con
\e[0;32mOK
\e[0m 0.02
13889 cic:/Suresnes/BDD/canonicite/Finite_sets/cardinal_finite.con
\e[0;32mOK
\e[0m 0.02
13890 cic:/Suresnes/BDD/canonicite/Finite_sets/cardinal_inv.con
\e[0;32mOK
\e[0m 0.01
13891 cic:/Suresnes/BDD/canonicite/Finite_sets/dec_addQx_dec_Q.con
\e[0;32mOK
\e[0m 0.01
13892 cic:/Suresnes/BDD/canonicite/Finite_sets/decidable_finite.con
\e[0;32mOK
\e[0m 0.02
13893 cic:/Suresnes/BDD/canonicite/Finite_sets/finite_cardinal.con
\e[0;32mOK
\e[0m 0.01
13894 cic:/Suresnes/BDD/canonicite/Finite_sets/finite_decidable.con
\e[0;32mOK
\e[0m 0.02
13895 cic:/Suresnes/BDD/canonicite/Finite_sets/incl_st_add_soustr.con
\e[0;32mOK
\e[0m 0.03
13896 cic:/Suresnes/BDD/canonicite/Finite_sets/inv_dec_on.con
\e[0;32mOK
\e[0m 0.02
13897 cic:/Suresnes/BDD/canonicite/Finite_sets/inv_greatest_In.con
\e[0;32mOK
\e[0m 0.02
13898 cic:/Suresnes/BDD/canonicite/Finite_sets/inv_greatest_R.con
\e[0;32mOK
\e[0m 0.01
13899 cic:/Suresnes/BDD/canonicite/Finite_sets/inv_inh_addQx.con
\e[0;32mOK
\e[0m 0.01
13900 cic:/Suresnes/BDD/canonicite/Finite_sets/set_eq_inv.con
\e[0;32mOK
\e[0m 0.01
13901 cic:/Suresnes/BDD/canonicite/Finite_sets/set_eq_sym.con
\e[0;32mOK
\e[0m 0.01
13902 cic:/Suresnes/BDD/canonicite/Boolean_functions/Assign_eq.ind
\e[0;32mOK
\e[0m 0.01
13903 cic:/Suresnes/BDD/canonicite/Boolean_functions/Assign_gt.con
\e[0;32mOK
\e[0m 0.02
13904 cic:/Suresnes/BDD/canonicite/Boolean_functions/Assign_n_inhabited.con
\e[0;32mOK
\e[0m 0.01
13905 cic:/Suresnes/BDD/canonicite/Boolean_functions/BF.con
\e[0;32mOK
\e[0m 0.01
13906 cic:/Suresnes/BDD/canonicite/BDTs/BDT_rect.con
\e[0;32mOK
\e[0m 0.02
13907 cic:/Suresnes/BDD/canonicite/BDTs/Dimension.con
\e[0;32mOK
\e[0m 0.01
13908 cic:/Suresnes/BDD/canonicite/BDTs/dimension.ind
\e[0;32mOK
\e[0m 0.00
13909 cic:/Suresnes/BDD/canonicite/BDTs/node_decomposition.ind
\e[0;32mOK
\e[0m 0.01
13910 cic:/Sophia-Antipolis/param_pi/swaps_proofs/fresh_after_swap.con
\e[0;32mOK
\e[0m 0.43
13911 cic:/Sophia-Antipolis/param_pi/swaps_proofs/swap_proc_inefficient.con
\e[0;32mOK
\e[0m 0.94
13912 cic:/Sophia-Antipolis/param_pi/substitutions/subs_par_after_subs_var.con
\e[0;32mOK
\e[0m 0.39
13913 cic:/Sophia-Antipolis/param_pi/processus/sem_ind.con
\e[0;32mOK
\e[0m 0.32
13914 cic:/Sophia-Antipolis/param_pi/processus/typing_ind.con
\e[0;32mOK
\e[0m 0.10
13915 cic:/Sophia-Antipolis/geometry/repere_plan/abscisse_def.con
\e[0;32mOK
\e[0m 0.03
13916 cic:/Sophia-Antipolis/geometry/repere_plan/absvec_def.con
\e[0;32mOK
\e[0m 0.08
13917 cic:/Sophia-Antipolis/geometry/repere_plan/cart_def.con
\e[0;32mOK
\e[0m 0.01
13918 cic:/Sophia-Antipolis/geometry/repere_plan/cartvec_def.con
\e[0;32mOK
\e[0m 0.01
13919 cic:/Sophia-Antipolis/geometry/repere_plan/ordonnee_def.con
\e[0;32mOK
\e[0m 0.01
13920 cic:/Sophia-Antipolis/geometry/repere_plan/ordvec_def.con
\e[0;32mOK
\e[0m 0.01
13921 cic:/Sophia-Antipolis/geometry/repere_ortho_plan/repere_orthogonal.con
\e[0;32mOK
\e[0m 0.01
13922 cic:/Sophia-Antipolis/geometry/orthogonalite_espace/perpendiculaires_orthogonales.con
\e[0;32mOK
\e[0m 0.02
13923 cic:/Sophia-Antipolis/geometry/exercice_espace/tetraedre_non_alignes.con
\e[0;32mOK
\e[0m 0.02
13924 cic:/Sophia-Antipolis/geometry/determinant/OIJ_repere_ortho.con
\e[0;32mOK
\e[0m 0.01
13925 cic:/Sophia-Antipolis/geometry/complexes/OIJ_repere_ortho.con
\e[0;32mOK
\e[0m 0.02
13926 cic:/Sophia-Antipolis/geometry/Plan_espace/non_disjoints_exists.con
\e[0;32mOK
\e[0m 0.02
13927 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/paralleles_droite_incluse.con
\e[0;32mOK
\e[0m 0.02
13928 cic:/Sophia-Antipolis/Rsa/Rsa/prime_2_or_more.con
\e[0;32mOK
\e[0m 0.02
13929 cic:/Sophia-Antipolis/Rsa/MiscRsa/le_mult_right.con
\e[0;32mOK
\e[0m 0.02
13930 cic:/Sophia-Antipolis/Rsa/MiscRsa/mult_SO.con
\e[0;32mOK
\e[0m 0.02
13931 cic:/Sophia-Antipolis/Rsa/MiscRsa/power_mult.con
\e[0;32mOK
\e[0m 0.01
13932 cic:/Sophia-Antipolis/Rsa/Divides/cong_mult_O.con
\e[0;32mOK
\e[0m 0.03
13933 cic:/Sophia-Antipolis/Rsa/Divides/cong_times.con
\e[0;32mOK
\e[0m 0.04
13934 cic:/Sophia-Antipolis/Rsa/Divides/divides_plus2.con
\e[0;32mOK
\e[0m 0.02
13935 cic:/Sophia-Antipolis/Rsa/Divides/gcd_inv_Ol.con
\e[0;32mOK
\e[0m 0.01
13936 cic:/Sophia-Antipolis/Rsa/Divides/gcd_inv_Or.con
\e[0;32mOK
\e[0m 0.01
13937 cic:/Sophia-Antipolis/Rsa/Divides/is_gcd_Ol.con
\e[0;32mOK
\e[0m 0.01
13938 cic:/Sophia-Antipolis/Rsa/Divides/is_gcd_Or.con
\e[0;32mOK
\e[0m 0.01
13939 cic:/Sophia-Antipolis/Rsa/Divides/is_gcd_ind.con
\e[0;32mOK
\e[0m 0.01
13940 cic:/Sophia-Antipolis/Rsa/Divides/is_gcd_rec.con
\e[0;32mOK
\e[0m 0.01
13941 cic:/Sophia-Antipolis/Rsa/Divides/is_gcd_ref.con
\e[0;32mOK
\e[0m 0.01
13942 cic:/Sophia-Antipolis/Rsa/Divides/lt_prime.con
\e[0;32mOK
\e[0m 0.02
13943 cic:/Sophia-Antipolis/Rsa/Binomials/sum_nm_times.con
\e[0;32mOK
\e[0m 0.03
13944 cic:/Sophia-Antipolis/RecursiveDefinition/data1/le_gt_dec.con
\e[0;32mOK
\e[0m 0.02
13945 cic:/Sophia-Antipolis/MATHS/Z/Zle/tech_lt_abs_OZ.con
\e[0;32mOK
\e[0m 0.03
13946 cic:/Sophia-Antipolis/MATHS/Z/Zadd/addZ_eq1.con
\e[0;32mOK
\e[0m 0.02
13947 cic:/Sophia-Antipolis/MATHS/Z/Zadd/addZ_eq2.con
\e[0;32mOK
\e[0m 0.01
13948 cic:/Sophia-Antipolis/MATHS/Z/Zadd/addZ_eq3.con
\e[0;32mOK
\e[0m 0.01
13949 cic:/Sophia-Antipolis/MATHS/Z/Zadd/addZ_eq4.con
\e[0;32mOK
\e[0m 0.01
13950 cic:/Sophia-Antipolis/MATHS/Z/Zadd/addZ_eq5.con
\e[0;32mOK
\e[0m 0.01
13951 cic:/Sophia-Antipolis/MATHS/Z/Nat_complements/eq_gt_O_dec.con
\e[0;32mOK
\e[0m 0.01
13952 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/group_trivialities/G.var
\e[0;32mOK
\e[0m 0.01
13953 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/group_trivialities/e.var
\e[0;32mOK
\e[0m 0.01
13954 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/group_trivialities/inv.var
\e[0;32mOK
\e[0m 0.00
13955 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/group_trivialities/star.var
\e[0;32mOK
\e[0m 0.00
13956 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/Cinq/H_Finite.var
\e[0;32mOK
\e[0m 0.01
13957 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/G.con
\e[0;32mOK
\e[0m 0.02
13958 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/e.con
\e[0;32mOK
\e[0m 0.01
13959 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/inv.con
\e[0;32mOK
\e[0m 0.01
13960 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/star.con
\e[0;32mOK
\e[0m 0.01
13961 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/G0_.con
\e[0;32mOK
\e[0m 0.02
13962 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/G1_.con
\e[0;32mOK
\e[0m 0.01
13963 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/G2a_.con
\e[0;32mOK
\e[0m 0.01
13964 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/G2b_.con
\e[0;32mOK
\e[0m 0.01
13965 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/G2c_.con
\e[0;32mOK
\e[0m 0.01
13966 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/G3a_.con
\e[0;32mOK
\e[0m 0.01
13967 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/G3b_.con
\e[0;32mOK
\e[0m 0.01
13968 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/G3c_.con
\e[0;32mOK
\e[0m 0.01
13969 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/Group_ind.con
\e[0;32mOK
\e[0m 0.02
13970 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/Group_rec.con
\e[0;32mOK
\e[0m 0.02
13971 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/subgroup.ind
\e[0;32mOK
\e[0m 0.01
13972 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/colinear.con
\e[0;32mOK
\e[0m 0.01
13973 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/cong_eqln_diln.con
\e[0;32mOK
\e[0m 0.01
13974 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/cong_eqpt_dipt.con
\e[0;32mOK
\e[0m 0.02
13975 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/cong_par_con.con
\e[0;32mOK
\e[0m 0.01
13976 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/O3_i.con
\e[0;32mOK
\e[0m 0.01
13977 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/O3_ii.con
\e[0;32mOK
\e[0m 0.02
13978 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/Unort_reflexive.con
\e[0;32mOK
\e[0m 0.01
13979 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/apart_obl.con
\e[0;32mOK
\e[0m 0.01
13980 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/delicate/H.var
\e[0;32mOK
\e[0m 0.01
13981 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Apart_imp_Sym.con
\e[0;32mOK
\e[0m 0.02
13982 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Parallelogram.ind
\e[0;32mOK
\e[0m 0.03
13983 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Triangle.ind
\e[0;32mOK
\e[0m 0.01
13984 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/inc_ln1.con
\e[0;32mOK
\e[0m 0.02
13985 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/inc_ln2.con
\e[0;32mOK
\e[0m 0.02
13986 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/inc_pt1.con
\e[0;32mOK
\e[0m 0.02
13987 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/inc_pt2.con
\e[0;32mOK
\e[0m 0.02
13988 cic:/Sophia-Antipolis/MATHS/GEOMETRY/affinity/Ax1_i.con
\e[0;32mOK
\e[0m 0.02
13989 cic:/Sophia-Antipolis/MATHS/GEOMETRY/affinity/Ax1_ii.con
\e[0;32mOK
\e[0m 0.01
13990 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo1/more_lemmas/D.var
\e[0;32mOK
\e[0m 0.00
13991 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Couple_is_symmetric.con
\e[0;32mOK
\e[0m 0.02
13992 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Lemmas_on_partial_orders/D.var
\e[0;32mOK
\e[0m 0.01
13993 cic:/Sophia-Antipolis/MATHS/DOMAINS/alpo/Advanced_lemmas/D.var
\e[0;32mOK
\e[0m 0.01
13994 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Algebraic_partial_orders/D.var
\e[0;32mOK
\e[0m 0.01
13995 cic:/Sophia-Antipolis/Huffman/Restrict/frequency_list_restric_code_map.con
\e[0;32mOK
\e[0m 0.03
13996 cic:/Sophia-Antipolis/Huffman/Prod2List/prod2list_app.con
\e[0;32mOK
\e[0m 0.13
13997 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_app_swap.con
\e[0;32mOK
\e[0m 0.05
13998 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_cons_ex.con
\e[0;32mOK
\e[0m 0.01
13999 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_map_ex.con
\e[0;31mFAIL
\e[0m
14000 cic:/Sophia-Antipolis/Huffman/Permutation/permutation/all_permutations_aux_permutation.var
\e[0;32mOK
\e[0m 0.05
14001 cic:/Sophia-Antipolis/Huffman/Permutation/permutation/permutation_one_inv_aux.var
\e[0;32mOK
\e[0m 0.03
14002 cic:/Sophia-Antipolis/Huffman/PBTree2BTree/to_btree_smaller.con
\e[0;32mOK
\e[0m 0.44
14003 cic:/Sophia-Antipolis/Huffman/PBTree/all_pbleaves_compute_pb.con
\e[0;32mOK
\e[0m 0.15
14004 cic:/Sophia-Antipolis/Huffman/PBTree/all_pbleaves_ulist.con
\e[0;32mOK
\e[0m 0.04
14005 cic:/Sophia-Antipolis/Huffman/PBTree/all_pbleaves_unique.con
\e[0;32mOK
\e[0m 0.08
14006 cic:/Sophia-Antipolis/Huffman/PBTree/inpb_pbbuild_inv.con
\e[0;32mOK
\e[0m 0.09
14007 cic:/Sophia-Antipolis/Huffman/PBTree/pb_unique_key.con
\e[0;32mOK
\e[0m 0.16
14008 cic:/Sophia-Antipolis/Huffman/PBTree/ulist_pbadd_prop2.con
\e[0;32mOK
\e[0m 0.11
14009 cic:/Sophia-Antipolis/Huffman/OrderedCover/ulist_ordered_cover.con
\e[0;32mOK
\e[0m 0.30
14010 cic:/Sophia-Antipolis/Huffman/ISort/isort_permutation.con
\e[0;32mOK
\e[0m 0.02
14011 cic:/Sophia-Antipolis/Huffman/Huffman/not_null_m.con
\e[0;32mOK
\e[0m 0.02
14012 cic:/Sophia-Antipolis/Huffman/HeightPred/height_pred_larger_ex.con
\e[0;32mOK
\e[0m 0.03
14013 cic:/Sophia-Antipolis/Huffman/HeightPred/height_pred_larger_strict.con
\e[0;32mOK
\e[0m 0.03
14014 cic:/Sophia-Antipolis/Huffman/Frequency/add_frequency_list_unique_key.con
\e[0;32mOK
\e[0m 0.04
14015 cic:/Sophia-Antipolis/Huffman/Frequency/in_frequency_map_inv.con
\e[0;32mOK
\e[0m 0.03
14016 cic:/Sophia-Antipolis/Huffman/Cover/all_cover_aux.con
\e[0;32mOK
\e[0m 0.03
14017 cic:/Sophia-Antipolis/Huffman/Cover/cover_in_inb.con
\e[0;32mOK
\e[0m 0.01
14018 cic:/Sophia-Antipolis/Huffman/Cover/cover_inv_leaf.con
\e[0;32mOK
\e[0m 0.01
14019 cic:/Sophia-Antipolis/Huffman/Code/decode_aux.con
\e[0;32mOK
\e[0m 0.02
14020 cic:/Sophia-Antipolis/Huffman/Code/find_code_correct2.con
\e[0;32mOK
\e[0m 0.08
14021 cic:/Sophia-Antipolis/Huffman/Code/find_val_correct1.con
\e[0;32mOK
\e[0m 0.07
14022 cic:/Sophia-Antipolis/Huffman/Code/find_val_correct2.con
\e[0;32mOK
\e[0m 0.08
14023 cic:/Sophia-Antipolis/Huffman/Code/not_null_find_val.con
\e[0;32mOK
\e[0m 0.07
14024 cic:/Sophia-Antipolis/Huffman/Code/unique_prefix_not_null.con
\e[0;32mOK
\e[0m 0.04
14025 cic:/Sophia-Antipolis/Huffman/Code/unique_prefix_permutation.con
\e[0;32mOK
\e[0m 0.02
14026 cic:/Sophia-Antipolis/Huffman/Build/build_ind.con
\e[0;32mOK
\e[0m 0.03
14027 cic:/Sophia-Antipolis/Huffman/BTree/all_leaves_ulist.con
\e[0;32mOK
\e[0m 0.04
14028 cic:/Sophia-Antipolis/Huffman/BTree/all_leaves_unique.con
\e[0;32mOK
\e[0m 0.05
14029 cic:/Sophia-Antipolis/Huffman/BTree/btree_unique_prefix2.con
\e[0;32mOK
\e[0m 0.12
14030 cic:/Sophia-Antipolis/Huffman/BTree/in_alphabet_compute_code.con
\e[0;32mOK
\e[0m 0.02
14031 cic:/Sophia-Antipolis/Huffman/Aux/exist_first_max.con
\e[0;32mOK
\e[0m 0.10
14032 cic:/Sophia-Antipolis/Huffman/Aux/find_max.con
\e[0;32mOK
\e[0m 0.02
14033 cic:/Sophia-Antipolis/Huffman/Aux/find_min.con
\e[0;32mOK
\e[0m 0.01
14034 cic:/Sophia-Antipolis/Huffman/Aux/first_n_app2.con
\e[0;32mOK
\e[0m 0.02
14035 cic:/Sophia-Antipolis/Huffman/Aux/le_bool_correct1.con
\e[0;32mOK
\e[0m 0.02
14036 cic:/Sophia-Antipolis/Huffman/Aux/le_bool_correct3.con
\e[0;32mOK
\e[0m 0.01
14037 cic:/Sophia-Antipolis/Huffman/Aux/le_bool_correct4.con
\e[0;32mOK
\e[0m 0.01
14038 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/V1_not_nil.con
\e[0;32mOK
\e[0m 0.02
14039 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/V2_not_nil.con
\e[0;32mOK
\e[0m 0.01
14040 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/le_SO_length_V1.con
\e[0;32mOK
\e[0m 0.01
14041 cic:/Sophia-Antipolis/HARDWARE/GENE/Memo/MemoRead.con
\e[0;32mOK
\e[0m 0.02
14042 cic:/Sophia-Antipolis/HARDWARE/GENE/Memo/MemoZone.con
\e[0;32mOK
\e[0m 0.01
14043 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/app_v_trunc.con
\e[0;32mOK
\e[0m 0.03
14044 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/elemlist_inv.con
\e[0;32mOK
\e[0m 0.01
14045 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/elemlist_is_sublist.con
\e[0;32mOK
\e[0m 0.01
14046 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/length_trunc.con
\e[0;32mOK
\e[0m 0.02
14047 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/trunc_trunc2.con
\e[0;32mOK
\e[0m 0.01
14048 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/trunc_trunc3.con
\e[0;32mOK
\e[0m 0.01
14049 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/app_assoc_l.con
\e[0;32mOK
\e[0m 0.02
14050 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/app_v_nil_idem.con
\e[0;32mOK
\e[0m 0.01
14051 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/app_v_nil_sym.con
\e[0;32mOK
\e[0m 0.02
14052 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/length_rev.con
\e[0;32mOK
\e[0m 0.01
14053 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/rev_app.con
\e[0;32mOK
\e[0m 0.02
14054 cic:/Sophia-Antipolis/HARDWARE/GENE/Bool_compl/neg_eq.con
\e[0;32mOK
\e[0m 0.02
14055 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/abit.con
\e[0;32mOK
\e[0m 0.02
14056 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/field.con
\e[0;32mOK
\e[0m 0.01
14057 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/le_plus_lem2.con
\e[0;32mOK
\e[0m 0.01
14058 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/minus_le_O.con
\e[0;32mOK
\e[0m 0.01
14059 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/minus_le_lem2.con
\e[0;32mOK
\e[0m 0.01
14060 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/mult_permute.con
\e[0;32mOK
\e[0m 0.01
14061 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/mult_plus_distr2.con
\e[0;32mOK
\e[0m 0.01
14062 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/plus_permute2.con
\e[0;32mOK
\e[0m 0.02
14063 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_spec/al_t.con
\e[0;32mOK
\e[0m 0.02
14064 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_spec/cx_t.con
\e[0;32mOK
\e[0m 0.01
14065 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_spec/di_t.con
\e[0;32mOK
\e[0m 0.01
14066 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_spec/mem_t.con
\e[0;32mOK
\e[0m 0.01
14067 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/ad2_t.con
\e[0;32mOK
\e[0m 0.02
14068 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/ad_2_1.con
\e[0;32mOK
\e[0m 0.01
14069 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/al2_t.con
\e[0;32mOK
\e[0m 0.01
14070 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/al_2_1.con
\e[0;32mOK
\e[0m 0.01
14071 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/cx2_t.con
\e[0;32mOK
\e[0m 0.01
14072 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/cx_2_1.con
\e[0;32mOK
\e[0m 0.01
14073 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/da2_t.con
\e[0;32mOK
\e[0m 0.01
14074 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/da_2_1.con
\e[0;32mOK
\e[0m 0.01
14075 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/di2_t.con
\e[0;32mOK
\e[0m 0.01
14076 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/di_2_1.con
\e[0;32mOK
\e[0m 0.01
14077 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/mem2_t.con
\e[0;32mOK
\e[0m 0.02
14078 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/mem_2_1.con
\e[0;32mOK
\e[0m 0.01
14079 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_defs/IsNull_cons.con
\e[0;32mOK
\e[0m 0.01
14080 cic:/Sophia-Antipolis/HARDWARE/ADDER/HalfAdder/half_adder_sum_false.con
\e[0;32mOK
\e[0m 0.01
14081 cic:/Sophia-Antipolis/HARDWARE/ADDER/HalfAdder/half_adder_sum_sym.con
\e[0;32mOK
\e[0m 0.02
14082 cic:/Sophia-Antipolis/HARDWARE/ADDER/HalfAdder/half_adder_sum_true.con
\e[0;32mOK
\e[0m 0.01
14083 cic:/Sophia-Antipolis/HARDWARE/ADDER/FullAdder/full_adder_carry_false.con
\e[0;32mOK
\e[0m 0.01
14084 cic:/Sophia-Antipolis/HARDWARE/ADDER/FullAdder/full_adder_carry_sym1.con
\e[0;32mOK
\e[0m 0.02
14085 cic:/Sophia-Antipolis/HARDWARE/ADDER/FullAdder/full_adder_carry_true.con
\e[0;32mOK
\e[0m 0.11
14086 cic:/Sophia-Antipolis/HARDWARE/ADDER/FullAdder/full_adder_carry_true_false.con
\e[0;32mOK
\e[0m 0.17
14087 cic:/Sophia-Antipolis/HARDWARE/ADDER/FullAdder/full_adder_ok.con
\e[0;32mOK
\e[0m 0.08
14088 cic:/Sophia-Antipolis/HARDWARE/ADDER/FullAdder/full_adder_sum_false.con
\e[0;32mOK
\e[0m 0.01
14089 cic:/Sophia-Antipolis/HARDWARE/ADDER/FullAdder/full_adder_sum_sym1.con
\e[0;32mOK
\e[0m 0.02
14090 cic:/Sophia-Antipolis/HARDWARE/ADDER/FullAdder/full_adder_sum_true.con
\e[0;32mOK
\e[0m 0.01
14091 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/BV_full_adder_carry.con
\e[0;32mOK
\e[0m 0.02
14092 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/BV_full_adder_sum.con
\e[0;32mOK
\e[0m 0.01
14093 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/A_in_next_A_Out.con
\e[0;31mFAIL
\e[0m
14094 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/B_sub_V_proof1_Out.con
\e[0;32mOK
\e[0m 0.01
14095 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_CHOICE_pr.con
\e[0;32mOK
\e[0m 0.01
14096 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_th2.con
\e[0;31mFAIL
\e[0m
14097 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Choose_an_element_pr.con
\e[0;32mOK
\e[0m 0.01
14098 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_inter_rect.con
\e[0;32mOK
\e[0m 0.01
14099 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_inter_xy.con
\e[0;32mOK
\e[0m 0.01
14100 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_inter_yz.con
\e[0;32mOK
\e[0m 0.01
14101 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain.con
\e[0;32mOK
\e[0m 0.01
14102 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EV_pr.con
\e[0;32mOK
\e[0m 0.01
14103 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EXISTS_th1.con
\e[0;32mOK
\e[0m 0.01
14104 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Intersection_section1_Out.con
\e[0;32mOK
\e[0m 0.01
14105 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Its_empty_emptyset.con
\e[0;32mOK
\e[0m 0.01
14106 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj1_pr1.con
\e[0;32mOK
\e[0m 0.01
14107 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PR2.con
\e[0;32mOK
\e[0m 0.01
14108 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Powerset_pr1.con
\e[0;32mOK
\e[0m 0.01
14109 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Powerset_pr2.con
\e[0;32mOK
\e[0m 0.01
14110 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range.con
\e[0;32mOK
\e[0m 0.01
14111 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/SUB_trans.con
\e[0;32mOK
\e[0m 0.01
14112 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Set_Of_pr1.con
\e[0;31mFAIL
\e[0m
14113 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Set_Of_pr2.con
\e[0;31mFAIL
\e[0m
14114 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singletons_have_geq_1_elements.con
\e[0;31mFAIL
\e[0m
14115 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/StrictSUB_ind.con
\e[0;32mOK
\e[0m 0.01
14116 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/StrictSUB_rec.con
\e[0;32mOK
\e[0m 0.01
14117 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/UnionPlus.con
\e[0;32mOK
\e[0m 0.01
14118 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Union_intermediate.con
\e[0;32mOK
\e[0m 0.01
14119 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Union_pr1.con
\e[0;32mOK
\e[0m 0.01
14120 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Union_pr2.con
\e[0;32mOK
\e[0m 0.01
14121 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Zero_element_of_NN.con
\e[0;32mOK
\e[0m 0.01
14122 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th1_Out.con
\e[0;31mFAIL
\e[0m
14123 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th2_Out.con
\e[0;31mFAIL
\e[0m
14124 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/equality_reflexive_Out.con
\e[0;32mOK
\e[0m 0.01
14125 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/equality_symmetric_Out.con
\e[0;32mOK
\e[0m 0.01
14126 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/has_geq_1_elements_th1.con
\e[0;32mOK
\e[0m 0.01
14127 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/has_leq_0_elements_implies_leq_1.con
\e[0;31mFAIL
\e[0m
14128 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/inverse_EV_pr.con
\e[0;32mOK
\e[0m 0.01
14129 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/is_a_relation.con
\e[0;32mOK
\e[0m 0.01
14130 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_induction_nexts.con
\e[0;32mOK
\e[0m 0.01
14131 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_ind_hyp.ind
\e[0;32mOK
\e[0m 0.01
14132 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/not_in_itself_Zero_Out.con
\e[0;32mOK
\e[0m 0.01
14133 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pairwise_EQ_ind.con
\e[0;32mOK
\e[0m 0.01
14134 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pairwise_EQ_rec.con
\e[0;32mOK
\e[0m 0.01
14135 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to.con
\e[0;32mOK
\e[0m 0.01
14136 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_symm_proof_Out.con
\e[0;32mOK
\e[0m 0.01
14137 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_property_ind.con
\e[0;32mOK
\e[0m 0.01
14138 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_property_rec.con
\e[0;32mOK
\e[0m 0.01
14139 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/when_given_two_distinct_elements_Out.con
\e[0;32mOK
\e[0m 0.01
14140 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/zero_has_leq_0_elements.con
\e[0;32mOK
\e[0m 0.01
14141 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/well_def_1/step1.var
\e[0;32mOK
\e[0m 0.01
14142 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/well_def_1/step2.var
\e[0;32mOK
\e[0m 0.00
14143 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/well_def_1/w.var
\e[0;32mOK
\e[0m 0.01
14144 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/step1.var
\e[0;32mOK
\e[0m 0.01
14145 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/B_sub_V_proof/step3.var
\e[0;31mFAIL
\e[0m
14146 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/A_sub_V_proof/step2.var
\e[0;31mFAIL
\e[0m
14147 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/A_sub_V_proof/step3.var
\e[0;31mFAIL
\e[0m
14148 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_refl_proof/step3.var
\e[0;32mOK
\e[0m 0.01
14149 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_trans1_proof/h1.var
\e[0;32mOK
\e[0m 0.01
14150 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_trans1_proof/h2.var
\e[0;32mOK
\e[0m 0.00
14151 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_next_proof/step1.var
\e[0;32mOK
\e[0m 0.01
14152 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1b/Y.var
\e[0;32mOK
\e[0m 0.01
14153 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_3/Y.var
\e[0;32mOK
\e[0m 0.01
14154 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2/X.var
\e[0;32mOK
\e[0m 0.01
14155 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relations_in_cartesian_proof/X.var
\e[0;32mOK
\e[0m 0.01
14156 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1/PP.var
\e[0;32mOK
\e[0m 0.01
14157 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1/step4.var
\e[0;32mOK
\e[0m 0.00
14158 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/one_different_from_two/n.var
\e[0;32mOK
\e[0m 0.01
14159 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/nothing_strictsub_Zero/step1.var
\e[0;32mOK
\e[0m 0.01
14160 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/sub_A_N.var
\e[0;32mOK
\e[0m 0.01
14161 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/naturals_main_induction3b/subAX.var
\e[0;32mOK
\e[0m 0.01
14162 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/naturals_main_induction3b/subXA.var
\e[0;32mOK
\e[0m 0.01
14163 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction2/naturals_main_induction2a/step2a3.var
\e[0;32mOK
\e[0m 0.02
14164 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/IH_nexts.var
\e[0;32mOK
\e[0m 0.01
14165 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/S.var
\e[0;32mOK
\e[0m 0.00
14166 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/p.var
\e[0;32mOK
\e[0m 0.01
14167 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/its_empty_implies_equals_emptyset_proof/step1.var
\e[0;32mOK
\e[0m 0.01
14168 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/its_empty_implies_equals_emptyset_proof/ieieep2/step2_1.var
\e[0;32mOK
\e[0m 0.01
14169 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/inv_eval_in_domain_proof/X.var
\e[0;32mOK
\e[0m 0.02
14170 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_then_strictsub_Zero_proof/step1.var
\e[0;32mOK
\e[0m 0.01
14171 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_bounded_proof/cpb1/X.var
\e[0;32mOK
\e[0m 0.01
14172 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/has_leq_0_implies_leq_1/step2.var
\e[0;32mOK
\e[0m 0.02
14173 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain2/gd2B/Y.var
\e[0;32mOK
\e[0m 0.02
14174 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain2/gd2A/Y.var
\e[0;32mOK
\e[0m 0.01
14175 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain1/Y.var
\e[0;32mOK
\e[0m 0.02
14176 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_section_1/V.var
\e[0;32mOK
\e[0m 0.02
14177 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_evaluation_proof/Z.var
\e[0;32mOK
\e[0m 0.00
14178 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/first_uniqueness/iBF.var
\e[0;32mOK
\e[0m 0.01
14179 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/eval_in_range_proof/Y.var
\e[0;32mOK
\e[0m 0.01
14180 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyset_subset_everything/emptyset_subset_everything_2/step1.var
\e[0;32mOK
\e[0m 0.02
14181 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyfn_2/step1.var
\e[0;32mOK
\e[0m 0.01
14182 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyfn_1/step1.var
\e[0;32mOK
\e[0m 0.02
14183 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/efdom/Y.var
\e[0;32mOK
\e[0m 0.02
14184 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/X.var
\e[0;32mOK
\e[0m 0.02
14185 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/contra.var
\e[0;32mOK
\e[0m 0.01
14186 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_wd/f.var
\e[0;32mOK
\e[0m 0.02
14187 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_wd/g.var
\e[0;32mOK
\e[0m 0.01
14188 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_3/Z.var
\e[0;32mOK
\e[0m 0.01
14189 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_2/Y.var
\e[0;32mOK
\e[0m 0.01
14190 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_1/step1.var
\e[0;32mOK
\e[0m 0.01
14191 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_2/X.var
\e[0;32mOK
\e[0m 0.00
14192 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_1/X.var
\e[0;32mOK
\e[0m 0.01
14193 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartpair/X1.var
\e[0;32mOK
\e[0m 0.01
14194 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/X1.var
\e[0;32mOK
\e[0m 0.01
14195 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_prop_bounded_proof/Range_prop_bounded_proof_1/X.var
\e[0;32mOK
\e[0m 0.01
14196 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_prop_bounded_proof/Range_prop_bounded_proof_1/p.var
\e[0;32mOK
\e[0m 0.01
14197 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/M1.var
\e[0;32mOK
\e[0m 0.01
14198 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/N1.var
\e[0;32mOK
\e[0m 0.00
14199 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/e.var
\e[0;32mOK
\e[0m 0.01
14200 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/m.var
\e[0;32mOK
\e[0m 0.01
14201 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/n.var
\e[0;32mOK
\e[0m 0.00
14202 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Nexts_element_of_NN_proof/j.var
\e[0;32mOK
\e[0m 0.01
14203 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Naturals_th1_proof/k.var
\e[0;32mOK
\e[0m 0.01
14204 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Intersection_section1/step2.var
\e[0;32mOK
\e[0m 0.02
14205 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_prop_bounded_proof/Domain_prop_bounded_proof_1/Y.var
\e[0;32mOK
\e[0m 0.01
14206 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_prop_bounded_proof/Domain_prop_bounded_proof_1/p.var
\e[0;32mOK
\e[0m 0.01
14207 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_NN_proof/step1.var
\e[0;32mOK
\e[0m 0.02
14208 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_NN_proof/v.var
\e[0;32mOK
\e[0m 0.00
14209 cic:/Sophia-Antipolis/Float/ex/b.con
\e[0;32mOK
\e[0m 0.02
14210 cic:/Sophia-Antipolis/Float/Zdivides/Zdivides1.con
\e[0;32mOK
\e[0m 0.02
14211 cic:/Sophia-Antipolis/Float/Paux/expPlus.con
\e[0;32mOK
\e[0m 0.02
14212 cic:/Sophia-Antipolis/Float/MSBProp/MSBProp/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14213 cic:/Sophia-Antipolis/Float/MSBProp/MSBProp/pGivesBound.var
\e[0;32mOK
\e[0m 0.01
14214 cic:/Sophia-Antipolis/Float/MSB/mf/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14215 cic:/Sophia-Antipolis/Float/FroundProp/FRoundP/FtoRradix.var
\e[0;32mOK
\e[0m 0.02
14216 cic:/Sophia-Antipolis/Float/FroundProp/FRoundP/pGivesBound.var
\e[0;32mOK
\e[0m 0.01
14217 cic:/Sophia-Antipolis/Float/FroundPlus/FRoundP/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14218 cic:/Sophia-Antipolis/Float/FroundPlus/FRoundP/pGivesBound.var
\e[0;32mOK
\e[0m 0.01
14219 cic:/Sophia-Antipolis/Float/FroundMult/FRoundP/FtoRradix.var
\e[0;32mOK
\e[0m 0.02
14220 cic:/Sophia-Antipolis/Float/FroundMult/FRoundP/pGivesBound.var
\e[0;32mOK
\e[0m 0.01
14221 cic:/Sophia-Antipolis/Float/Fround/FRound/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14222 cic:/Sophia-Antipolis/Float/Fround/FRound/pGivesBound.var
\e[0;32mOK
\e[0m 0.01
14223 cic:/Sophia-Antipolis/Float/Fprop/Fprop/FtoRradix.var
\e[0;32mOK
\e[0m 0.02
14224 cic:/Sophia-Antipolis/Float/Fop/Fmult.con
\e[0;32mOK
\e[0m 0.01
14225 cic:/Sophia-Antipolis/Float/Fop/operations/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14226 cic:/Sophia-Antipolis/Float/Fodd/EvenO.con
\e[0;32mOK
\e[0m 0.01
14227 cic:/Sophia-Antipolis/Float/Fodd/Feven.con
\e[0;32mOK
\e[0m 0.01
14228 cic:/Sophia-Antipolis/Float/Fodd/Odd.con
\e[0;32mOK
\e[0m 0.01
14229 cic:/Sophia-Antipolis/Float/Fodd/FOdd/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14230 cic:/Sophia-Antipolis/Float/Fodd/FOdd/pGivesBound.var
\e[0;32mOK
\e[0m 0.01
14231 cic:/Sophia-Antipolis/Float/Fnorm/Fcanonic.con
\e[0;32mOK
\e[0m 0.01
14232 cic:/Sophia-Antipolis/Float/Fnorm/FnormalBound.con
\e[0;32mOK
\e[0m 0.01
14233 cic:/Sophia-Antipolis/Float/Fnorm/FnormalBounded.con
\e[0;32mOK
\e[0m 0.02
14234 cic:/Sophia-Antipolis/Float/Fnorm/FsubnormalBound.con
\e[0;32mOK
\e[0m 0.01
14235 cic:/Sophia-Antipolis/Float/Fnorm/FsubnormalFexp.con
\e[0;32mOK
\e[0m 0.01
14236 cic:/Sophia-Antipolis/Float/Fnorm/nNormMin.con
\e[0;32mOK
\e[0m 0.01
14237 cic:/Sophia-Antipolis/Float/Fnorm/Fnormalized_Def/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14238 cic:/Sophia-Antipolis/Float/Fnorm/Fnormalized_Def/pGivesBound.var
\e[0;32mOK
\e[0m 0.01
14239 cic:/Sophia-Antipolis/Float/FminOp/FminOp/FtoRradix.var
\e[0;32mOK
\e[0m 0.02
14240 cic:/Sophia-Antipolis/Float/FminOp/FminOp/pGivesBound.var
\e[0;32mOK
\e[0m 0.00
14241 cic:/Sophia-Antipolis/Float/Fmin/FMinMax/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14242 cic:/Sophia-Antipolis/Float/Fmin/FMinMax/pGivesBound.var
\e[0;32mOK
\e[0m 0.00
14243 cic:/Sophia-Antipolis/Float/Float/definitions/FtoR1.var
\e[0;32mOK
\e[0m 0.01
14244 cic:/Sophia-Antipolis/Float/Finduct/Fweight.con
\e[0;32mOK
\e[0m 0.02
14245 cic:/Sophia-Antipolis/Float/Finduct/finduct/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14246 cic:/Sophia-Antipolis/Float/Finduct/finduct/pGivesBound.var
\e[0;32mOK
\e[0m 0.01
14247 cic:/Sophia-Antipolis/Float/Fcomp/comparisons/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14248 cic:/Sophia-Antipolis/Float/Fbound/FboundedZeroSameExp.con
\e[0;32mOK
\e[0m 0.02
14249 cic:/Sophia-Antipolis/Float/Fbound/absFBounded.con
\e[0;32mOK
\e[0m 0.02
14250 cic:/Sophia-Antipolis/Float/Fbound/oppBounded.con
\e[0;32mOK
\e[0m 0.02
14251 cic:/Sophia-Antipolis/Float/Fbound/Fbounded_Def/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14252 cic:/Sophia-Antipolis/Float/Faux/Zle_ZERO_Zabs.con
\e[0;32mOK
\e[0m 0.01
14253 cic:/Sophia-Antipolis/Float/Faux/Zlt_Zopp.con
\e[0;32mOK
\e[0m 0.02
14254 cic:/Sophia-Antipolis/Float/Faux/Zmin_sym.con
\e[0;32mOK
\e[0m 0.02
14255 cic:/Sophia-Antipolis/Float/Faux/Zpower_nat_1.con
\e[0;32mOK
\e[0m 0.01
14256 cic:/Sophia-Antipolis/Float/Faux/Zpower_nat_O.con
\e[0;32mOK
\e[0m 0.01
14257 cic:/Sophia-Antipolis/Float/Faux/min_or.con
\e[0;32mOK
\e[0m 0.04
14258 cic:/Sophia-Antipolis/Float/Faux/natEq.con
\e[0;32mOK
\e[0m 0.02
14259 cic:/Sophia-Antipolis/Float/Faux/not_O_lt.con
\e[0;32mOK
\e[0m 0.01
14260 cic:/Sophia-Antipolis/Float/FSucc/suc1/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14261 cic:/Sophia-Antipolis/Float/FSucc/suc1/pGivesBound.var
\e[0;32mOK
\e[0m 0.01
14262 cic:/Sophia-Antipolis/Float/FSucc/suc/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14263 cic:/Sophia-Antipolis/Float/FSucc/suc/pGivesBound.var
\e[0;32mOK
\e[0m 0.01
14264 cic:/Sophia-Antipolis/Float/FPred/pred/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14265 cic:/Sophia-Antipolis/Float/FPred/pred/pGivesBound.var
\e[0;32mOK
\e[0m 0.01
14266 cic:/Sophia-Antipolis/Float/Digit/digit.con
\e[0;32mOK
\e[0m 0.02
14267 cic:/Sophia-Antipolis/Float/ClosestProp/Fclosestp/FtoRradix.var
\e[0;32mOK
\e[0m 0.02
14268 cic:/Sophia-Antipolis/Float/ClosestProp/Fclosestp/pGivesBound.var
\e[0;32mOK
\e[0m 0.01
14269 cic:/Sophia-Antipolis/Float/ClosestPlus/ClosestP/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14270 cic:/Sophia-Antipolis/Float/ClosestPlus/ClosestP/pGivesBound.var
\e[0;32mOK
\e[0m 0.00
14271 cic:/Sophia-Antipolis/Float/ClosestMult/FRoundP/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14272 cic:/Sophia-Antipolis/Float/ClosestMult/FRoundP/pGivesBound.var
\e[0;32mOK
\e[0m 0.00
14273 cic:/Sophia-Antipolis/Float/Closest2Prop/F2/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14274 cic:/Sophia-Antipolis/Float/Closest2Prop/F2/pGivesBound.var
\e[0;32mOK
\e[0m 0.00
14275 cic:/Sophia-Antipolis/Float/Closest2Plus/F2/FtoRradix.var
\e[0;32mOK
\e[0m 0.02
14276 cic:/Sophia-Antipolis/Float/Closest2Plus/F2/pGivesBound.var
\e[0;32mOK
\e[0m 0.01
14277 cic:/Sophia-Antipolis/Float/Closest/Fclosest/FtoRradix.var
\e[0;32mOK
\e[0m 0.01
14278 cic:/Sophia-Antipolis/Float/Closest/Fclosest/pGivesBound.var
\e[0;32mOK
\e[0m 0.00
14279 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Empty_set_zero.con
\e[0;32mOK
\e[0m 0.02
14280 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Inclusion_is_an_order.con
\e[0;32mOK
\e[0m 0.02
14281 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Non_disjoint_union.con
\e[0;32mOK
\e[0m 0.02
14282 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Union_associative.con
\e[0;32mOK
\e[0m 0.03
14283 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Union_commutative.con
\e[0;32mOK
\e[0m 0.01
14284 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Bounds/D.var
\e[0;32mOK
\e[0m 0.01
14285 cic:/Sophia-Antipolis/Cours-de-Coq/podefs/PO_rect.con
\e[0;32mOK
\e[0m 0.01
14286 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_3/Confluent.con
\e[0;32mOK
\e[0m 0.01
14287 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_3/Locally_confluent.con
\e[0;32mOK
\e[0m 0.01
14288 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2_facts/RstarRplus_RRstar.con
\e[0;32mOK
\e[0m 0.02
14289 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2_facts/Rstar_equiv_Rstar1.con
\e[0;32mOK
\e[0m 0.02
14290 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2_facts/Rsym_imp_Rstarsym.con
\e[0;32mOK
\e[0m 0.01
14291 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2_facts/Sstar_contains_Rstar.con
\e[0;32mOK
\e[0m 0.01
14292 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Equivalence_ind.con
\e[0;32mOK
\e[0m 0.02
14293 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Equivalence_rec.con
\e[0;32mOK
\e[0m 0.00
14294 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Order_ind.con
\e[0;32mOK
\e[0m 0.01
14295 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Order_rec.con
\e[0;32mOK
\e[0m 0.01
14296 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/PER_ind.con
\e[0;32mOK
\e[0m 0.01
14297 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/PER_rec.con
\e[0;32mOK
\e[0m 0.01
14298 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Preorder_ind.con
\e[0;32mOK
\e[0m 0.01
14299 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1/Preorder_rec.con
\e[0;32mOK
\e[0m 0.00
14300 cic:/Sophia-Antipolis/Cours-de-Coq/Partial_order_facts/Couple_is_symmetric.con
\e[0;32mOK
\e[0m 0.02
14301 cic:/Sophia-Antipolis/Cours-de-Coq/Partial_order_facts/Lemmas_on_partial_orders/D.var
\e[0;32mOK
\e[0m 0.01
14302 cic:/Sophia-Antipolis/Cours-de-Coq/Fil/First_inductive_lemmas/D.var
\e[0;32mOK
\e[0m 0.01
14303 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Disjoint_ind.con
\e[0;32mOK
\e[0m 0.01
14304 cic:/Sophia-Antipolis/Cours-de-Coq/Ensembles/Disjoint_rec.con
\e[0;32mOK
\e[0m 0.01
14305 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/mCoef/eqA_sym.var
\e[0;32mOK
\e[0m 0.01
14306 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/mCoef/eqA_trans.var
\e[0;32mOK
\e[0m 0.00
14307 cic:/Sophia-Antipolis/Buchberger/Term/T1_eqT.con
\e[0;32mOK
\e[0m 0.01
14308 cic:/Sophia-Antipolis/Buchberger/Term/T1_multTerm_l.con
\e[0;32mOK
\e[0m 0.02
14309 cic:/Sophia-Antipolis/Buchberger/Term/T1_multTerm_r.con
\e[0;32mOK
\e[0m 0.02
14310 cic:/Sophia-Antipolis/Buchberger/Term/T1_nz.con
\e[0;32mOK
\e[0m 0.01
14311 cic:/Sophia-Antipolis/Buchberger/Term/eqT_zerop_is_eqTerm.con
\e[0;32mOK
\e[0m 0.02
14312 cic:/Sophia-Antipolis/Buchberger/Term/eqTerm_T1_eqT.con
\e[0;32mOK
\e[0m 0.01
14313 cic:/Sophia-Antipolis/Buchberger/Term/eqTerm_invTerm_comp.con
\e[0;32mOK
\e[0m 0.02
14314 cic:/Sophia-Antipolis/Buchberger/Term/eqTerm_minusTerm_plusTerm_invTerm.con
\e[0;32mOK
\e[0m 0.01
14315 cic:/Sophia-Antipolis/Buchberger/Term/eqTerm_multTerm_comp.con
\e[0;32mOK
\e[0m 0.03
14316 cic:/Sophia-Antipolis/Buchberger/Term/eqTerm_plusTerm_comp.con
\e[0;32mOK
\e[0m 0.03
14317 cic:/Sophia-Antipolis/Buchberger/Term/eqTerm_refl.con
\e[0;32mOK
\e[0m 0.01
14318 cic:/Sophia-Antipolis/Buchberger/Term/eqTerm_sym.con
\e[0;32mOK
\e[0m 0.01
14319 cic:/Sophia-Antipolis/Buchberger/Term/eqTerm_trans.con
\e[0;32mOK
\e[0m 0.02
14320 cic:/Sophia-Antipolis/Buchberger/Term/invTerm_invol.con
\e[0;32mOK
\e[0m 0.03
14321 cic:/Sophia-Antipolis/Buchberger/Term/multTerm_assoc.con
\e[0;32mOK
\e[0m 0.02
14322 cic:/Sophia-Antipolis/Buchberger/Term/multTerm_com.con
\e[0;32mOK
\e[0m 0.01
14323 cic:/Sophia-Antipolis/Buchberger/Term/multTerm_plusTerm_dist_l.con
\e[0;32mOK
\e[0m 0.03
14324 cic:/Sophia-Antipolis/Buchberger/Term/multTerm_plusTerm_dist_r.con
\e[0;32mOK
\e[0m 0.01
14325 cic:/Sophia-Antipolis/Buchberger/Term/mult_invTerm_com.con
\e[0;32mOK
\e[0m 0.07
14326 cic:/Sophia-Antipolis/Buchberger/Term/mult_invTerm_com_r.con
\e[0;32mOK
\e[0m 0.08
14327 cic:/Sophia-Antipolis/Buchberger/Term/plusTerm_assoc.con
\e[0;32mOK
\e[0m 0.02
14328 cic:/Sophia-Antipolis/Buchberger/Term/plusTerm_com.con
\e[0;32mOK
\e[0m 0.01
14329 cic:/Sophia-Antipolis/Buchberger/Term/plusTerm_comp_l.con
\e[0;32mOK
\e[0m 0.02
14330 cic:/Sophia-Antipolis/Buchberger/Term/plusTerm_comp_r.con
\e[0;32mOK
\e[0m 0.02
14331 cic:/Sophia-Antipolis/Buchberger/Term/plusTerm_invTerm_zeroP.con
\e[0;32mOK
\e[0m 0.01
14332 cic:/Sophia-Antipolis/Buchberger/Term/zeroP_comp_eqTerm.con
\e[0;32mOK
\e[0m 0.01
14333 cic:/Sophia-Antipolis/Buchberger/Term/zeroP_invTerm_zeroP.con
\e[0;32mOK
\e[0m 0.01
14334 cic:/Sophia-Antipolis/Buchberger/Term/zeroP_multTerm_l.con
\e[0;32mOK
\e[0m 0.01
14335 cic:/Sophia-Antipolis/Buchberger/Term/zeroP_multTerm_r.con
\e[0;32mOK
\e[0m 0.02
14336 cic:/Sophia-Antipolis/Buchberger/Term/zeroP_plusTerml.con
\e[0;32mOK
\e[0m 0.02
14337 cic:/Sophia-Antipolis/Buchberger/Term/zeroP_plusTermr.con
\e[0;32mOK
\e[0m 0.02
14338 cic:/Sophia-Antipolis/Buchberger/Pplus/pO_plusP_inv1.con
\e[0;32mOK
\e[0m 0.20
14339 cic:/Sophia-Antipolis/Buchberger/Pplus/pO_plusP_inv2.con
\e[0;32mOK
\e[0m 0.30
14340 cic:/Sophia-Antipolis/Buchberger/Pplus/plusP_ind.con
\e[0;32mOK
\e[0m 0.07
14341 cic:/Sophia-Antipolis/Buchberger/Pplus/plusP_inv.con
\e[0;32mOK
\e[0m 0.47
14342 cic:/Sophia-Antipolis/Buchberger/Pmults/eqp_invT1_pO_is_pO.con
\e[0;32mOK
\e[0m 0.12
14343 cic:/Sophia-Antipolis/Buchberger/Pmults/mults_eqp_pO_pO.con
\e[0;32mOK
\e[0m 0.04
14344 cic:/Sophia-Antipolis/Buchberger/Pmults/mults_eqp_zpO.con
\e[0;32mOK
\e[0m 0.09
14345 cic:/Sophia-Antipolis/Buchberger/Pmults/tmults.con
\e[0;32mOK
\e[0m 0.02
14346 cic:/Sophia-Antipolis/Buchberger/Pminus/Opm_ind.con
\e[0;32mOK
\e[0m 0.06
14347 cic:/Sophia-Antipolis/Buchberger/Pminus/inv.con
\e[0;32mOK
\e[0m 0.01
14348 cic:/Sophia-Antipolis/Buchberger/Pminus/invTerm_eqT_comp.con
\e[0;32mOK
\e[0m 0.02
14349 cic:/Sophia-Antipolis/Buchberger/Pminus/minusP.ind
\e[0;32mOK
\e[0m 0.03
14350 cic:/Sophia-Antipolis/Buchberger/Peq/Peq/eqTerm_imp_eqT.var
\e[0;32mOK
\e[0m 0.08
14351 cic:/Sophia-Antipolis/Buchberger/Pcrit/divPp.con
\e[0;32mOK
\e[0m 0.06
14352 cic:/Sophia-Antipolis/Buchberger/POrder/T1_is_min_ltT.con
\e[0;32mOK
\e[0m 0.11
14353 cic:/Sophia-Antipolis/Buchberger/POrder/canonical.con
\e[0;32mOK
\e[0m 0.01
14354 cic:/Sophia-Antipolis/Buchberger/POrder/eqT_not_ltT.con
\e[0;32mOK
\e[0m 0.02
14355 cic:/Sophia-Antipolis/Buchberger/POrder/ltP_ind.con
\e[0;32mOK
\e[0m 0.02
14356 cic:/Sophia-Antipolis/Buchberger/POrder/ltT_not_eqT.con
\e[0;32mOK
\e[0m 0.01
14357 cic:/Sophia-Antipolis/Buchberger/POrder/ltT_not_refl.con
\e[0;32mOK
\e[0m 0.01
14358 cic:/Sophia-Antipolis/Buchberger/POrder/ltT_trans.con
\e[0;32mOK
\e[0m 0.01
14359 cic:/Sophia-Antipolis/Buchberger/POrder/multTerm_ltT_l.con
\e[0;32mOK
\e[0m 0.02
14360 cic:/Sophia-Antipolis/Buchberger/POrder/multTerm_ltT_r.con
\e[0;32mOK
\e[0m 0.02
14361 cic:/Sophia-Antipolis/Buchberger/POrder/olistO.con
\e[0;32mOK
\e[0m 0.01
14362 cic:/Sophia-Antipolis/Buchberger/POrder/olistOne.con
\e[0;32mOK
\e[0m 0.01
14363 cic:/Sophia-Antipolis/Buchberger/POrder/olist_pX_eqT.con
\e[0;32mOK
\e[0m 0.01
14364 cic:/Sophia-Antipolis/Buchberger/POrder/Porder/eqT_refl.var
\e[0;32mOK
\e[0m 0.01
14365 cic:/Sophia-Antipolis/Buchberger/OrderStructure/OrderStructure_ind.con
\e[0;32mOK
\e[0m 0.02
14366 cic:/Sophia-Antipolis/Buchberger/OrderStructure/OrderStructure_rec.con
\e[0;32mOK
\e[0m 0.01
14367 cic:/Sophia-Antipolis/Buchberger/OpenIndGoodRel/Min_rect.con
\e[0;32mOK
\e[0m 0.02
14368 cic:/Sophia-Antipolis/Buchberger/OpenIndGoodRel/OpenInd.con
\e[0;32mOK
\e[0m 0.01
14369 cic:/Sophia-Antipolis/Buchberger/Monomials/div_mon_clean.con
\e[0;32mOK
\e[0m 0.02
14370 cic:/Sophia-Antipolis/Buchberger/Monomials/eqmon_dec.con
\e[0;32mOK
\e[0m 0.06
14371 cic:/Sophia-Antipolis/Buchberger/Monomials/mdiv_proj.con
\e[0;32mOK
\e[0m 0.02
14372 cic:/Sophia-Antipolis/Buchberger/Monomials/mdiv_trans.con
\e[0;32mOK
\e[0m 0.15
14373 cic:/Sophia-Antipolis/Buchberger/Monomials/mult_div_com.con
\e[0;32mOK
\e[0m 0.02
14374 cic:/Sophia-Antipolis/Buchberger/Monomials/mult_div_id.con
\e[0;32mOK
\e[0m 0.02
14375 cic:/Sophia-Antipolis/Buchberger/Monomials/plus_minus_le.con
\e[0;32mOK
\e[0m 0.01
14376 cic:/Sophia-Antipolis/Buchberger/Monomials/ppcm_com.con
\e[0;32mOK
\e[0m 0.03
14377 cic:/Sophia-Antipolis/Buchberger/LexiOrder/total_orderc_ind.con
\e[0;32mOK
\e[0m 0.02
14378 cic:/Sophia-Antipolis/Buchberger/Fred/cb_redacc.con
\e[0;32mOK
\e[0m 0.15
14379 cic:/Sophia-Antipolis/Buchberger/Fred/red_divp.con
\e[0;32mOK
\e[0m 0.02
14380 cic:/Sophia-Antipolis/Buchberger/Fred/redacc_cb.con
\e[0;32mOK
\e[0m 0.06
14381 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_ind.con
\e[0;32mOK
\e[0m 0.02
14382 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_inv1.con
\e[0;32mOK
\e[0m 0.03
14383 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_inv2.con
\e[0;32mOK
\e[0m 0.03
14384 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_eqT.con
\e[0;32mOK
\e[0m 0.04
14385 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_invTerm_r.con
\e[0;32mOK
\e[0m 0.03
14386 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_on_plusM_minusM.con
\e[0;32mOK
\e[0m 0.03
14387 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_rew.con
\e[0;32mOK
\e[0m 0.02
14388 cic:/Sophia-Antipolis/Buchberger/DivTerm/eqTerm_divTerm_comp.con
\e[0;32mOK
\e[0m 0.04
14389 cic:/Sophia-Antipolis/Buchberger/DivTerm/ppcm.ind
\e[0;32mOK
\e[0m 0.02
14390 cic:/Sophia-Antipolis/Buchberger/Dickson/MinD.con
\e[0;32mOK
\e[0m 0.02
14391 cic:/Sophia-Antipolis/Buchberger/Dickson/leq2le.con
\e[0;32mOK
\e[0m 0.01
14392 cic:/Sophia-Antipolis/Buchberger/Dickson/zRV_WR.con
\e[0;32mOK
\e[0m 0.01
14393 cic:/Sophia-Antipolis/Buchberger/Dickson/Dickson/wR.var
\e[0;32mOK
\e[0m 0.01
14394 cic:/Sophia-Antipolis/Buchberger/CoefStructure/CoefStructure_ind.con
\e[0;32mOK
\e[0m 0.02
14395 cic:/Sophia-Antipolis/Buchberger/CoefStructure/CoefStructure_rec.con
\e[0;32mOK
\e[0m 0.01
14396 cic:/Sophia-Antipolis/Buchberger/BuchAux/divA_nZ.con
\e[0;32mOK
\e[0m 0.03
14397 cic:/Sophia-Antipolis/Buchberger/Bar/monGoodR.con
\e[0;32mOK
\e[0m 0.05
14398 cic:/Sophia-Antipolis/Buchberger/Bar/nilGRBar.con
\e[0;32mOK
\e[0m 0.01
14399 cic:/Sophia-Antipolis/Buchberger/Bar/subRelGoodR.con
\e[0;32mOK
\e[0m 0.01
14400 cic:/Sophia-Antipolis/Bertrand/Summation/sum_nm_le.con
\e[0;32mOK
\e[0m 0.03
14401 cic:/Sophia-Antipolis/Bertrand/Summation/sum_nm_sum_nm_f.con
\e[0;32mOK
\e[0m 0.02
14402 cic:/Sophia-Antipolis/Bertrand/Product/prod_nm_f.con
\e[0;32mOK
\e[0m 0.03
14403 cic:/Sophia-Antipolis/Bertrand/Prime/lt_prime.con
\e[0;32mOK
\e[0m 0.02
14404 cic:/Sophia-Antipolis/Bertrand/PowerDiv/power_div_id.con
\e[0;32mOK
\e[0m 0.02
14405 cic:/Sophia-Antipolis/Bertrand/Power/power_mult.con
\e[0;32mOK
\e[0m 0.02
14406 cic:/Sophia-Antipolis/Bertrand/Partition/make_partition_aux.con
\e[0;32mOK
\e[0m 0.02
14407 cic:/Sophia-Antipolis/Bertrand/Misc/lt_O_mult.con
\e[0;32mOK
\e[0m 0.02
14408 cic:/Sophia-Antipolis/Bertrand/Misc/mult_SO.con
\e[0;32mOK
\e[0m 0.02
14409 cic:/Sophia-Antipolis/Bertrand/Misc/not_le_lt.con
\e[0;32mOK
\e[0m 0.01
14410 cic:/Sophia-Antipolis/Bertrand/Knuth_def/Zodd.con
\e[0;32mOK
\e[0m 0.02
14411 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_inv_Ol.con
\e[0;32mOK
\e[0m 0.01
14412 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_inv_Or.con
\e[0;32mOK
\e[0m 0.01
14413 cic:/Sophia-Antipolis/Bertrand/Gcd/is_gcd_Ol.con
\e[0;32mOK
\e[0m 0.01
14414 cic:/Sophia-Antipolis/Bertrand/Gcd/is_gcd_Or.con
\e[0;32mOK
\e[0m 0.01
14415 cic:/Sophia-Antipolis/Bertrand/Gcd/is_gcd_ref.con
\e[0;32mOK
\e[0m 0.01
14416 cic:/Sophia-Antipolis/Bertrand/Factorial_bis/lt_factorial_O.con
\e[0;32mOK
\e[0m 0.02
14417 cic:/Sophia-Antipolis/Bertrand/Divides/divides_plus2.con
\e[0;32mOK
\e[0m 0.02
14418 cic:/Sophia-Antipolis/Angles/point_tangente/calcul5.con
\e[0;32mOK
\e[0m 0.02
14419 cic:/Sophia-Antipolis/Angles/point_napoleon/bissectrice_direction.con
\e[0;32mOK
\e[0m 0.04
14420 cic:/Sophia-Antipolis/Angles/point_napoleon/bissectrice_double.con
\e[0;32mOK
\e[0m 0.02
14421 cic:/Sophia-Antipolis/Angles/point_napoleon/bissectrice_unicite.con
\e[0;32mOK
\e[0m 0.03
14422 cic:/Sophia-Antipolis/Angles/point_napoleon/colineaire_transitive.con
\e[0;32mOK
\e[0m 0.02
14423 cic:/Sophia-Antipolis/Angles/point_napoleon/orthogonal_colineaire.con
\e[0;32mOK
\e[0m 0.01
14424 cic:/Sophia-Antipolis/Angles/point_napoleon/orthogonal_opp.con
\e[0;32mOK
\e[0m 0.02
14425 cic:/Sophia-Antipolis/Angles/point_cocyclicite/calcul5.con
\e[0;32mOK
\e[0m 0.02
14426 cic:/Sophia-Antipolis/Angles/point_angle/oppu_oppv.con
\e[0;32mOK
\e[0m 0.02
14427 cic:/Sophia-Antipolis/Angles/point_angle/reflexion.con
\e[0;32mOK
\e[0m 0.01
14428 cic:/Sophia-Antipolis/Angles/point_angle/regulier_cons.con
\e[0;32mOK
\e[0m 0.01
14429 cic:/Sophia-Antipolis/Angles/point_angle/rotation.con
\e[0;32mOK
\e[0m 0.02
14430 cic:/Sophia-Antipolis/Angles/point_Simson/orthogonal_colineaire.con
\e[0;32mOK
\e[0m 0.02
14431 cic:/Sophia-Antipolis/Angles/point_Simson/orthogonal_opp.con
\e[0;32mOK
\e[0m 0.02
14432 cic:/Sophia-Antipolis/Algebra/Z_group/ax5.con
\e[0;32mOK
\e[0m 0.02
14433 cic:/Sophia-Antipolis/Algebra/Z_group/ax6.con
\e[0;32mOK
\e[0m 0.01
14434 cic:/Sophia-Antipolis/Algebra/Z_group/ax7.con
\e[0;32mOK
\e[0m 0.01
14435 cic:/Sophia-Antipolis/Algebra/Union/Union1/E.var
\e[0;32mOK
\e[0m 0.02
14436 cic:/Sophia-Antipolis/Algebra/Tiroirs/tiroirs_def/E.var
\e[0;32mOK
\e[0m 0.02
14437 cic:/Sophia-Antipolis/Algebra/Tiroirs/tiroirs_def/F.var
\e[0;32mOK
\e[0m 0.00
14438 cic:/Sophia-Antipolis/Algebra/Singleton/Single1/E.var
\e[0;32mOK
\e[0m 0.02
14439 cic:/Sophia-Antipolis/Algebra/Sets/Carrier.con
\e[0;32mOK
\e[0m 0.02
14440 cic:/Sophia-Antipolis/Algebra/Sets/Setoid_rect.con
\e[0;32mOK
\e[0m 0.01
14441 cic:/Sophia-Antipolis/Algebra/Sets/Sets1/Quotient1/E.var
\e[0;32mOK
\e[0m 0.01
14442 cic:/Sophia-Antipolis/Algebra/Sets/Sets1/Maps1/Maps1_3/E.var
\e[0;32mOK
\e[0m 0.02
14443 cic:/Sophia-Antipolis/Algebra/Sets/Sets1/Maps1/Maps1_3/F.var
\e[0;32mOK
\e[0m 0.00
14444 cic:/Sophia-Antipolis/Algebra/Sets/Sets1/Maps1/Maps1_3/G.var
\e[0;32mOK
\e[0m 0.00
14445 cic:/Sophia-Antipolis/Algebra/Sets/Sets1/Maps1/Maps1_2/A.var
\e[0;32mOK
\e[0m 0.01
14446 cic:/Sophia-Antipolis/Algebra/Sets/Sets1/Maps1/Maps1_2/B.var
\e[0;32mOK
\e[0m 0.01
14447 cic:/Sophia-Antipolis/Algebra/Sets/Sets1/Maps1/Maps1_1/A.var
\e[0;32mOK
\e[0m 0.02
14448 cic:/Sophia-Antipolis/Algebra/Sets/Sets1/Maps1/Maps1_1/B.var
\e[0;32mOK
\e[0m 0.00
14449 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/E.var
\e[0;32mOK
\e[0m 0.02
14450 cic:/Sophia-Antipolis/Algebra/Parts3/Restrictions1/E.var
\e[0;32mOK
\e[0m 0.01
14451 cic:/Sophia-Antipolis/Algebra/Parts3/Restrictions1/F.var
\e[0;32mOK
\e[0m 0.00
14452 cic:/Sophia-Antipolis/Algebra/Parts3/Inverse_image1/E.var
\e[0;32mOK
\e[0m 0.01
14453 cic:/Sophia-Antipolis/Algebra/Parts3/Inverse_image1/F.var
\e[0;32mOK
\e[0m 0.00
14454 cic:/Sophia-Antipolis/Algebra/Parts2/Images1/E.var
\e[0;32mOK
\e[0m 0.01
14455 cic:/Sophia-Antipolis/Algebra/Parts2/Images1/F.var
\e[0;32mOK
\e[0m 0.01
14456 cic:/Sophia-Antipolis/Algebra/Parts2/Complement1/E.var
\e[0;32mOK
\e[0m 0.01
14457 cic:/Sophia-Antipolis/Algebra/Parts/Union_of_part/E.var
\e[0;32mOK
\e[0m 0.01
14458 cic:/Sophia-Antipolis/Algebra/Parts/Subtype/E.var
\e[0;32mOK
\e[0m 0.00
14459 cic:/Sophia-Antipolis/Algebra/Parts/Part_type/E.var
\e[0;32mOK
\e[0m 0.01
14460 cic:/Sophia-Antipolis/Algebra/Parts/Part_set_greater/E.var
\e[0;32mOK
\e[0m 0.01
14461 cic:/Sophia-Antipolis/Algebra/Parts/Part_set/E.var
\e[0;32mOK
\e[0m 0.01
14462 cic:/Sophia-Antipolis/Algebra/Parts/Inclusion/E.var
\e[0;32mOK
\e[0m 0.01
14463 cic:/Sophia-Antipolis/Algebra/Monoid_util/Monoid/E.var
\e[0;32mOK
\e[0m 0.01
14464 cic:/Sophia-Antipolis/Algebra/Monoid_util/Abelian_monoid/E.var
\e[0;32mOK
\e[0m 0.01
14465 cic:/Sophia-Antipolis/Algebra/Module_util/Module/E.var
\e[0;32mOK
\e[0m 0.01
14466 cic:/Sophia-Antipolis/Algebra/Inter/Inter1/E.var
\e[0;32mOK
\e[0m 0.01
14467 cic:/Sophia-Antipolis/Algebra/Group_util/Group/E.var
\e[0;32mOK
\e[0m 0.01
14468 cic:/Sophia-Antipolis/Algebra/Group_util/Abelian_group/E.var
\e[0;32mOK
\e[0m 0.01
14469 cic:/Sophia-Antipolis/Algebra/Fpart2/fparts2_def/E.var
\e[0;32mOK
\e[0m 0.02
14470 cic:/Sophia-Antipolis/Algebra/Fpart/fparts_in_def/E.var
\e[0;32mOK
\e[0m 0.01
14471 cic:/Sophia-Antipolis/Algebra/Diff/Diff/E.var
\e[0;32mOK
\e[0m 0.01
14472 cic:/Sophia-Antipolis/Algebra/Categories/Category_def/Category_def1/Hom.var
\e[0;32mOK
\e[0m 0.01
14473 cic:/Sophia-Antipolis/Algebra/Cartesian/Projections/E.var
\e[0;32mOK
\e[0m 0.01
14474 cic:/Sophia-Antipolis/Algebra/Cartesian/Projections/F.var
\e[0;32mOK
\e[0m 0.00
14475 cic:/Sophia-Antipolis/Algebra/Cartesian/Maps/E.var
\e[0;32mOK
\e[0m 0.01
14476 cic:/Sophia-Antipolis/Algebra/Cartesian/Maps/F.var
\e[0;32mOK
\e[0m 0.00
14477 cic:/Sophia-Antipolis/Algebra/Cartesian/Maps/G.var
\e[0;32mOK
\e[0m 0.01
14478 cic:/Sophia-Antipolis/Algebra/Cartesian/Def/E.var
\e[0;32mOK
\e[0m 0.01
14479 cic:/Sophia-Antipolis/Algebra/Cartesian/Def/F.var
\e[0;32mOK
\e[0m 0.00
14480 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Bernstein/E.var
\e[0;32mOK
\e[0m 0.01
14481 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Bernstein/F.var
\e[0;32mOK
\e[0m 0.01
14482 cic:/Rocq/ZF/zfc/CINC_EQC.con
\e[0;32mOK
\e[0m 0.05
14483 cic:/Rocq/ZF/zfc/Couple_sound_left.con
\e[0;32mOK
\e[0m 0.01
14484 cic:/Rocq/ZF/zfc/Couple_sound_right.con
\e[0;32mOK
\e[0m 0.01
14485 cic:/Rocq/ZF/zfc/EQ_Sing_EQ.con
\e[0;32mOK
\e[0m 0.02
14486 cic:/Rocq/ZF/zfc/INC_EQ.con
\e[0;32mOK
\e[0m 0.03
14487 cic:/Rocq/ZF/zfc/INC_Succ.con
\e[0;32mOK
\e[0m 0.01
14488 cic:/Rocq/ZF/zfc/IN_Prod_EXType.con
\e[0;32mOK
\e[0m 0.03
14489 cic:/Rocq/ZF/zfc/IN_Succ.con
\e[0;32mOK
\e[0m 0.01
14490 cic:/Rocq/ZF/zfc/IN_Succ_or.con
\e[0;32mOK
\e[0m 0.02
14491 cic:/Rocq/ZF/zfc/Nat.con
\e[0;32mOK
\e[0m 0.01
14492 cic:/Rocq/ZF/zfc/Ord.ind
\e[0;32mOK
\e[0m 0.02
14493 cic:/Rocq/ZF/zfc/Power_mon.con
\e[0;32mOK
\e[0m 0.01
14494 cic:/Rocq/ZF/zfc/Union_mon.con
\e[0;32mOK
\e[0m 0.01
14495 cic:/Rocq/ZF/zfc/Union_monC.con
\e[0;32mOK
\e[0m 0.02
14496 cic:/Rocq/ZF/zfc/not_EQ_Sing_Vide.con
\e[0;32mOK
\e[0m 0.01
14497 cic:/Rocq/ZF/zfc/not_EQ_Vide_Sing.con
\e[0;32mOK
\e[0m 0.01
14498 cic:/Rocq/ZF/Sets/INC_EQ.con
\e[0;32mOK
\e[0m 0.03
14499 cic:/Rocq/ZF/Plump/ord.con
\e[0;32mOK
\e[0m 0.03
14500 cic:/Rocq/ZF/Omega/Nat.con
\e[0;32mOK
\e[0m 0.01
14501 cic:/Rocq/ZF/Constructive/CINC_EQC.con
\e[0;32mOK
\e[0m 0.05
14502 cic:/Rocq/ZF/Constructive/Union_monC.con
\e[0;32mOK
\e[0m 0.02
14503 cic:/Rocq/ZF/Cartesian/Couple_sound_left.con
\e[0;32mOK
\e[0m 0.02
14504 cic:/Rocq/ZF/Cartesian/Couple_sound_right.con
\e[0;32mOK
\e[0m 0.01
14505 cic:/Rocq/ZF/Axioms/EQ_Sing_EQ.con
\e[0;32mOK
\e[0m 0.02
14506 cic:/Rocq/ZF/Axioms/not_EQ_Sing_Vide.con
\e[0;32mOK
\e[0m 0.01
14507 cic:/Rocq/TreeAutomata/union_correct/umpl_conv_0_correct_wrt_sign_invar_0.con
\e[0;32mOK
\e[0m 0.15
14508 cic:/Rocq/TreeAutomata/union_correct/umpl_conv_1_correct_wrt_sign_invar_0.con
\e[0;32mOK
\e[0m 0.15
14509 cic:/Rocq/TreeAutomata/union/insert_main_ostate_0.con
\e[0;32mOK
\e[0m 0.02
14510 cic:/Rocq/TreeAutomata/union/insert_main_state_0.con
\e[0;32mOK
\e[0m 0.01
14511 cic:/Rocq/TreeAutomata/union/new_state_insd_def_dta.con
\e[0;32mOK
\e[0m 0.01
14512 cic:/Rocq/TreeAutomata/union/new_state_insd_def_lst.con
\e[0;32mOK
\e[0m 0.01
14513 cic:/Rocq/TreeAutomata/union/new_state_insd_def_st.con
\e[0;32mOK
\e[0m 0.01
14514 cic:/Rocq/TreeAutomata/union/new_state_insr_def_dta.con
\e[0;32mOK
\e[0m 0.01
14515 cic:/Rocq/TreeAutomata/union/new_state_insr_def_lst.con
\e[0;32mOK
\e[0m 0.01
14516 cic:/Rocq/TreeAutomata/union/new_state_insr_def_st.con
\e[0;32mOK
\e[0m 0.01
14517 cic:/Rocq/TreeAutomata/union/u_conv_0_invar_3.con
\e[0;32mOK
\e[0m 0.20
14518 cic:/Rocq/TreeAutomata/union/u_conv_1_invar_3.con
\e[0;32mOK
\e[0m 0.26
14519 cic:/Rocq/TreeAutomata/union/udta_conv_0.con
\e[0;32mOK
\e[0m 0.03
14520 cic:/Rocq/TreeAutomata/union/udta_conv_1.con
\e[0;32mOK
\e[0m 0.01
14521 cic:/Rocq/TreeAutomata/union/umpl_conv_0_inj.con
\e[0;32mOK
\e[0m 0.13
14522 cic:/Rocq/TreeAutomata/union/umpl_conv_1_inj.con
\e[0;32mOK
\e[0m 0.14
14523 cic:/Rocq/TreeAutomata/union/union_mpl_0.con
\e[0;32mOK
\e[0m 0.03
14524 cic:/Rocq/TreeAutomata/union/union_pl_0d_0.con
\e[0;32mOK
\e[0m 0.01
14525 cic:/Rocq/TreeAutomata/union/union_pl_1d_0.con
\e[0;32mOK
\e[0m 0.01
14526 cic:/Rocq/TreeAutomata/union/union_pl_3.con
\e[0;32mOK
\e[0m 0.01
14527 cic:/Rocq/TreeAutomata/union/union_pl_r_0.con
\e[0;32mOK
\e[0m 0.11
14528 cic:/Rocq/TreeAutomata/union/upl_conv_0_img_0.con
\e[0;32mOK
\e[0m 0.10
14529 cic:/Rocq/TreeAutomata/union/upl_conv_1_img_0.con
\e[0;32mOK
\e[0m 0.10
14530 cic:/Rocq/TreeAutomata/union/upl_conv_compat_1_0.con
\e[0;32mOK
\e[0m 0.03
14531 cic:/Rocq/TreeAutomata/states_kill_empty/DTA_simpl.con
\e[0;32mOK
\e[0m 0.02
14532 cic:/Rocq/TreeAutomata/states_kill_empty/kill_empty_correct_wrt_sign_invar_0.con
\e[0;32mOK
\e[0m 0.74
14533 cic:/Rocq/TreeAutomata/states_kill_empty/pl_kill_0.con
\e[0;32mOK
\e[0m 0.74
14534 cic:/Rocq/TreeAutomata/states_kill_empty/pl_kill_1.con
\e[0;32mOK
\e[0m 0.43
14535 cic:/Rocq/TreeAutomata/states_kill_empty/pl_kill_prec_empty.con
\e[0;32mOK
\e[0m 0.29
14536 cic:/Rocq/TreeAutomata/states_kill_empty/st_kill_0.con
\e[0;32mOK
\e[0m 0.80
14537 cic:/Rocq/TreeAutomata/states_kill_empty/st_kill_2.con
\e[0;32mOK
\e[0m 0.93
14538 cic:/Rocq/TreeAutomata/states_kill_empty/st_kill_3.con
\e[0;32mOK
\e[0m 0.83
14539 cic:/Rocq/TreeAutomata/states_kill_empty/states_kill.con
\e[0;32mOK
\e[0m 0.04
14540 cic:/Rocq/TreeAutomata/states_kill_correct/prec_list_kill_occur.con
\e[0;32mOK
\e[0m 0.43
14541 cic:/Rocq/TreeAutomata/signature/DTA_compat.con
\e[0;32mOK
\e[0m 0.02
14542 cic:/Rocq/TreeAutomata/signature/dta_correct_wrt_sign.con
\e[0;32mOK
\e[0m 0.12
14543 cic:/Rocq/TreeAutomata/signature/pl_compat_check_complete.con
\e[0;32mOK
\e[0m 0.24
14544 cic:/Rocq/TreeAutomata/signature/pl_compat_check_correct.con
\e[0;32mOK
\e[0m 0.14
14545 cic:/Rocq/TreeAutomata/signature/pl_compatible_cons_r.con
\e[0;32mOK
\e[0m 0.06
14546 cic:/Rocq/TreeAutomata/signature/pl_compatible_empt_l.con
\e[0;32mOK
\e[0m 0.01
14547 cic:/Rocq/TreeAutomata/signature/pl_tl_length_rec_def_0.con
\e[0;32mOK
\e[0m 0.01
14548 cic:/Rocq/TreeAutomata/signature/predta_compat_check.con
\e[0;32mOK
\e[0m 0.01
14549 cic:/Rocq/TreeAutomata/signature/predta_compatible.con
\e[0;32mOK
\e[0m 0.01
14550 cic:/Rocq/TreeAutomata/signature/predta_correct_wrt_sign_M2.con
\e[0;32mOK
\e[0m 0.02
14551 cic:/Rocq/TreeAutomata/signature/st_compatible_compat_def.con
\e[0;32mOK
\e[0m 0.01
14552 cic:/Rocq/TreeAutomata/signature/states_correct_wrt_sign_compatibles.con
\e[0;32mOK
\e[0m 0.03
14553 cic:/Rocq/TreeAutomata/semantics/borne_0_0.con
\e[0;32mOK
\e[0m 0.01
14554 cic:/Rocq/TreeAutomata/semantics/borne_0_2.con
\e[0;32mOK
\e[0m 0.02
14555 cic:/Rocq/TreeAutomata/semantics/borne_1_2.con
\e[0;32mOK
\e[0m 0.01
14556 cic:/Rocq/TreeAutomata/semantics/essence.con
\e[0;32mOK
\e[0m 0.01
14557 cic:/Rocq/TreeAutomata/semantics/essence_list.con
\e[0;32mOK
\e[0m 0.01
14558 cic:/Rocq/TreeAutomata/semantics/invar_1_0.con
\e[0;32mOK
\e[0m 0.04
14559 cic:/Rocq/TreeAutomata/semantics/invar_2_0.con
\e[0;32mOK
\e[0m 0.02
14560 cic:/Rocq/TreeAutomata/semantics/invar_2_1.con
\e[0;32mOK
\e[0m 0.09
14561 cic:/Rocq/TreeAutomata/semantics/invar_2_2.con
\e[0;32mOK
\e[0m 0.02
14562 cic:/Rocq/TreeAutomata/semantics/invar_list.con
\e[0;32mOK
\e[0m 0.01
14563 cic:/Rocq/TreeAutomata/semantics/invar_term.con
\e[0;32mOK
\e[0m 0.01
14564 cic:/Rocq/TreeAutomata/semantics/liste_reconnait_ind.con
\e[0;32mOK
\e[0m 0.02
14565 cic:/Rocq/TreeAutomata/semantics/mlrec_ind.con
\e[0;31mFAIL
\e[0m
14566 cic:/Rocq/TreeAutomata/semantics/mreconnaissance_ind.con
\e[0;31mFAIL
\e[0m
14567 cic:/Rocq/TreeAutomata/semantics/mstrec_ind.con
\e[0;31mFAIL
\e[0m
14568 cic:/Rocq/TreeAutomata/semantics/reconnaissance_ind.con
\e[0;32mOK
\e[0m 0.01
14569 cic:/Rocq/TreeAutomata/semantics/reconnait.con
\e[0;32mOK
\e[0m 0.01
14570 cic:/Rocq/TreeAutomata/semantics/sem_equiv_prop_l.con
\e[0;32mOK
\e[0m 0.01
14571 cic:/Rocq/TreeAutomata/semantics/sem_equiv_prop_t.con
\e[0;32mOK
\e[0m 0.01
14572 cic:/Rocq/TreeAutomata/semantics/sem_listes_0.con
\e[0;32mOK
\e[0m 0.04
14573 cic:/Rocq/TreeAutomata/semantics/sem_listes_2.con
\e[0;32mOK
\e[0m 0.03
14574 cic:/Rocq/TreeAutomata/semantics/semantic_equiv_0_0.con
\e[0;32mOK
\e[0m 0.02
14575 cic:/Rocq/TreeAutomata/semantics/semantic_equiv_0_2.con
\e[0;32mOK
\e[0m 0.05
14576 cic:/Rocq/TreeAutomata/semantics/semantic_equiv_0_3.con
\e[0;32mOK
\e[0m 0.02
14577 cic:/Rocq/TreeAutomata/semantics/semantic_equiv_0_4.con
\e[0;32mOK
\e[0m 0.02
14578 cic:/Rocq/TreeAutomata/semantics/semantic_equiv_0_6.con
\e[0;32mOK
\e[0m 0.07
14579 cic:/Rocq/TreeAutomata/semantics/semantic_equiv_1_4_0.con
\e[0;32mOK
\e[0m 0.04
14580 cic:/Rocq/TreeAutomata/semantics/state_reconnait_ind.con
\e[0;32mOK
\e[0m 0.01
14581 cic:/Rocq/TreeAutomata/refcorrect/DTA_main_state_correct.con
\e[0;32mOK
\e[0m 0.01
14582 cic:/Rocq/TreeAutomata/refcorrect/DTA_main_state_correct_check.con
\e[0;32mOK
\e[0m 0.01
14583 cic:/Rocq/TreeAutomata/refcorrect/DTA_ref_ok.con
\e[0;32mOK
\e[0m 0.01
14584 cic:/Rocq/TreeAutomata/refcorrect/prec_list_ref_ok_check.con
\e[0;32mOK
\e[0m 0.01
14585 cic:/Rocq/TreeAutomata/refcorrect/prec_list_ref_ok_destr.con
\e[0;32mOK
\e[0m 0.01
14586 cic:/Rocq/TreeAutomata/refcorrect/state_ref_ok.con
\e[0;32mOK
\e[0m 0.01
14587 cic:/Rocq/TreeAutomata/pl_path/liste_rec_length_def.con
\e[0;32mOK
\e[0m 0.02
14588 cic:/Rocq/TreeAutomata/pl_path/non_empty_pl_path_exists.con
\e[0;32mOK
\e[0m 0.02
14589 cic:/Rocq/TreeAutomata/pl_path/pl_path_incl_length.con
\e[0;32mOK
\e[0m 0.01
14590 cic:/Rocq/TreeAutomata/pl_path/pl_path_incl_length_3.con
\e[0;32mOK
\e[0m 0.01
14591 cic:/Rocq/TreeAutomata/pl_path/pl_path_recon.ind
\e[0;31mFAIL
\e[0m
14592 cic:/Rocq/TreeAutomata/non_coacc_kill/non_coacc_kill_0.con
\e[0;32mOK
\e[0m 0.21
14593 cic:/Rocq/TreeAutomata/non_coacc_kill/non_coacc_kill_1.con
\e[0;32mOK
\e[0m 0.27
14594 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_rec_def_0.con
\e[0;32mOK
\e[0m 0.01
14595 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_rec_def_1.con
\e[0;32mOK
\e[0m 0.01
14596 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_rec_def_2.con
\e[0;32mOK
\e[0m 0.01
14597 cic:/Rocq/TreeAutomata/non_coacc_kill/reconnaissance_co.ind
\e[0;32mOK
\e[0m 0.02
14598 cic:/Rocq/TreeAutomata/lattice_fixpoint/MapFlag_sum.con
\e[0;32mOK
\e[0m 0.02
14599 cic:/Rocq/TreeAutomata/lattice_fixpoint/bounded_sas_chain.con
\e[0;32mOK
\e[0m 0.01
14600 cic:/Rocq/TreeAutomata/lattice_fixpoint/chain_def_ok.con
\e[0;32mOK
\e[0m 0.10
14601 cic:/Rocq/TreeAutomata/lattice_fixpoint/chain_incr.con
\e[0;32mOK
\e[0m 0.09
14602 cic:/Rocq/TreeAutomata/lattice_fixpoint/dist_compl_0.con
\e[0;32mOK
\e[0m 0.01
14603 cic:/Rocq/TreeAutomata/lattice_fixpoint/dist_compl_8.con
\e[0;32mOK
\e[0m 0.01
14604 cic:/Rocq/TreeAutomata/lattice_fixpoint/dist_compl_def_1.con
\e[0;32mOK
\e[0m 0.01
14605 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_def_ok.con
\e[0;32mOK
\e[0m 0.02
14606 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_non_sas_chain_fp_1.con
\e[0;32mOK
\e[0m 0.03
14607 cic:/Rocq/TreeAutomata/lattice_fixpoint/lattice_bounded_def_0.con
\e[0;32mOK
\e[0m 0.02
14608 cic:/Rocq/TreeAutomata/lattice_fixpoint/lattice_bounded_def_2.con
\e[0;32mOK
\e[0m 0.01
14609 cic:/Rocq/TreeAutomata/lattice_fixpoint/lem_antisymmetric.con
\e[0;32mOK
\e[0m 0.06
14610 cic:/Rocq/TreeAutomata/lattice_fixpoint/lower_fix_point.con
\e[0;32mOK
\e[0m 0.01
14611 cic:/Rocq/TreeAutomata/lattice_fixpoint/mLattice.con
\e[0;32mOK
\e[0m 0.01
14612 cic:/Rocq/TreeAutomata/lattice_fixpoint/map_maxi_maxi.con
\e[0;32mOK
\e[0m 0.05
14613 cic:/Rocq/TreeAutomata/lattice_fixpoint/map_mini_mapget_true.con
\e[0;32mOK
\e[0m 0.01
14614 cic:/Rocq/TreeAutomata/lattice_fixpoint/map_mini_mini.con
\e[0;32mOK
\e[0m 0.05
14615 cic:/Rocq/TreeAutomata/lattice_fixpoint/pre_domok_incr_chain_def.con
\e[0;32mOK
\e[0m 0.03
14616 cic:/Rocq/TreeAutomata/lattice_fixpoint/prechain_incr_ind.con
\e[0;32mOK
\e[0m 0.01
14617 cic:/Rocq/TreeAutomata/lattice_fixpoint/prechain_sum.con
\e[0;32mOK
\e[0m 0.02
14618 cic:/Rocq/TreeAutomata/inter_correct/pl_produit_ref_ok_lem_0.con
\e[0;32mOK
\e[0m 0.09
14619 cic:/Rocq/TreeAutomata/inter_correct/pl_produit_ref_ok_lem_1.con
\e[0;32mOK
\e[0m 0.06
14620 cic:/Rocq/TreeAutomata/inter_correct/pl_produit_ref_ok_lem_2.con
\e[0;32mOK
\e[0m 0.06
14621 cic:/Rocq/TreeAutomata/inter_correct/pl_produit_ref_ok_lem_3.con
\e[0;32mOK
\e[0m 0.18
14622 cic:/Rocq/TreeAutomata/inter_correct/pl_produit_ref_ok_lem_4.con
\e[0;32mOK
\e[0m 0.09
14623 cic:/Rocq/TreeAutomata/inter/iad_conv_aux_2_inj.con
\e[0;32mOK
\e[0m 0.88
14624 cic:/Rocq/TreeAutomata/inter/iad_conv_surj_5.con
\e[0;32mOK
\e[0m 0.01
14625 cic:/Rocq/TreeAutomata/inter/iad_inv_inv_0.con
\e[0;32mOK
\e[0m 0.01
14626 cic:/Rocq/TreeAutomata/inter/indprinciple_0.con
\e[0;32mOK
\e[0m 0.04
14627 cic:/Rocq/TreeAutomata/inter/pl_ess_invar_0.con
\e[0;32mOK
\e[0m 0.01
14628 cic:/Rocq/TreeAutomata/inter/pl_ess_invar_1.con
\e[0;32mOK
\e[0m 0.01
14629 cic:/Rocq/TreeAutomata/inter/pl_ess_invar_2.con
\e[0;32mOK
\e[0m 0.01
14630 cic:/Rocq/TreeAutomata/inter/pl_ess_invar_3.con
\e[0;32mOK
\e[0m 0.01
14631 cic:/Rocq/TreeAutomata/inter/pl_ess_invar_4.con
\e[0;32mOK
\e[0m 0.01
14632 cic:/Rocq/TreeAutomata/inter/pl_ess_invar_5.con
\e[0;32mOK
\e[0m 0.01
14633 cic:/Rocq/TreeAutomata/inter/pl_product_0_0.con
\e[0;32mOK
\e[0m 0.03
14634 cic:/Rocq/TreeAutomata/inter/pl_product_0_1.con
\e[0;32mOK
\e[0m 0.01
14635 cic:/Rocq/TreeAutomata/inter/pl_product_0_2.con
\e[0;32mOK
\e[0m 0.02
14636 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_1_0.con
\e[0;32mOK
\e[0m 0.02
14637 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_1_1.con
\e[0;32mOK
\e[0m 0.05
14638 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_1_2.con
\e[0;32mOK
\e[0m 0.06
14639 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_3_1.con
\e[0;32mOK
\e[0m 0.06
14640 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_3_2.con
\e[0;32mOK
\e[0m 0.06
14641 cic:/Rocq/TreeAutomata/inter/pl_tl_length_prod_1.con
\e[0;32mOK
\e[0m 0.01
14642 cic:/Rocq/TreeAutomata/inter/pl_tl_length_prod_2.con
\e[0;32mOK
\e[0m 0.02
14643 cic:/Rocq/TreeAutomata/inter/s_produit_l.con
\e[0;32mOK
\e[0m 0.01
14644 cic:/Rocq/TreeAutomata/inter/s_produit_r.con
\e[0;32mOK
\e[0m 0.01
14645 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_r_1.con
\e[0;32mOK
\e[0m 0.09
14646 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_r_2.con
\e[0;32mOK
\e[0m 0.13
14647 cic:/Rocq/TreeAutomata/empty_test/dta_app_ne_aux.con
\e[0;32mOK
\e[0m 0.01
14648 cic:/Rocq/TreeAutomata/empty_test/dta_app_ne_inc_0.con
\e[0;32mOK
\e[0m 0.24
14649 cic:/Rocq/TreeAutomata/empty_test/pl_non_empty_path_true_0.con
\e[0;32mOK
\e[0m 0.01
14650 cic:/Rocq/TreeAutomata/empty_test/pl_non_empty_path_true_1.con
\e[0;32mOK
\e[0m 0.05
14651 cic:/Rocq/TreeAutomata/empty_test/pl_non_empty_path_true_2.con
\e[0;32mOK
\e[0m 0.11
14652 cic:/Rocq/TreeAutomata/empty_test/pl_non_empty_path_true_rev.con
\e[0;32mOK
\e[0m 0.51
14653 cic:/Rocq/TreeAutomata/empty_test/st_non_empty_0.con
\e[0;32mOK
\e[0m 0.06
14654 cic:/Rocq/TreeAutomata/defs/DTA_rect.con
\e[0;32mOK
\e[0m 0.01
14655 cic:/Rocq/TreeAutomata/defs/high_aux_2.con
\e[0;32mOK
\e[0m 0.01
14656 cic:/Rocq/TreeAutomata/defs/high_aux_3.con
\e[0;32mOK
\e[0m 0.01
14657 cic:/Rocq/TreeAutomata/defs/high_aux_4.con
\e[0;32mOK
\e[0m 0.01
14658 cic:/Rocq/TreeAutomata/defs/state_in_dta_M0_false.con
\e[0;32mOK
\e[0m 0.01
14659 cic:/Rocq/TreeAutomata/defs/term_occur_0_2.con
\e[0;32mOK
\e[0m 0.04
14660 cic:/Rocq/TreeAutomata/coacc_test/coacc_ind.con
\e[0;32mOK
\e[0m 0.03
14661 cic:/Rocq/TreeAutomata/coacc_test/coacc_transitive_def.con
\e[0;32mOK
\e[0m 0.01
14662 cic:/Rocq/TreeAutomata/coacc_test/lattice_lemd_bounded_0_def.con
\e[0;32mOK
\e[0m 0.01
14663 cic:/Rocq/TreeAutomata/coacc_test/lemd_antisymmetric.con
\e[0;32mOK
\e[0m 0.39
14664 cic:/Rocq/TreeAutomata/coacc_test/lemd_reflexive.con
\e[0;32mOK
\e[0m 0.07
14665 cic:/Rocq/TreeAutomata/coacc_test/lemd_transitive.con
\e[0;32mOK
\e[0m 0.44
14666 cic:/Rocq/TreeAutomata/coacc_test/map_or_def_ok_d.con
\e[0;32mOK
\e[0m 0.03
14667 cic:/Rocq/TreeAutomata/coacc_test/map_or_inc_ld.con
\e[0;32mOK
\e[0m 0.67
14668 cic:/Rocq/TreeAutomata/coacc_test/map_or_inc_rd.con
\e[0;32mOK
\e[0m 0.51
14669 cic:/Rocq/TreeAutomata/coacc_test/map_or_mapget_true_ld.con
\e[0;32mOK
\e[0m 0.01
14670 cic:/Rocq/TreeAutomata/coacc_test/map_or_mapget_true_rd.con
\e[0;32mOK
\e[0m 0.02
14671 cic:/Rocq/TreeAutomata/coacc_test/map_replace_def_ok.con
\e[0;32mOK
\e[0m 0.03
14672 cic:/Rocq/TreeAutomata/coacc_test/map_replace_inc.con
\e[0;32mOK
\e[0m 0.10
14673 cic:/Rocq/TreeAutomata/coacc_test/pl_coacc_rev.con
\e[0;32mOK
\e[0m 0.03
14674 cic:/Rocq/TreeAutomata/coacc_test/st_coacc.con
\e[0;32mOK
\e[0m 0.01
14675 cic:/Rocq/TreeAutomata/bases/in_M1_id.con
\e[0;32mOK
\e[0m 0.04
14676 cic:/Rocq/TreeAutomata/bases/le_l_or_r.con
\e[0;32mOK
\e[0m 0.01
14677 cic:/Rocq/TreeAutomata/bases/le_mult_rS.con
\e[0;32mOK
\e[0m 0.01
14678 cic:/Rocq/THREE_GAP/Nat_compl/inser_trans.con
\e[0;32mOK
\e[0m 0.02
14679 cic:/Rocq/THREE_GAP/Nat_compl/inser_trans_lt.con
\e[0;32mOK
\e[0m 0.01
14680 cic:/Rocq/SUBST/sur_les_relations/noetherian_course_of_values.con
\e[0;32mOK
\e[0m 0.02
14681 cic:/Rocq/SUBST/sur_les_relations/noetherian_induction1.con
\e[0;32mOK
\e[0m 0.01
14682 cic:/Rocq/SUBST/sigma_lift/e_relSL_ind.con
\e[0;32mOK
\e[0m 0.03
14683 cic:/Rocq/SUBST/sigma_lift/e_relSLstar.con
\e[0;32mOK
\e[0m 0.01
14684 cic:/Rocq/SUBST/lambda_sigma_lift/e_relLSL.ind
\e[0;32mOK
\e[0m 0.02
14685 cic:/Rocq/SUBST/lambda_sigma_lift/e_systemLSL_ind.con
\e[0;32mOK
\e[0m 0.01
14686 cic:/Rocq/SUBST/inversionSL/e_invSL.con
\e[0;32mOK
\e[0m 0.05
14687 cic:/Rocq/SUBST/comparith/gt_S_r.con
\e[0;32mOK
\e[0m 0.01
14688 cic:/Rocq/SUBST/comparith/gt_plus_plus.con
\e[0;32mOK
\e[0m 0.01
14689 cic:/Rocq/SUBST/comparith/gt_plus_r.con
\e[0;32mOK
\e[0m 0.01
14690 cic:/Rocq/SUBST/comparith/gt_plus_trans_r.con
\e[0;32mOK
\e[0m 0.01
14691 cic:/Rocq/SUBST/comparith/mult_permut.con
\e[0;32mOK
\e[0m 0.01
14692 cic:/Rocq/SUBST/comparith/mult_plus_distr_r.con
\e[0;32mOK
\e[0m 0.01
14693 cic:/Rocq/SUBST/betapar/case_bapp.con
\e[0;32mOK
\e[0m 0.04
14694 cic:/Rocq/SUBST/betapar/case_bcomp.con
\e[0;32mOK
\e[0m 0.02
14695 cic:/Rocq/SUBST/betapar/case_bcons.con
\e[0;32mOK
\e[0m 0.02
14696 cic:/Rocq/SUBST/betapar/case_benv.con
\e[0;32mOK
\e[0m 0.02
14697 cic:/Rocq/SUBST/betapar/case_bid.con
\e[0;32mOK
\e[0m 0.01
14698 cic:/Rocq/SUBST/betapar/case_blambda.con
\e[0;32mOK
\e[0m 0.02
14699 cic:/Rocq/SUBST/betapar/case_blift.con
\e[0;32mOK
\e[0m 0.01
14700 cic:/Rocq/SUBST/betapar/case_bmetaX.con
\e[0;32mOK
\e[0m 0.01
14701 cic:/Rocq/SUBST/betapar/case_bmetax.con
\e[0;32mOK
\e[0m 0.01
14702 cic:/Rocq/SUBST/betapar/case_bshift.con
\e[0;32mOK
\e[0m 0.01
14703 cic:/Rocq/SUBST/betapar/case_bvar.con
\e[0;32mOK
\e[0m 0.02
14704 cic:/Rocq/SUBST/Yokouchi/YokouchiS/N.var
\e[0;32mOK
\e[0m 0.01
14705 cic:/Rocq/SUBST/Pol2/P2_liftid.con
\e[0;32mOK
\e[0m 0.02
14706 cic:/Rocq/SUBST/Pol1/P1_assenv.con
\e[0;32mOK
\e[0m 0.02
14707 cic:/Rocq/SUBST/Pol1/P1_clos.con
\e[0;32mOK
\e[0m 0.01
14708 cic:/Rocq/SUBST/Pol1/P1_lift2.con
\e[0;32mOK
\e[0m 0.01
14709 cic:/Rocq/SUBST/Pol1/P1_liftid.con
\e[0;32mOK
\e[0m 0.01
14710 cic:/Rocq/SUBST/Pol1/P1_varshift1.con
\e[0;32mOK
\e[0m 0.02
14711 cic:/Rocq/SUBST/Newman/NewmanS/N.var
\e[0;32mOK
\e[0m 0.00
14712 cic:/Rocq/SHUFFLE/Words/even_conc.con
\e[0;32mOK
\e[0m 0.02
14713 cic:/Rocq/SHUFFLE/Paired/paired_odd_r_from_bet.con
\e[0;32mOK
\e[0m 0.02
14714 cic:/Rocq/SHUFFLE/Paired/paired_odd_r_from_rot.con
\e[0;32mOK
\e[0m 0.01
14715 cic:/Rocq/SHUFFLE/Paired/paired_rotate.con
\e[0;32mOK
\e[0m 0.01
14716 cic:/Rocq/SHUFFLE/Opposite/alt_not_opp.con
\e[0;32mOK
\e[0m 0.02
14717 cic:/Rocq/SHUFFLE/Gilbreath/Alt_u.con
\e[0;32mOK
\e[0m 0.02
14718 cic:/Rocq/SHUFFLE/Gilbreath/Alt_v.con
\e[0;32mOK
\e[0m 0.01
14719 cic:/Rocq/SHUFFLE/Gilbreath/Alt_v_neg.con
\e[0;32mOK
\e[0m 0.01
14720 cic:/Rocq/SHUFFLE/Alternate/alt_conc.con
\e[0;32mOK
\e[0m 0.02
14721 cic:/Rocq/SCHROEDER/Schroeder/F_croissante.con
\e[0;32mOK
\e[0m 0.02
14722 cic:/Rocq/SCHROEDER/Schroeder/Schroeder_Bernstein/Bijection/D.var
\e[0;32mOK
\e[0m 0.01
14723 cic:/Rocq/SCHROEDER/Functions/bijection_ind.con
\e[0;32mOK
\e[0m 0.01
14724 cic:/Rocq/SCHROEDER/Functions/bijection_rec.con
\e[0;32mOK
\e[0m 0.01
14725 cic:/Rocq/SCHROEDER/Functions/fonction_ind.con
\e[0;32mOK
\e[0m 0.01
14726 cic:/Rocq/SCHROEDER/Functions/fonction_rec.con
\e[0;32mOK
\e[0m 0.01
14727 cic:/Rocq/SCHROEDER/Functions/injection_ind.con
\e[0;32mOK
\e[0m 0.01
14728 cic:/Rocq/SCHROEDER/Functions/injection_rec.con
\e[0;32mOK
\e[0m 0.01
14729 cic:/Rocq/SCHROEDER/Functions/surjection_ind.con
\e[0;32mOK
\e[0m 0.01
14730 cic:/Rocq/SCHROEDER/Functions/surjection_rec.con
\e[0;32mOK
\e[0m 0.01
14731 cic:/Rocq/SCHROEDER/Equipollence/equipollence_ind.con
\e[0;32mOK
\e[0m 0.01
14732 cic:/Rocq/SCHROEDER/Equipollence/inf_card_ind.con
\e[0;32mOK
\e[0m 0.01
14733 cic:/Rocq/PARADOXES/Reynolds1/E0.con
\e[0;32mOK
\e[0m 0.01
14734 cic:/Rocq/PARADOXES/Logics/WF_inverse_image.con
\e[0;32mOK
\e[0m 0.01
14735 cic:/Rocq/PARADOXES/Hurkens_Set/Omega.con
\e[0;32mOK
\e[0m 0.02
14736 cic:/Rocq/PARADOXES/Hurkens_Set/lemma2.con
\e[0;32mOK
\e[0m 0.02
14737 cic:/Rocq/PARADOXES/BuraliForti/F_emb_Omega.con
\e[0;32mOK
\e[0m 0.02
14738 cic:/Rocq/PARADOXES/BuraliForti/fsub.con
\e[0;32mOK
\e[0m 0.01
14739 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Correctness/Cycle_ind.con
\e[0;32mOK
\e[0m 0.02
14740 cic:/Rocq/MUTUAL-EXCLUSION/binary/version2/Correctness/correct.con
\e[0;31mFAIL
\e[0m
14741 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/Cycle_ind.con
\e[0;32mOK
\e[0m 0.01
14742 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fnff2.con
\e[0;32mOK
\e[0m 0.01
14743 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fnfft2.con
\e[0;32mOK
\e[0m 0.01
14744 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fntt1.con
\e[0;32mOK
\e[0m 0.01
14745 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fnttf1.con
\e[0;32mOK
\e[0m 0.01
14746 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Correctness/Correctness.con
\e[0;32mOK
\e[0m 0.01
14747 cic:/Rocq/LAMBDA/Test/test.con
\e[0;32mOK
\e[0m 0.02
14748 cic:/Rocq/HIGMAN/Higman/Cexf.con
\e[0;32mOK
\e[0m 0.02
14749 cic:/Rocq/HIGMAN/Higman/Minbad.con
\e[0;32mOK
\e[0m 0.01
14750 cic:/Rocq/HIGMAN/Higman/Unif.con
\e[0;32mOK
\e[0m 0.01
14751 cic:/Rocq/HIGMAN/Higman/X'_elim.con
\e[0;32mOK
\e[0m 0.02
14752 cic:/Rocq/HIGMAN/Higman/X1.con
\e[0;32mOK
\e[0m 0.02
14753 cic:/Rocq/HIGMAN/Higman/Xn_decreases1.con
\e[0;32mOK
\e[0m 0.01
14754 cic:/Rocq/HIGMAN/Higman/Xn_elim.con
\e[0;32mOK
\e[0m 0.01
14755 cic:/Rocq/HIGMAN/Higman/bad_ind.con
\e[0;32mOK
\e[0m 0.01
14756 cic:/Rocq/HIGMAN/Higman/bad_rec.con
\e[0;32mOK
\e[0m 0.01
14757 cic:/Rocq/HIGMAN/Higman/fx_rect.con
\e[0;32mOK
\e[0m 0.01
14758 cic:/Rocq/HIGMAN/Higman/ltw_eq_false.con
\e[0;32mOK
\e[0m 0.01
14759 cic:/Rocq/HIGMAN/Higman/ltw_ind.con
\e[0;32mOK
\e[0m 0.01
14760 cic:/Rocq/HIGMAN/Higman/ltw_ltl_false.con
\e[0;32mOK
\e[0m 0.01
14761 cic:/Rocq/HIGMAN/Higman/ltw_slexn_false.con
\e[0;32mOK
\e[0m 0.01
14762 cic:/Rocq/HIGMAN/Higman/slexn_slexn'.con
\e[0;32mOK
\e[0m 0.01
14763 cic:/Rocq/HIGMAN/Higman/switcher.con
\e[0;32mOK
\e[0m 0.01
14764 cic:/Rocq/GRAPHS/zcgraph/ZCG_eval.con
\e[0;32mOK
\e[0m 0.01
14765 cic:/Rocq/GRAPHS/zcgraph/ZCGeval.con
\e[0;32mOK
\e[0m 0.03
14766 cic:/Rocq/GRAPHS/cgraph/CG_add_root.con
\e[0;32mOK
\e[0m 0.02
14767 cic:/Rocq/GRAPHS/cgraph/CG_path.ind
\e[0;32mOK
\e[0m 0.01
14768 cic:/Rocq/GRAPHS/cgraph/CGsat.con
\e[0;32mOK
\e[0m 0.01
14769 cic:/Rocq/GRAPHS/cgraph/D_dec.con
\e[0;32mOK
\e[0m 0.02
14770 cic:/Rocq/GRAPHS/cgraph/Ddmin_comm.con
\e[0;32mOK
\e[0m 0.02
14771 cic:/Rocq/GRAPHS/cgraph/Ddmin_idempotent.con
\e[0;32mOK
\e[0m 0.01
14772 cic:/Rocq/GRAPHS/cgraph/Ddmin_le_1.con
\e[0;32mOK
\e[0m 0.01
14773 cic:/Rocq/GRAPHS/cgraph/Ddmin_plus_l.con
\e[0;32mOK
\e[0m 0.03
14774 cic:/Rocq/GRAPHS/cgraph/Dmin_assoc.con
\e[0;32mOK
\e[0m 0.03
14775 cic:/Rocq/GRAPHS/cgraph/Dmin_le_2.con
\e[0;32mOK
\e[0m 0.01
14776 cic:/Rocq/GRAPHS/cgraph/Dmin_le_3.con
\e[0;32mOK
\e[0m 0.05
14777 cic:/Rocq/GRAPHS/cgraph/Dmin_le_distr_l.con
\e[0;32mOK
\e[0m 0.02
14778 cic:/Rocq/GRAPHS/cgraph/Dneg_plus.con
\e[0;32mOK
\e[0m 0.03
14779 cic:/Rocq/GRAPHS/cgraph/Dnotle_elim.con
\e[0;32mOK
\e[0m 0.02
14780 cic:/Rocq/GRAPHS/cgraph/Dplus_reg_l.con
\e[0;32mOK
\e[0m 0.02
14781 cic:/Rocq/GRAPHS/cgraph/FlSize_is_O.con
\e[0;32mOK
\e[0m 0.02
14782 cic:/Rocq/GRAPHS/cgraph/ad_0_path_dist_1.con
\e[0;32mOK
\e[0m 0.02
14783 cic:/Rocq/GRAPHS/cgraph/ad_1_path_dist_1.con
\e[0;32mOK
\e[0m 0.02
14784 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_dist_1.con
\e[0;32mOK
\e[0m 0.01
14785 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_naive_search.con
\e[0;32mOK
\e[0m 0.01
14786 cic:/Rocq/GRAPHS/cgraph/all_min_le_2_1.con
\e[0;32mOK
\e[0m 0.15
14787 cic:/Rocq/GRAPHS/cgraph/cg2.con
\e[0;32mOK
\e[0m 0.01
14788 cic:/Rocq/DEMOS/Sorting/nocc_ins.con
\e[0;32mOK
\e[0m 0.26
14789 cic:/Rocq/DEMOS/Sorting/sorted_ins.con
\e[0;32mOK
\e[0m 0.60
14790 cic:/Rocq/COMPILER/Mini_ML/CAM_DS_ind.con
\e[0;32mOK
\e[0m 0.10
14791 cic:/Rocq/COMPILER/Mini_ML/Equiv_env_ind.con
\e[0;32mOK
\e[0m 0.01
14792 cic:/Rocq/COMPILER/Mini_ML/Equiv_val_ind.con
\e[0;32mOK
\e[0m 0.02
14793 cic:/Rocq/COMPILER/Mini_ML/Etat_ind.con
\e[0;32mOK
\e[0m 0.01
14794 cic:/Rocq/COMPILER/Mini_ML/Etat_rec.con
\e[0;32mOK
\e[0m 0.01
14795 cic:/Rocq/COMPILER/Mini_ML/Habite_inject.con
\e[0;32mOK
\e[0m 0.05
14796 cic:/Rocq/COMPILER/Mini_ML/ML_DS_ind.con
\e[0;32mOK
\e[0m 0.04
14797 cic:/Rocq/COMPILER/Mini_ML/Squelet.con
\e[0;32mOK
\e[0m 0.01
14798 cic:/Rocq/COMPILER/Mini_ML/Traduction_inject.con
\e[0;32mOK
\e[0m 1.54
14799 cic:/Rocq/COMPILER/Mini_ML/compilation.ind
\e[0;31mFAIL
\e[0m
14800 cic:/Rocq/COMPILER/Mini_ML/compilation_id.ind
\e[0;31mFAIL
\e[0m
14801 cic:/Rocq/COMPILER/Mini_ML/determ_VAL_OF.con
\e[0;32mOK
\e[0m 0.07
14802 cic:/Rocq/COC/Machine/perror_ind.con
\e[0;32mOK
\e[0m 0.02
14803 cic:/Rocq/COC/Machine/perror_rec.con
\e[0;32mOK
\e[0m 0.01
14804 cic:/Rocq/COC/Machine/transl_type_error_ind.con
\e[0;32mOK
\e[0m 0.03
14805 cic:/Rocq/COC/Int_typ/ext_ik.con
\e[0;32mOK
\e[0m 0.02
14806 cic:/Rocq/COC/Int_typ/ins_in_cls.con
\e[0;32mOK
\e[0m 0.02
14807 cic:/Rocq/COC/Int_typ/int_eq_can_cls.con
\e[0;32mOK
\e[0m 0.04
14808 cic:/Rocq/COC/Int_typ/int_inv.con
\e[0;32mOK
\e[0m 0.01
14809 cic:/Rocq/COC/Int_typ/skel_int.con
\e[0;32mOK
\e[0m 0.01
14810 cic:/Rocq/COC/Expr/equiv_free_db.con
\e[0;32mOK
\e[0m 0.03
14811 cic:/Rocq/COC/Expr/equiv_no_undef.con
\e[0;32mOK
\e[0m 0.75
14812 cic:/Rocq/COC/Expr/equiv_unique.con
\e[0;32mOK
\e[0m 0.33
14813 cic:/Rocq/COC/Expr/undef_vars_abs.con
\e[0;32mOK
\e[0m 0.05
14814 cic:/Rocq/COC/Expr/undef_vars_app.con
\e[0;32mOK
\e[0m 0.02
14815 cic:/Rocq/COC/Expr/undef_vars_incl.con
\e[0;32mOK
\e[0m 0.04
14816 cic:/Rocq/COC/Expr/undef_vars_prod.con
\e[0;32mOK
\e[0m 0.03
14817 cic:/Rocq/COC/Expr/unique_alpha.con
\e[0;32mOK
\e[0m 0.31
14818 cic:/Rocq/COC/Conv_Dec/eqterm.con
\e[0;32mOK
\e[0m 0.20
14819 cic:/Rocq/ARITH/ZChinese/rings/div_O_O.con
\e[0;32mOK
\e[0m 0.06
14820 cic:/Rocq/ARITH/ZChinese/rings/div_add.con
\e[0;32mOK
\e[0m 0.16
14821 cic:/Rocq/ARITH/ZChinese/rings/is_unitary_commutative_ring.con
\e[0;32mOK
\e[0m 0.03
14822 cic:/Rocq/ARITH/ZChinese/rings/mult_O.con
\e[0;32mOK
\e[0m 0.07
14823 cic:/Rocq/ARITH/ZChinese/groups/opp_add.con
\e[0;32mOK
\e[0m 0.12
14824 cic:/Rocq/ARITH/ZChinese/groups/opp_neutral.con
\e[0;32mOK
\e[0m 0.18
14825 cic:/Rocq/ARITH/ZChinese/groups/opp_opp.con
\e[0;32mOK
\e[0m 0.08
14826 cic:/Rocq/ARITH/ZChinese/Zgcd/congruentZ.con
\e[0;32mOK
\e[0m 0.01
14827 cic:/Rocq/ARITH/ZChinese/Zgcd/is_gcdZ.ind
\e[0;32mOK
\e[0m 0.04
14828 cic:/Rocq/ARITH/Chinese/rings/div_O_O.con
\e[0;32mOK
\e[0m 0.05
14829 cic:/Rocq/ARITH/Chinese/rings/div_add.con
\e[0;32mOK
\e[0m 0.18
14830 cic:/Rocq/ARITH/Chinese/rings/is_unitary_commutative_ring.con
\e[0;32mOK
\e[0m 0.02
14831 cic:/Rocq/ARITH/Chinese/rings/mult_O.con
\e[0;32mOK
\e[0m 0.09
14832 cic:/Rocq/ARITH/Chinese/groups/opp_add.con
\e[0;32mOK
\e[0m 0.11
14833 cic:/Rocq/ARITH/Chinese/groups/opp_neutral.con
\e[0;32mOK
\e[0m 0.06
14834 cic:/Rocq/ARITH/Chinese/groups/opp_opp.con
\e[0;32mOK
\e[0m 0.07
14835 cic:/Rocq/ARITH/Chinese/Zrec/Zrec1.con
\e[0;32mOK
\e[0m 0.02
14836 cic:/Rocq/ARITH/Chinese/Zmult/multneg.con
\e[0;32mOK
\e[0m 0.02
14837 cic:/Rocq/ARITH/Chinese/Zmult/multpos.con
\e[0;32mOK
\e[0m 0.01
14838 cic:/Rocq/ARITH/Chinese/Zle/tech_lt_abs_OZ.con
\e[0;32mOK
\e[0m 0.02
14839 cic:/Rocq/ARITH/Chinese/Zadd/addZ_eq1.con
\e[0;32mOK
\e[0m 0.01
14840 cic:/Rocq/ARITH/Chinese/Zadd/addZ_eq2.con
\e[0;32mOK
\e[0m 0.02
14841 cic:/Rocq/ARITH/Chinese/Zadd/addZ_eq3.con
\e[0;32mOK
\e[0m 0.01
14842 cic:/Rocq/ARITH/Chinese/Zadd/addZ_eq4.con
\e[0;32mOK
\e[0m 0.01
14843 cic:/Rocq/ARITH/Chinese/Zadd/addZ_eq5.con
\e[0;32mOK
\e[0m 0.01
14844 cic:/Rocq/ARITH/Chinese/Nat_complements/eq_gt_O_dec.con
\e[0;32mOK
\e[0m 0.02
14845 cic:/Rocq/ALGEBRA/SETOID/Single/Equal_Single_equiv.con
\e[0;32mOK
\e[0m 0.02
14846 cic:/Rocq/ALGEBRA/SETOID/Setoid/Eq_Nat_equiv.con
\e[0;32mOK
\e[0m 0.02
14847 cic:/Rocq/ALGEBRA/SETOID/Setoid/PCarrier.con
\e[0;32mOK
\e[0m 0.01
14848 cic:/Rocq/ALGEBRA/SETOID/Setoid/PSetoid_rect.con
\e[0;32mOK
\e[0m 0.02
14849 cic:/Rocq/ALGEBRA/SETOID/Setoid/Setoid.ind
\e[0;32mOK
\e[0m 0.01
14850 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Equivalence_rect.con
\e[0;32mOK
\e[0m 0.01
14851 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Order_rect.con
\e[0;32mOK
\e[0m 0.01
14852 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Partial_equivalence_ind.con
\e[0;32mOK
\e[0m 0.01
14853 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Partial_equivalence_rec.con
\e[0;32mOK
\e[0m 0.01
14854 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Preorder_ind.con
\e[0;32mOK
\e[0m 0.01
14855 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Preorder_rec.con
\e[0;32mOK
\e[0m 0.01
14856 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Prf_asym.con
\e[0;32mOK
\e[0m 0.01
14857 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Prf_pequiv.con
\e[0;32mOK
\e[0m 0.03
14858 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Prf_preorder.con
\e[0;32mOK
\e[0m 0.01
14859 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Prf_refl.con
\e[0;32mOK
\e[0m 0.01
14860 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Confluence/Confluent.con
\e[0;32mOK
\e[0m 0.02
14861 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Confluence/Locally_confluent.con
\e[0;32mOK
\e[0m 0.01
14862 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Coherence/RstarRplus_RRstar.con
\e[0;32mOK
\e[0m 0.04
14863 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Coherence/Rstar_equiv_Rstar1.con
\e[0;32mOK
\e[0m 0.03
14864 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Coherence/Rsym_imp_Rstarsym.con
\e[0;32mOK
\e[0m 0.01
14865 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Coherence/Sstar_contains_Rstar.con
\e[0;32mOK
\e[0m 0.01
14866 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Setoid''.ind
\e[0;32mOK
\e[0m 0.01
14867 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/Equal_PULB_mor_equiv.con
\e[0;32mOK
\e[0m 0.02
14868 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Equal_Discr_mor_equiv.con
\e[0;32mOK
\e[0m 0.02
14869 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Setoid'.ind
\e[0;32mOK
\e[0m 0.01
14870 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/Equal_One_mor_equiv.con
\e[0;32mOK
\e[0m 0.02
14871 cic:/Rocq/AILS/rrho/r_lb.con
\e[0;32mOK
\e[0m 0.01
14872 cic:/Rocq/AILS/rrho/r_ub.con
\e[0;32mOK
\e[0m 0.01
14873 cic:/Rocq/AILS/constants/TimeT_ind.con
\e[0;32mOK
\e[0m 0.02
14874 cic:/Rocq/AILS/constants/TimeT_rec.con
\e[0;32mOK
\e[0m 0.01
14875 cic:/Rocq/AILS/constants/cond_1.con
\e[0;32mOK
\e[0m 0.01
14876 cic:/Rocq/AILS/constants/cond_2.con
\e[0;32mOK
\e[0m 0.01
14877 cic:/Paris/ZF/src/couples/cart_power_eq1.con
\e[0;32mOK
\e[0m 0.02
14878 cic:/Paris/ZF/src/couples/cart_power_eq2.con
\e[0;32mOK
\e[0m 0.01
14879 cic:/Paris/ZF/src/couples/cart_power_eq3.con
\e[0;32mOK
\e[0m 0.01
14880 cic:/Paris/ZF/src/couples/isTupple_ind.con
\e[0;32mOK
\e[0m 0.01
14881 cic:/Paris/ZF/src/couples/lem_couple_propertie.con
\e[0;32mOK
\e[0m 0.06
14882 cic:/Paris/ZF/src/couples/somme_disj.con
\e[0;32mOK
\e[0m 0.01
14883 cic:/Paris/ZF/src/axs_fundation/lem_inter_is_empty.con
\e[0;32mOK
\e[0m 0.03
14884 cic:/Paris/ZF/src/axs_comprehension/lem_Einter_paire.con
\e[0;32mOK
\e[0m 0.08
14885 cic:/Paris/ZF/src/axs_comprehension/lem_Einter_propertie.con
\e[0;32mOK
\e[0m 0.02
14886 cic:/Paris/ZF/src/axs_comprehension/lem_Einter_sing.con
\e[0;32mOK
\e[0m 0.05
14887 cic:/Paris/ZF/src/axs_comprehension/lem_Einter_vide.con
\e[0;32mOK
\e[0m 0.02
14888 cic:/Paris/ZF/src/axs_comprehension/lem_not_vide_in_vide.con
\e[0;32mOK
\e[0m 0.02
14889 cic:/Paris/ZF/src/applications/Img.con
\e[0;32mOK
\e[0m 0.01
14890 cic:/Paris/ZF/src/applications/dom.con
\e[0;32mOK
\e[0m 0.01
14891 cic:/Paris/ZF/src/applications/lem_fun_elem_is_2tupple.con
\e[0;32mOK
\e[0m 0.04
14892 cic:/Paris/ZF/src/applications/lem_vide_application.con
\e[0;32mOK
\e[0m 0.02
14893 cic:/Paris/ZF/src/applications/lem_x_in_fun_form.con
\e[0;32mOK
\e[0m 0.03
14894 cic:/Paris/ZF/src/applications/n_aire.con
\e[0;32mOK
\e[0m 0.01
14895 cic:/Paris/ZF/src/ZFrelations/antisymmetry.con
\e[0;32mOK
\e[0m 0.02
14896 cic:/Paris/ZF/src/ZFrelations/lem_Vide_rel_sig.con
\e[0;32mOK
\e[0m 0.01
14897 cic:/Paris/ZF/src/ZFrelations/lem_fun_is_rel.con
\e[0;32mOK
\e[0m 0.04
14898 cic:/Paris/ZF/src/ZFrelations/lem_rId_rel_sig.con
\e[0;32mOK
\e[0m 0.02
14899 cic:/Paris/ZF/src/ZFrelations/lem_rel_and_rImg2.con
\e[0;32mOK
\e[0m 0.04
14900 cic:/Paris/ZF/src/ZFrelations/lem_rel_and_rdom2.con
\e[0;32mOK
\e[0m 0.04
14901 cic:/Paris/ZF/src/ZFrelations/lem_rel_sig_to_rel.con
\e[0;32mOK
\e[0m 0.03
14902 cic:/Paris/ZF/src/ZFrelations/lem_rel_to_rel_sig.con
\e[0;32mOK
\e[0m 0.11
14903 cic:/Paris/ZF/src/ZFrelations/lem_rfull_eq_cart.con
\e[0;32mOK
\e[0m 0.05
14904 cic:/Paris/ZF/src/ZFrelations/lem_rfull_prop.con
\e[0;32mOK
\e[0m 0.03
14905 cic:/Paris/ZF/src/ZFrelations/lem_rfull_rel_sig.con
\e[0;32mOK
\e[0m 0.02
14906 cic:/Paris/ZF/src/ZFrelations/rImg.con
\e[0;32mOK
\e[0m 0.01
14907 cic:/Paris/ZF/src/ZFrelations/rdom.con
\e[0;32mOK
\e[0m 0.01
14908 cic:/Paris/ZF/src/ZFrelations/rel_Comp.con
\e[0;32mOK
\e[0m 0.01
14909 cic:/Paris/ZF/src/ZFrelations/rel_inter.con
\e[0;32mOK
\e[0m 0.01
14910 cic:/Paris/ZF/src/ZFrelations/rel_inverse.con
\e[0;32mOK
\e[0m 0.01
14911 cic:/Paris/ZF/src/ZFrelations/rel_partiel.con
\e[0;32mOK
\e[0m 0.01
14912 cic:/Paris/ZF/src/ZFrelations/rel_prod.con
\e[0;32mOK
\e[0m 0.01
14913 cic:/Paris/ZF/src/ZFrelations/rel_union.con
\e[0;32mOK
\e[0m 0.01
14914 cic:/Paris/ZF/src/ZFrelations/symmetry.con
\e[0;32mOK
\e[0m 0.01
14915 cic:/Paris/ZF/src/ZFrelations/transitivity.con
\e[0;32mOK
\e[0m 0.01
14916 cic:/Orsay/QArith/QArith_base/Qdiv.con
\e[0;32mOK
\e[0m 0.02
14917 cic:/Orsay/QArith/QArith_base/Qeq_refl.con
\e[0;32mOK
\e[0m 0.01
14918 cic:/Orsay/QArith/QArith_base/Qeq_sym.con
\e[0;32mOK
\e[0m 0.01
14919 cic:/Orsay/QArith/QArith_base/Qle_refl.con
\e[0;32mOK
\e[0m 0.01
14920 cic:/Orsay/QArith/QArith_base/Qone_neq_Qzero.con
\e[0;32mOK
\e[0m 0.01
14921 cic:/Orsay/QArith/QArith_base/Qplus.con
\e[0;32mOK
\e[0m 0.01
14922 cic:/Orsay/MiniCompiler/compiler/cell_eq_dec.con
\e[0;32mOK
\e[0m 0.03
14923 cic:/Orsay/Maths/prime/divide_dec.con
\e[0;32mOK
\e[0m 0.01
14924 cic:/Orsay/Maths/gcd/Bezout.ind
\e[0;32mOK
\e[0m 0.02
14925 cic:/Orsay/Maths/gcd/gcd.ind
\e[0;32mOK
\e[0m 0.01
14926 cic:/Orsay/Maths/divide/divide_ind.con
\e[0;32mOK
\e[0m 0.02
14927 cic:/Orsay/ExactRealArithmetic/definition/addition_reelc.con
\e[0;32mOK
\e[0m 0.02
14928 cic:/Orsay/ExactRealArithmetic/definition/encadrement.con
\e[0;32mOK
\e[0m 0.01
14929 cic:/Orsay/ExactRealArithmetic/definition/encadrement_bis.con
\e[0;32mOK
\e[0m 0.01
14930 cic:/Orsay/ExactRealArithmetic/Zarith_operations/Zplus_INZ.con
\e[0;32mOK
\e[0m 0.03
14931 cic:/Orsay/ExactRealArithmetic/Rbase_operations/Rplus_plus_r1.con
\e[0;32mOK
\e[0m 0.02
14932 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rlt_2_le_lt.con
\e[0;32mOK
\e[0m 0.02
14933 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rlt_2_monotony.con
\e[0;32mOK
\e[0m 0.02
14934 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rlt_2_monotony_rev.con
\e[0;32mOK
\e[0m 0.02
14935 cic:/Orsay/ExactRealArithmetic/Lemmes/super_lemme.con
\e[0;32mOK
\e[0m 0.02
14936 cic:/Orsay/ExactRealArithmetic/Axiomes/gauss_correct_pow.con
\e[0;32mOK
\e[0m 0.02
14937 cic:/Nijmegen/REM/Rem/clopen.con
\e[0;32mOK
\e[0m 0.01
14938 cic:/Nijmegen/REM/Rem/closedc_clX.con
\e[0;32mOK
\e[0m 0.02
14939 cic:/Nijmegen/QArith/sqrt2/mult_minus_distr_l.con
\e[0;32mOK
\e[0m 0.01
14940 cic:/Nijmegen/QArith/homographic_correctness/coding_Q_subproof0.con
\e[0;32mOK
\e[0m 0.02
14941 cic:/Nijmegen/QArith/homographic_correctness/coding_Q_subproof3.con
\e[0;32mOK
\e[0m 0.01
14942 cic:/Nijmegen/QArith/homographic_correctness/spec_positive_fraction_encoding.con
\e[0;32mOK
\e[0m 0.01
14943 cic:/Nijmegen/QArith/general_Q/Q_tail_Q_neg.con
\e[0;32mOK
\e[0m 0.01
14944 cic:/Nijmegen/QArith/general_Q/Q_tail_Q_pos.con
\e[0;32mOK
\e[0m 0.01
14945 cic:/Nijmegen/QArith/general_Q/Qinv_1.con
\e[0;32mOK
\e[0m 0.02
14946 cic:/Nijmegen/QArith/general_Q/Qinv_2.con
\e[0;32mOK
\e[0m 0.03
14947 cic:/Nijmegen/QArith/general_Q/Qinv_pos_subproof.con
\e[0;32mOK
\e[0m 0.03
14948 cic:/Nijmegen/QArith/general_Q/Qle_mult_neg_nonneg.con
\e[0;32mOK
\e[0m 0.07
14949 cic:/Nijmegen/QArith/general_Q/Qle_mult_nonneg_nonneg.con
\e[0;32mOK
\e[0m 0.04
14950 cic:/Nijmegen/QArith/general_Q/Qle_mult_nonneg_nonpos.con
\e[0;32mOK
\e[0m 0.03
14951 cic:/Nijmegen/QArith/general_Q/Qle_mult_nonneg_pos.con
\e[0;32mOK
\e[0m 0.08
14952 cic:/Nijmegen/QArith/general_Q/Qle_mult_nonpos_nonneg.con
\e[0;32mOK
\e[0m 0.04
14953 cic:/Nijmegen/QArith/general_Q/Qlt_mult_neg_pos_subproof.con
\e[0;32mOK
\e[0m 0.05
14954 cic:/Nijmegen/QArith/general_Q/Qlt_mult_pos_pos_subproof.con
\e[0;32mOK
\e[0m 0.05
14955 cic:/Nijmegen/QArith/general_Q/Qlt_zero_one.con
\e[0;32mOK
\e[0m 0.01
14956 cic:/Nijmegen/QArith/general_Q/Qmult_resp_nonzero.con
\e[0;32mOK
\e[0m 0.01
14957 cic:/Nijmegen/QArith/general_Q/Qpositive_to_Z.con
\e[0;32mOK
\e[0m 0.01
14958 cic:/Nijmegen/QArith/general_Q/Qsgn_10_subproof.con
\e[0;32mOK
\e[0m 0.02
14959 cic:/Nijmegen/QArith/general_Q/Qsgn_30.con
\e[0;32mOK
\e[0m 0.02
14960 cic:/Nijmegen/QArith/general_Q/Qsgn_7.con
\e[0;32mOK
\e[0m 0.01
14961 cic:/Nijmegen/QArith/general_Q/Qsgn_8.con
\e[0;32mOK
\e[0m 0.01
14962 cic:/Nijmegen/QArith/general_Q/Qsgn_9_subproof.con
\e[0;32mOK
\e[0m 0.01
14963 cic:/Nijmegen/QArith/general_Q/Z_to_Qpositive_Q_tail_pos_subproof.con
\e[0;32mOK
\e[0m 0.01
14964 cic:/Nijmegen/QArith/general_Q/Z_to_Qpositive_Q_tail_pos_subproof0.con
\e[0;32mOK
\e[0m 0.01
14965 cic:/Nijmegen/QArith/general_Q/Z_to_Qpositive_Q_tail_pos_subproof1.con
\e[0;32mOK
\e[0m 0.01
14966 cic:/Nijmegen/QArith/general_Q/Z_to_Qpositive_equal_subproof.con
\e[0;32mOK
\e[0m 0.04
14967 cic:/Nijmegen/QArith/general_Q/Z_to_Qpositive_to_Q_subproof.con
\e[0;32mOK
\e[0m 0.04
14968 cic:/Nijmegen/QArith/general_Q/length_of_Qpositive.con
\e[0;32mOK
\e[0m 0.01
14969 cic:/Nijmegen/QArith/Zaux/Zmult_resp_nonzero.con
\e[0;32mOK
\e[0m 0.02
14970 cic:/Nijmegen/QArith/Zaux/Zsgn_21.con
\e[0;32mOK
\e[0m 0.03
14971 cic:/Nijmegen/QArith/Zaux/Zsgn_22.con
\e[0;32mOK
\e[0m 0.02
14972 cic:/Nijmegen/QArith/Zaux/Zsgn_23.con
\e[0;32mOK
\e[0m 0.08
14973 cic:/Nijmegen/QArith/Zaux/Zsgn_24.con
\e[0;32mOK
\e[0m 0.02
14974 cic:/Nijmegen/QArith/Zaux/absolu_pred_nat_subproof.con
\e[0;32mOK
\e[0m 0.01
14975 cic:/Nijmegen/QArith/Zaux/absolu_pred_nat_subproof0.con
\e[0;32mOK
\e[0m 0.01
14976 cic:/Nijmegen/QArith/Zaux/pred_nat_equal.con
\e[0;32mOK
\e[0m 0.02
14977 cic:/Nijmegen/QArith/Qquadratic_sign/outside_square.con
\e[0;32mOK
\e[0m 0.02
14978 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Z8_eq.con
\e[0;32mOK
\e[0m 0.03
14979 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Z8_ind.con
\e[0;32mOK
\e[0m 0.02
14980 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Z8_rec.con
\e[0;32mOK
\e[0m 0.02
14981 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/octet_leq_inf.con
\e[0;32mOK
\e[0m 0.04
14982 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/octet_lt.con
\e[0;32mOK
\e[0m 0.01
14983 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/octointegral_lt.con
\e[0;32mOK
\e[0m 0.01
14984 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/z8prf.con
\e[0;32mOK
\e[0m 0.04
14985 cic:/Nijmegen/QArith/Qpositive_plus_mult/Qpositive_mult_sym.con
\e[0;32mOK
\e[0m 0.04
14986 cic:/Nijmegen/QArith/Qpositive_plus_mult/Qpositive_plus_sym.con
\e[0;32mOK
\e[0m 0.05
14987 cic:/Nijmegen/QArith/Qpositive/mult_reg_l.con
\e[0;32mOK
\e[0m 0.04
14988 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sg_denom_nonzero.ind
\e[0;32mOK
\e[0m 0.04
14989 cic:/Nijmegen/QArith/Qhomographic_sign/outside_interval.con
\e[0;32mOK
\e[0m 0.01
14990 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z4_eq.con
\e[0;32mOK
\e[0m 0.02
14991 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z4_ind.con
\e[0;32mOK
\e[0m 0.01
14992 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z4_rec.con
\e[0;32mOK
\e[0m 0.01
14993 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z_pos_ind.con
\e[0;32mOK
\e[0m 0.01
14994 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z_pos_rec.con
\e[0;32mOK
\e[0m 0.01
14995 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/one_plus_four_positive.con
\e[0;32mOK
\e[0m 0.01
14996 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/qlt.con
\e[0;32mOK
\e[0m 0.01
14997 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/quadrointegral_lt.con
\e[0;32mOK
\e[0m 0.01
14998 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/two_plus_three_positive.con
\e[0;32mOK
\e[0m 0.01
14999 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/z4prf.con
\e[0;32mOK
\e[0m 0.02
15000 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/z4prf_Z_pos.con
\e[0;32mOK
\e[0m 0.01
15001 cic:/Nijmegen/QArith/Q_order/Q_eq_prop.con
\e[0;32mOK
\e[0m 0.06
15002 cic:/Nijmegen/QArith/Q_field/Qpositive_le_dec.con
\e[0;32mOK
\e[0m 0.02
15003 cic:/Nijmegen/QArith/Merge_Order/is_eq.con
\e[0;32mOK
\e[0m 0.02
15004 cic:/Nijmegen/QArith/Merge_Order/is_ord.con
\e[0;32mOK
\e[0m 0.01
15005 cic:/Nijmegen/QArith/Merge_Order/ord_is_wf.con
\e[0;32mOK
\e[0m 0.01
15006 cic:/Nijmegen/QArith/Merge_Order/ord_wd_rht.con
\e[0;32mOK
\e[0m 0.01
15007 cic:/Nijmegen/QArith/Merge_Order/Negation_Order/O.var
\e[0;32mOK
\e[0m 0.01
15008 cic:/Nijmegen/QArith/Merge_Order/Merge_Order/E1.var
\e[0;32mOK
\e[0m 0.01
15009 cic:/Nijmegen/QArith/Merge_Order/Merge_Order/E2.var
\e[0;32mOK
\e[0m 0.00
15010 cic:/Nijmegen/QArith/Merge_Order/Merge_Order/O1.var
\e[0;32mOK
\e[0m 0.01
15011 cic:/Nijmegen/QArith/Merge_Order/Merge_Order/O2.var
\e[0;32mOK
\e[0m 0.00
15012 cic:/Nijmegen/Coqoban/Coqoban_engine/dostep.con
\e[0;32mOK
\e[0m 0.02
15013 cic:/Nancy/FOUnify/term_unif/IS_IN_IS_IN_LV.con
\e[0;32mOK
\e[0m 0.03
15014 cic:/Nancy/FOUnify/term_unif/IS_IN_LV_IS_IN.con
\e[0;32mOK
\e[0m 0.01
15015 cic:/Nancy/FOUnify/term_unif/REMOVE_Consv_n_eq_Headv.con
\e[0;32mOK
\e[0m 0.03
15016 cic:/Nancy/FOUnify/term_unif/REMOVE_IS_IN_LV_IS_IN_LV.con
\e[0;32mOK
\e[0m 0.01
15017 cic:/Nancy/FOUnify/term_unif/REMOVE_n_IS_IN_LV_eq.con
\e[0;32mOK
\e[0m 0.02
15018 cic:/Nancy/FOUnify/term_unif/REMOVE_n_eq_IS_IN_LV_IS_IN_LV.con
\e[0;32mOK
\e[0m 0.02
15019 cic:/Nancy/FOUnify/term_unif/V_stab.con
\e[0;32mOK
\e[0m 0.01
15020 cic:/Nancy/FOUnify/term_unif/clos_ind.con
\e[0;32mOK
\e[0m 0.01
15021 cic:/Nancy/FOUnify/term_unif/clos_rec.con
\e[0;32mOK
\e[0m 0.01
15022 cic:/Nancy/FOUnify/term_unif/diffelnb_DIFFELNB.con
\e[0;32mOK
\e[0m 0.02
15023 cic:/Nancy/FOUnify/term_unif/elem_subst_ind.con
\e[0;32mOK
\e[0m 0.01
15024 cic:/Nancy/FOUnify/term_unif/elem_subst_rec.con
\e[0;32mOK
\e[0m 0.01
15025 cic:/Nancy/FOUnify/term_unif/exp_comp_subst.con
\e[0;32mOK
\e[0m 0.01
15026 cic:/Nancy/FOUnify/term_unif/inclv_ind.con
\e[0;32mOK
\e[0m 0.01
15027 cic:/Nancy/FOUnify/term_unif/inclv_rec.con
\e[0;32mOK
\e[0m 0.01
15028 cic:/Nancy/FOUnify/term_unif/less_subst_ind.con
\e[0;32mOK
\e[0m 0.01
15029 cic:/Nancy/FOUnify/term_unif/min_unif.con
\e[0;32mOK
\e[0m 0.01
15030 cic:/Nancy/FOUnify/term_unif/n_range_n_IS_IN.con
\e[0;32mOK
\e[0m 0.01
15031 cic:/Nancy/FOUnify/term_unif/n_st_inclv_l_Nilv.con
\e[0;32mOK
\e[0m 0.01
15032 cic:/Nancy/FOUnify/term_unif/range_ind.con
\e[0;32mOK
\e[0m 0.01
15033 cic:/Nancy/FOUnify/term_unif/sig_REMOVE.con
\e[0;32mOK
\e[0m 0.02
15034 cic:/Nancy/FOUnify/term_unif/trans_SUB.con
\e[0;32mOK
\e[0m 0.01
15035 cic:/Nancy/FOUnify/term_unif/unif_comp.con
\e[0;32mOK
\e[0m 0.03
15036 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/L_TERM_decS.con
\e[0;32mOK
\e[0m 0.06
15037 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/L_TERM_l_term.con
\e[0;32mOK
\e[0m 0.02
15038 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/fun_eq_decP.con
\e[0;32mOK
\e[0m 0.01
15039 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/l_term_ind.con
\e[0;32mOK
\e[0m 0.02
15040 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/n_SO_Length_ConsArg.con
\e[0;32mOK
\e[0m 0.02
15041 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/quasiterm_eq_decS.con
\e[0;32mOK
\e[0m 0.20
15042 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/term.ind
\e[0;32mOK
\e[0m 0.07
15043 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/var_eq_decP.con
\e[0;32mOK
\e[0m 0.09
15044 cic:/Nancy/FOUnify/listv_is_in_lv/IS_IN_LV_decS.con
\e[0;32mOK
\e[0m 0.03
15045 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/IS_IN_decS.con
\e[0;32mOK
\e[0m 0.05
15046 cic:/Muenchen/Higman/Higman2/L_ind.con
\e[0;32mOK
\e[0m 0.02
15047 cic:/Muenchen/Higman/Higman2/L_rec.con
\e[0;32mOK
\e[0m 0.01
15048 cic:/Muenchen/Higman/Higman2/T_ind.con
\e[0;32mOK
\e[0m 0.02
15049 cic:/Muenchen/Higman/Higman2/T_rec.con
\e[0;32mOK
\e[0m 0.01
15050 cic:/Muenchen/Higman/Higman2/bar.ind
\e[0;32mOK
\e[0m 0.00
15051 cic:/Muenchen/Higman/Higman2/good_rect.con
\e[0;32mOK
\e[0m 0.01
15052 cic:/Muenchen/Higman/Higman2/lemma2'.con
\e[0;32mOK
\e[0m 0.04
15053 cic:/Muenchen/Higman/Higman2/lemma4.con
\e[0;32mOK
\e[0m 0.04
15054 cic:/Muenchen/Higman/Higman/bar.ind
\e[0;32mOK
\e[0m 0.00
15055 cic:/Muenchen/Higman/Higman/good_ind.con
\e[0;32mOK
\e[0m 0.02
15056 cic:/Muenchen/Higman/Higman/lemma1.con
\e[0;32mOK
\e[0m 0.01
15057 cic:/Muenchen/Higman/Higman/lemma2.con
\e[0;32mOK
\e[0m 0.04
15058 cic:/Montevideo/RailroadCrossing/railroad_crossing/Always_T.con
\e[0;32mOK
\e[0m 0.01
15059 cic:/Montevideo/RailroadCrossing/railroad_crossing/Conj_T.con
\e[0;32mOK
\e[0m 0.01
15060 cic:/Montevideo/RailroadCrossing/railroad_crossing/ConsTrace_T.con
\e[0;32mOK
\e[0m 0.11
15061 cic:/Montevideo/RailroadCrossing/railroad_crossing/EX_Until_bound.ind
\e[0;32mOK
\e[0m 0.01
15062 cic:/Montevideo/RailroadCrossing/railroad_crossing/Exists_T_ind.con
\e[0;32mOK
\e[0m 0.01
15063 cic:/Montevideo/RailroadCrossing/railroad_crossing/Exists_from_T.con
\e[0;32mOK
\e[0m 0.01
15064 cic:/Montevideo/RailroadCrossing/railroad_crossing/FA_Until_bound.con
\e[0;32mOK
\e[0m 0.01
15065 cic:/Montevideo/RailroadCrossing/railroad_crossing/ForAll_EX_T.con
\e[0;32mOK
\e[0m 0.01
15066 cic:/Montevideo/RailroadCrossing/railroad_crossing/ForAll_from_T.con
\e[0;32mOK
\e[0m 0.01
15067 cic:/Montevideo/RailroadCrossing/railroad_crossing/Inevitable_T.con
\e[0;32mOK
\e[0m 0.01
15068 cic:/Montevideo/RailroadCrossing/railroad_crossing/Mon_I_EX_T.con
\e[0;32mOK
\e[0m 0.01
15069 cic:/Montevideo/RailroadCrossing/railroad_crossing/Mon_I_T.con
\e[0;32mOK
\e[0m 0.01
15070 cic:/Montevideo/RailroadCrossing/railroad_crossing/No_invC.con
\e[0;32mOK
\e[0m 0.08
15071 cic:/Montevideo/RailroadCrossing/railroad_crossing/No_invG.con
\e[0;32mOK
\e[0m 0.07
15072 cic:/Montevideo/RailroadCrossing/railroad_crossing/No_invT.con
\e[0;32mOK
\e[0m 0.06
15073 cic:/Montevideo/RailroadCrossing/railroad_crossing/Posible_T.ind
\e[0;32mOK
\e[0m 0.01
15074 cic:/Montevideo/RailroadCrossing/railroad_crossing/RState_Trans_T.con
\e[0;32mOK
\e[0m 0.01
15075 cic:/Montevideo/RailroadCrossing/railroad_crossing/SafePath_T.ind
\e[0;32mOK
\e[0m 0.01
15076 cic:/Montevideo/RailroadCrossing/railroad_crossing/TrC_ind.con
\e[0;32mOK
\e[0m 0.01
15077 cic:/Montevideo/RailroadCrossing/railroad_crossing/TrG_ind.con
\e[0;32mOK
\e[0m 0.01
15078 cic:/Montevideo/RailroadCrossing/railroad_crossing/TrGlobal.ind
\e[0;32mOK
\e[0m 0.04
15079 cic:/Montevideo/RailroadCrossing/railroad_crossing/TrT_ind.con
\e[0;32mOK
\e[0m 0.02
15080 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial29.con
\e[0;32mOK
\e[0m 0.02
15081 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial8.con
\e[0;32mOK
\e[0m 0.01
15082 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial9.con
\e[0;32mOK
\e[0m 0.01
15083 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_TRC_APPROACH.con
\e[0;32mOK
\e[0m 0.04
15084 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_TRC_EXIT.con
\e[0;32mOK
\e[0m 0.05
15085 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_TRC_INC_TIME.con
\e[0;32mOK
\e[0m 0.04
15086 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_TRC_LOWER.con
\e[0;32mOK
\e[0m 0.05
15087 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_TRC_RAISE.con
\e[0;32mOK
\e[0m 0.04
15088 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_TRG_DOWN.con
\e[0;32mOK
\e[0m 0.04
15089 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_TRG_INC_TIME.con
\e[0;32mOK
\e[0m 0.05
15090 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_TRG_LOWER.con
\e[0;32mOK
\e[0m 0.04
15091 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_TRG_RAISE.con
\e[0;32mOK
\e[0m 0.04
15092 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_TRG_UP.con
\e[0;32mOK
\e[0m 0.05
15093 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_TRT_APPROACH.con
\e[0;32mOK
\e[0m 0.04
15094 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_TRT_EXIT.con
\e[0;32mOK
\e[0m 0.04
15095 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_TRT_IN.con
\e[0;32mOK
\e[0m 0.04
15096 cic:/Montevideo/RailroadCrossing/railroad_crossing/cl_TRT_INC_TIME.con
\e[0;32mOK
\e[0m 0.04
15097 cic:/Montevideo/RailroadCrossing/railroad_crossing/notPosible.con
\e[0;32mOK
\e[0m 0.01
15098 cic:/Montevideo/RailroadCrossing/railroad_crossing/not_lt_le.con
\e[0;32mOK
\e[0m 0.01
15099 cic:/Montevideo/FSSecModel/write/Write/t.var
\e[0;32mOK
\e[0m 0.01
15100 cic:/Montevideo/FSSecModel/sscstat/sscstat.ind
\e[0;32mOK
\e[0m 0.02
15101 cic:/Montevideo/FSSecModel/owner_close/Owner_Close/NEWSET.var
\e[0;32mOK
\e[0m 0.02
15102 cic:/Montevideo/FSSecModel/mkdir/Mkdir/ChangeGAR.var
\e[0;32mOK
\e[0m 0.01
15103 cic:/Montevideo/FSSecModel/mkdir/Mkdir/ChangeGAW.var
\e[0;32mOK
\e[0m 0.00
15104 cic:/Montevideo/FSSecModel/create/Create/ChangeGAR.var
\e[0;32mOK
\e[0m 0.02
15105 cic:/Montevideo/FSSecModel/create/Create/ChangeGAW.var
\e[0;32mOK
\e[0m 0.01
15106 cic:/Montevideo/FSSecModel/close/Close/NEWSET.var
\e[0;32mOK
\e[0m 0.02
15107 cic:/Montevideo/FSSecModel/chsubsc/chsubsc_SC.con
\e[0;32mOK
\e[0m 0.02
15108 cic:/Montevideo/FSSecModel/SFSstate/DOMFuncRel.con
\e[0;32mOK
\e[0m 0.09
15109 cic:/Montevideo/FSSecModel/SFSstate/DOMFuncRel2.con
\e[0;32mOK
\e[0m 0.04
15110 cic:/Montevideo/FSSecModel/SFSstate/InDOMIsNotUndef.con
\e[0;32mOK
\e[0m 0.04
15111 cic:/Montevideo/FSSecModel/SFSstate/SFSstate_ind.con
\e[0;32mOK
\e[0m 0.01
15112 cic:/Montevideo/FSSecModel/SFSstate/SFSstate_rec.con
\e[0;32mOK
\e[0m 0.01
15113 cic:/Montevideo/FSSecModel/SFSstate/domOSC.con
\e[0;32mOK
\e[0m 0.01
15114 cic:/Montevideo/FSSecModel/SFSstate/domacl.con
\e[0;32mOK
\e[0m 0.01
15115 cic:/Montevideo/FSSecModel/SFSstate/domd.con
\e[0;32mOK
\e[0m 0.01
15116 cic:/Montevideo/FSSecModel/SFSstate/domf.con
\e[0;32mOK
\e[0m 0.01
15117 cic:/Montevideo/FSSecModel/SFSstate/domsecmat.con
\e[0;32mOK
\e[0m 0.01
15118 cic:/Montevideo/FSSecModel/SFSstate/fOSC.con
\e[0;32mOK
\e[0m 0.01
15119 cic:/Montevideo/FSSecModel/SFSstate/facl.con
\e[0;32mOK
\e[0m 0.01
15120 cic:/Montevideo/FSSecModel/SFSstate/fdirs.con
\e[0;32mOK
\e[0m 0.01
15121 cic:/Montevideo/FSSecModel/SFSstate/ffiles.con
\e[0;32mOK
\e[0m 0.01
15122 cic:/Montevideo/FSSecModel/SFSstate/fsecmat.con
\e[0;32mOK
\e[0m 0.01
15123 cic:/Montevideo/FSSecModel/ModelProperties/AclChanged_ind.con
\e[0;32mOK
\e[0m 0.04
15124 cic:/Montevideo/FSSecModel/ModelProperties/FuncPre1.con
\e[0;32mOK
\e[0m 0.02
15125 cic:/Montevideo/FSSecModel/ModelProperties/FuncPre2.con
\e[0;32mOK
\e[0m 0.01
15126 cic:/Montevideo/FSSecModel/ModelProperties/FuncPre3.con
\e[0;32mOK
\e[0m 0.01
15127 cic:/Montevideo/FSSecModel/ModelProperties/FuncPre4.con
\e[0;32mOK
\e[0m 0.01
15128 cic:/Montevideo/FSSecModel/ModelProperties/FuncPre5.con
\e[0;32mOK
\e[0m 0.01
15129 cic:/Montevideo/FSSecModel/ModelProperties/FuncPre6.con
\e[0;32mOK
\e[0m 0.01
15130 cic:/Montevideo/FSSecModel/ModelProperties/FuncPre7.con
\e[0;32mOK
\e[0m 0.01
15131 cic:/Montevideo/FSSecModel/ModelProperties/MACSubCtrlAttrHaveChanged.ind
\e[0;32mOK
\e[0m 0.01
15132 cic:/Montevideo/FSSecModel/ModelProperties/SecClassChanged_ind.con
\e[0;32mOK
\e[0m 0.01
15133 cic:/Montevideo/FSSecModel/ModelProperties/UNIXAttrChanged_ind.con
\e[0;32mOK
\e[0m 0.02
15134 cic:/Montevideo/FSSecModel/ListSet/set_inter_elim.con
\e[0;32mOK
\e[0m 0.02
15135 cic:/Montevideo/FSSecModel/ListSet/set_union_intro.con
\e[0;32mOK
\e[0m 0.01
15136 cic:/Montevideo/FSSecModel/ListFunctions/Set_add2.con
\e[0;32mOK
\e[0m 0.02
15137 cic:/Montevideo/FSSecModel/ListFunctions/Set_union1.con
\e[0;32mOK
\e[0m 0.02
15138 cic:/Montevideo/FSSecModel/InitialState/SysSubjectSCIsPARTFUNC.con
\e[0;32mOK
\e[0m 0.02
15139 cic:/Montevideo/FSSecModel/DACandMAC/InFileSystem.con
\e[0;32mOK
\e[0m 0.02
15140 cic:/Montevideo/FSSecModel/DACandMAC/IsUNIXOwner_ind.con
\e[0;32mOK
\e[0m 0.01
15141 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/TwoImpLeft.con
\e[0;32mOK
\e[0m 0.02
15142 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/TwoImpRight.con
\e[0;32mOK
\e[0m 0.01
15143 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/eq_scIMPLYle_sc.con
\e[0;32mOK
\e[0m 0.02
15144 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/eq_scSym.con
\e[0;32mOK
\e[0m 0.02
15145 cic:/Montevideo/CtlTctl/tctl/Always_T.con
\e[0;32mOK
\e[0m 0.02
15146 cic:/Montevideo/CtlTctl/tctl/ConsTrace_T.con
\e[0;32mOK
\e[0m 0.12
15147 cic:/Montevideo/CtlTctl/tctl/EX_Until_bound.ind
\e[0;32mOK
\e[0m 0.01
15148 cic:/Montevideo/CtlTctl/tctl/FA_Until_bound.con
\e[0;32mOK
\e[0m 0.01
15149 cic:/Montevideo/CtlTctl/tctl/Inevitable_T.con
\e[0;32mOK
\e[0m 0.02
15150 cic:/Montevideo/CtlTctl/tctl/Posible_T.ind
\e[0;32mOK
\e[0m 0.01
15151 cic:/Montevideo/CtlTctl/tctl/SafePath_T.ind
\e[0;32mOK
\e[0m 0.01
15152 cic:/Montevideo/CtlTctl/ctl/EX_Until_ind.con
\e[0;32mOK
\e[0m 0.02
15153 cic:/Montevideo/CtlTctl/ctl/Equiv1.con
\e[0;32mOK
\e[0m 0.02
15154 cic:/Montevideo/CtlTctl/ctl/Equiv2.con
\e[0;32mOK
\e[0m 0.03
15155 cic:/Montevideo/CtlTctl/ctl/Equiv4.con
\e[0;32mOK
\e[0m 0.10
15156 cic:/Montevideo/CtlTctl/ctl/Posible_ind.con
\e[0;32mOK
\e[0m 0.01
15157 cic:/Montevideo/CtlTctl/ctl/SafePath_ind.con
\e[0;32mOK
\e[0m 0.01
15158 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/Conj_T.con
\e[0;32mOK
\e[0m 0.02
15159 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/Exists_T_ind.con
\e[0;32mOK
\e[0m 0.01
15160 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/Exists_from_T.con
\e[0;32mOK
\e[0m 0.01
15161 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/ForAll_EX_T.con
\e[0;32mOK
\e[0m 0.02
15162 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/ForAll_from_T.con
\e[0;32mOK
\e[0m 0.01
15163 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/Mon_I_EX_T.con
\e[0;32mOK
\e[0m 0.01
15164 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/Mon_I_T.con
\e[0;32mOK
\e[0m 0.01
15165 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/RState_Trans_T.con
\e[0;32mOK
\e[0m 0.01
15166 cic:/Montevideo/CtlTctl/TemporalOperators_Ind/StepsEX.con
\e[0;32mOK
\e[0m 0.01
15167 cic:/Marseille/LTL/termination/wf_leadsto.con
\e[0;32mOK
\e[0m 0.24
15168 cic:/Marseille/LTL/safety/inv_clos.con
\e[0;32mOK
\e[0m 0.02
15169 cic:/Marseille/LTL/safety/trace_assumption.con
\e[0;32mOK
\e[0m 0.02
15170 cic:/Marseille/LTL/ltl/once_until.con
\e[0;32mOK
\e[0m 0.01
15171 cic:/Marseille/LTL/ltl/run.con
\e[0;32mOK
\e[0m 0.01
15172 cic:/Marseille/LTL/liveness/one_step_leads_to.con
\e[0;32mOK
\e[0m 0.12
15173 cic:/Marseille/LTL/leads_to/trans_until_leads.con
\e[0;32mOK
\e[0m 0.07
15174 cic:/Marseille/LTL/fairness/strong_fairstr_implies_fairstr.con
\e[0;32mOK
\e[0m 0.09
15175 cic:/Marseille/LTL/congruence/congruence_always.con
\e[0;32mOK
\e[0m 0.06
15176 cic:/Marseille/LTL/congruence/congruence_eventually.con
\e[0;32mOK
\e[0m 0.01
15177 cic:/Marseille/LTL/congruence/implies_infinitely_often.con
\e[0;32mOK
\e[0m 0.02
15178 cic:/Marseille/LTL/congruence/lift_implies_state.con
\e[0;32mOK
\e[0m 0.01
15179 cic:/Marseille/GC/safety/sweepnogrey/sweep_no_greys_addedge.con
\e[0;32mOK
\e[0m 0.03
15180 cic:/Marseille/GC/safety/sweepnogrey/sweep_no_greys_alloc.con
\e[0;32mOK
\e[0m 0.03
15181 cic:/Marseille/GC/safety/sweepnogrey/sweep_no_greys_gccall.con
\e[0;32mOK
\e[0m 0.02
15182 cic:/Marseille/GC/safety/sweepnogrey/sweep_no_greys_gcfree.con
\e[0;32mOK
\e[0m 0.02
15183 cic:/Marseille/GC/safety/sweepnogrey/sweep_no_greys_gcfree1.con
\e[0;32mOK
\e[0m 0.03
15184 cic:/Marseille/GC/safety/sweepnogrey/sweep_no_greys_removeedge.con
\e[0;32mOK
\e[0m 0.02
15185 cic:/Marseille/GC/safety/safety/inv_safety_prop.con
\e[0;32mOK
\e[0m 0.02
15186 cic:/Marseille/GC/safety/rtgreyorblack/rt_grey_or_black_addedge.con
\e[0;32mOK
\e[0m 0.06
15187 cic:/Marseille/GC/safety/rtgreyorblack/rt_grey_or_black_alloc.con
\e[0;32mOK
\e[0m 0.03
15188 cic:/Marseille/GC/safety/rtgreyorblack/rt_grey_or_black_gccall.con
\e[0;32mOK
\e[0m 0.03
15189 cic:/Marseille/GC/safety/rtgreyorblack/rt_grey_or_black_gcfree.con
\e[0;32mOK
\e[0m 0.02
15190 cic:/Marseille/GC/safety/rtgreyorblack/rt_grey_or_black_gcfree1.con
\e[0;32mOK
\e[0m 0.01
15191 cic:/Marseille/GC/safety/rtgreyorblack/rt_grey_or_black_removeedge.con
\e[0;32mOK
\e[0m 0.01
15192 cic:/Marseille/GC/safety/noedgeblacktowhite/black_grey_node.con
\e[0;32mOK
\e[0m 0.09
15193 cic:/Marseille/GC/safety/noedgeblacktowhite/imp1.con
\e[0;32mOK
\e[0m 0.01
15194 cic:/Marseille/GC/safety/noedgeblacktowhite/no_edge_black_to_white_addedge.con
\e[0;32mOK
\e[0m 0.11
15195 cic:/Marseille/GC/safety/noedgeblacktowhite/no_edge_black_to_white_alloc.con
\e[0;32mOK
\e[0m 0.06
15196 cic:/Marseille/GC/safety/noedgeblacktowhite/no_edge_black_to_white_gcfree.con
\e[0;32mOK
\e[0m 0.03
15197 cic:/Marseille/GC/safety/noedgeblacktowhite/no_edge_black_to_white_gcfree1.con
\e[0;32mOK
\e[0m 0.02
15198 cic:/Marseille/GC/safety/noedgeblacktowhite/no_edge_black_to_white_removeedge.con
\e[0;32mOK
\e[0m 0.04
15199 cic:/Marseille/GC/safety/accnotfree/acc_imp_notfree_gccall.con
\e[0;32mOK
\e[0m 0.05
15200 cic:/Marseille/GC/safety/accnotfree/acc_imp_notfree_gcfree.con
\e[0;32mOK
\e[0m 0.02
15201 cic:/Marseille/GC/safety/accnotfree/acc_imp_notfree_gcfree1.con
\e[0;32mOK
\e[0m 0.02
15202 cic:/Marseille/GC/safety/accnotfree/acc_imp_notfree_init.con
\e[0;32mOK
\e[0m 0.03
15203 cic:/Marseille/GC/mesure/white_card/ex_init_white.con
\e[0;32mOK
\e[0m 0.02
15204 cic:/Marseille/GC/mesure/white_card/remove_white.con
\e[0;32mOK
\e[0m 0.01
15205 cic:/Marseille/GC/mesure/mesure/init_mesure.con
\e[0;32mOK
\e[0m 0.02
15206 cic:/Marseille/GC/mesure/mesure/remove_mesure.con
\e[0;32mOK
\e[0m 0.01
15207 cic:/Marseille/GC/mesure/grey_card/add_grey.con
\e[0;32mOK
\e[0m 0.05
15208 cic:/Marseille/GC/mesure/grey_card/ex_add_grey.con
\e[0;32mOK
\e[0m 0.04
15209 cic:/Marseille/GC/mesure/grey_card/ex_init_grey.con
\e[0;32mOK
\e[0m 0.01
15210 cic:/Marseille/GC/mesure/grey_card/remove_grey.con
\e[0;32mOK
\e[0m 0.02
15211 cic:/Marseille/GC/mesure/black_card/add_black.con
\e[0;32mOK
\e[0m 0.05
15212 cic:/Marseille/GC/mesure/black_card/alloc_black.con
\e[0;32mOK
\e[0m 0.02
15213 cic:/Marseille/GC/mesure/black_card/ex_init_black.con
\e[0;32mOK
\e[0m 0.01
15214 cic:/Marseille/GC/mesure/black_card/greynode_black.con
\e[0;32mOK
\e[0m 0.08
15215 cic:/Marseille/GC/mesure/black_card/remove_black.con
\e[0;32mOK
\e[0m 0.48
15216 cic:/Marseille/GC/logique/well_founded/wf_leadsto.con
\e[0;32mOK
\e[0m 0.27
15217 cic:/Marseille/GC/logique/LTL/always_P.con
\e[0;32mOK
\e[0m 0.03
15218 cic:/Marseille/GC/logique/LTL/always_fairstr.con
\e[0;32mOK
\e[0m 0.01
15219 cic:/Marseille/GC/logique/LTL/always_trace.con
\e[0;32mOK
\e[0m 0.01
15220 cic:/Marseille/GC/logique/LTL/always_unless.con
\e[0;32mOK
\e[0m 0.03
15221 cic:/Marseille/GC/logique/LTL/inv_clos.con
\e[0;32mOK
\e[0m 0.01
15222 cic:/Marseille/GC/logique/LTL/ltv_equiv_ltv.con
\e[0;32mOK
\e[0m 0.03
15223 cic:/Marseille/GC/logique/LTL/once_until.con
\e[0;32mOK
\e[0m 0.01
15224 cic:/Marseille/GC/logique/LTL/one_step_leads_to.con
\e[0;32mOK
\e[0m 0.05
15225 cic:/Marseille/GC/logique/LTL/run.con
\e[0;32mOK
\e[0m 0.01
15226 cic:/Marseille/GC/logique/LTL/strong_fairstr_implies_fairstr.con
\e[0;32mOK
\e[0m 0.01
15227 cic:/Marseille/GC/logique/LTL/until_or.con
\e[0;32mOK
\e[0m 0.01
15228 cic:/Marseille/GC/logique/LTL/until_trans.con
\e[0;32mOK
\e[0m 0.03
15229 cic:/Marseille/GC/liveness/until_zero/le_measure.con
\e[0;32mOK
\e[0m 0.02
15230 cic:/Marseille/GC/liveness/until_zero/measureO_greyO.con
\e[0;32mOK
\e[0m 0.02
15231 cic:/Marseille/GC/liveness/until_zero/measureO_whiteO.con
\e[0;32mOK
\e[0m 0.01
15232 cic:/Marseille/GC/liveness/until_zero/positive_measure.con
\e[0;32mOK
\e[0m 0.01
15233 cic:/Marseille/GC/liveness/notacc_white_nogrey/gccall_idem_or_free.con
\e[0;32mOK
\e[0m 0.07
15234 cic:/Marseille/GC/liveness/notacc_white_nogrey/gcfree1_idem_or_free.con
\e[0;32mOK
\e[0m 0.04
15235 cic:/Marseille/GC/liveness/notacc_white_nogrey/gcfree_idem_or_free.con
\e[0;32mOK
\e[0m 0.03
15236 cic:/Marseille/GC/liveness/notacc_init/gccall_idem_or_init.con
\e[0;32mOK
\e[0m 0.10
15237 cic:/Marseille/GC/liveness/notacc_init/init_implies_whiteorfree.con
\e[0;32mOK
\e[0m 0.09
15238 cic:/Marseille/GC/liveness/notacc_black_nogrey/equiv_def2.con
\e[0;32mOK
\e[0m 0.03
15239 cic:/Marseille/GC/liveness/liveness/always_and_inv_g_w_b.con
\e[0;32mOK
\e[0m 0.08
15240 cic:/Marseille/GC/liveness/liveness/def_equiv.con
\e[0;32mOK
\e[0m 0.05
15241 cic:/Marseille/GC/liveness/fairstr/call_gc_fair.con
\e[0;32mOK
\e[0m 0.03
15242 cic:/Marseille/GC/liveness/fairstr/exist_grey_node.con
\e[0;32mOK
\e[0m 0.25
15243 cic:/Marseille/GC/liveness/fairstr/free1_white_fair.con
\e[0;32mOK
\e[0m 0.02
15244 cic:/Marseille/GC/liveness/fairstr/gcfree_fair.con
\e[0;32mOK
\e[0m 0.02
15245 cic:/Marseille/GC/liveness/fairstr/no_grey_but_white_fair.con
\e[0;32mOK
\e[0m 0.02
15246 cic:/Marseille/GC/lemma_step/lemma_remove/remove_accest_access.con
\e[0;32mOK
\e[0m 0.04
15247 cic:/Marseille/GC/lemma_step/lemma_remove/remove_ancestor.con
\e[0;32mOK
\e[0m 0.05
15248 cic:/Marseille/GC/lemma_step/lemma_remove/remove_blacks_blackt.con
\e[0;32mOK
\e[0m 0.02
15249 cic:/Marseille/GC/lemma_step/lemma_remove/remove_nogrey.con
\e[0;32mOK
\e[0m 0.01
15250 cic:/Marseille/GC/lemma_step/lemma_remove/remove_notfrees_notfreet.con
\e[0;32mOK
\e[0m 0.02
15251 cic:/Marseille/GC/lemma_step/lemma_remove/remove_notgreyt_notgreys.con
\e[0;32mOK
\e[0m 0.02
15252 cic:/Marseille/GC/lemma_step/lemma_remove/remove_nowhite.con
\e[0;32mOK
\e[0m 0.01
15253 cic:/Marseille/GC/lemma_step/lemma_remove/remove_white.con
\e[0;32mOK
\e[0m 0.02
15254 cic:/Marseille/GC/lemma_step/lemma_free1/gcfree1_accest_access.con
\e[0;32mOK
\e[0m 0.03
15255 cic:/Marseille/GC/lemma_step/lemma_free1/gcfree1_blacks_blackt.con
\e[0;32mOK
\e[0m 0.02
15256 cic:/Marseille/GC/lemma_step/lemma_free1/gcfree1_greys_greyt.con
\e[0;32mOK
\e[0m 0.02
15257 cic:/Marseille/GC/lemma_step/lemma_free1/gcfree1_nogrey.con
\e[0;32mOK
\e[0m 0.03
15258 cic:/Marseille/GC/lemma_step/lemma_free1/gcfree1_notaccess_notaccest.con
\e[0;32mOK
\e[0m 0.01
15259 cic:/Marseille/GC/lemma_step/lemma_free1/gcfree1_notblacks_notblackt.con
\e[0;32mOK
\e[0m 0.02
15260 cic:/Marseille/GC/lemma_step/lemma_free1/gcfree1_notgreys_notgreyt.con
\e[0;32mOK
\e[0m 0.02
15261 cic:/Marseille/GC/lemma_step/lemma_free1/gcfree1_nowhite.con
\e[0;32mOK
\e[0m 0.02
15262 cic:/Marseille/GC/lemma_step/lemma_free/gcfree_accest_access.con
\e[0;32mOK
\e[0m 0.02
15263 cic:/Marseille/GC/lemma_step/lemma_free/gcfree_blacks_blackt.con
\e[0;32mOK
\e[0m 0.02
15264 cic:/Marseille/GC/lemma_step/lemma_free/gcfree_greys_greyt.con
\e[0;32mOK
\e[0m 0.01
15265 cic:/Marseille/GC/lemma_step/lemma_free/gcfree_nogrey.con
\e[0;32mOK
\e[0m 0.02
15266 cic:/Marseille/GC/lemma_step/lemma_free/gcfree_notaccess_notaccest.con
\e[0;32mOK
\e[0m 0.01
15267 cic:/Marseille/GC/lemma_step/lemma_free/gcfree_notblacks_notblackt.con
\e[0;32mOK
\e[0m 0.02
15268 cic:/Marseille/GC/lemma_step/lemma_free/gcfree_notgreys_notgreyt.con
\e[0;32mOK
\e[0m 0.02
15269 cic:/Marseille/GC/lemma_step/lemma_free/gcfree_nowhite.con
\e[0;32mOK
\e[0m 0.02
15270 cic:/Marseille/GC/lemma_step/lemma_call/gccall_notaccess_notaccest.con
\e[0;32mOK
\e[0m 0.03
15271 cic:/Marseille/GC/lemma_step/lemma_alloc/alloc_accest_access.con
\e[0;32mOK
\e[0m 0.06
15272 cic:/Marseille/GC/lemma_step/lemma_alloc/alloc_ancestor.con
\e[0;32mOK
\e[0m 0.03
15273 cic:/Marseille/GC/lemma_step/lemma_alloc/alloc_blacks_blackt.con
\e[0;32mOK
\e[0m 0.02
15274 cic:/Marseille/GC/lemma_step/lemma_alloc/alloc_greys_greyt.con
\e[0;32mOK
\e[0m 0.02
15275 cic:/Marseille/GC/lemma_step/lemma_alloc/alloc_notgreys_notgreyt.con
\e[0;32mOK
\e[0m 0.02
15276 cic:/Marseille/GC/lemma_step/lemma_alloc/alloc_notgreyt_notgreys.con
\e[0;32mOK
\e[0m 0.02
15277 cic:/Marseille/GC/lemma_step/lemma_alloc/alloc_notwhites_notwhitet.con
\e[0;32mOK
\e[0m 0.02
15278 cic:/Marseille/GC/lemma_step/lemma_alloc/alloc_whites_whitet.con
\e[0;32mOK
\e[0m 0.02
15279 cic:/Marseille/GC/lemma_step/lemma_add/add_accest_access.con
\e[0;32mOK
\e[0m 0.04
15280 cic:/Marseille/GC/lemma_step/lemma_add/add_ancestor.con
\e[0;32mOK
\e[0m 0.05
15281 cic:/Marseille/GC/lemma_step/lemma_add/add_blacks_blackt.con
\e[0;32mOK
\e[0m 0.04
15282 cic:/Marseille/GC/lemma_step/lemma_add/add_nogrey.con
\e[0;32mOK
\e[0m 0.05
15283 cic:/Marseille/GC/lemma_step/lemma_add/add_notacc_white.con
\e[0;32mOK
\e[0m 0.05
15284 cic:/Marseille/GC/lemma_step/lemma_add/add_notfrees_notfreet.con
\e[0;32mOK
\e[0m 0.04
15285 cic:/Marseille/GC/lemma_step/lemma_add/add_notgreyt_notgreys.con
\e[0;32mOK
\e[0m 0.04
15286 cic:/Marseille/GC/lemma_step/lemma_add/add_nowhite.con
\e[0;32mOK
\e[0m 0.04
15287 cic:/Marseille/GC/lemma_step/lemma_add/add_white_nogrey.con
\e[0;32mOK
\e[0m 0.04
15288 cic:/Marseille/GC/gc/gc/gc_end_ind.con
\e[0;32mOK
\e[0m 0.02
15289 cic:/Marseille/GC/gc/gc/gc_end_rec.con
\e[0;32mOK
\e[0m 0.01
15290 cic:/Marseille/GC/gc/gc/gc_stop_ind.con
\e[0;32mOK
\e[0m 0.01
15291 cic:/Marseille/GC/gc/gc/gc_stop_rec.con
\e[0;32mOK
\e[0m 0.01
15292 cic:/Marseille/GC/gc/gc/mark_node_ind.con
\e[0;32mOK
\e[0m 0.01
15293 cic:/Marseille/GC/gc/gc/mark_node_rec.con
\e[0;32mOK
\e[0m 0.01
15294 cic:/Marseille/GC/gc/gc/transition_ind.con
\e[0;32mOK
\e[0m 0.01
15295 cic:/Marseille/GC/card/card_facts/include_card.con
\e[0;32mOK
\e[0m 0.04
15296 cic:/Marseille/GC/card/card_facts/include_card_bis.con
\e[0;32mOK
\e[0m 0.07
15297 cic:/Marseille/GC/card/card/card_rem.con
\e[0;32mOK
\e[0m 0.10
15298 cic:/Marseille/CCS/Trans_Sys/trans_weak_eq.con
\e[0;31mFAIL
\e[0m
15299 cic:/Marseille/CCS/Trans_Sys/weak_eq_deriv_sym.con
\e[0;31mFAIL
\e[0m
15300 cic:/Lyon/STREAMS/GfpStreams/hd_nth.con
\e[0;32mOK
\e[0m 0.02
15301 cic:/Lyon/STREAMS/GfpStreams/out_hd_tail.con
\e[0;32mOK
\e[0m 0.08
15302 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/Properties/Y_tlX.var
\e[0;32mOK
\e[0m 0.01
15303 cic:/Lyon/STREAMS/Eratosthene/lemme1.con
\e[0;32mOK
\e[0m 0.02
15304 cic:/Lyon/STREAMS/Eratosthene/natext.ind
\e[0;32mOK
\e[0m 0.01
15305 cic:/Lyon/STREAMS/Eratosthene/nondivinf_ind.con
\e[0;32mOK
\e[0m 0.01
15306 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/Result_rect.con
\e[0;32mOK
\e[0m 0.02
15307 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/say.con
\e[0;32mOK
\e[0m 0.61
15308 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Always_stable.con
\e[0;32mOK
\e[0m 0.05
15309 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Evt_ind.con
\e[0;32mOK
\e[0m 0.01
15310 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Evt_stable.con
\e[0;32mOK
\e[0m 0.05
15311 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/PAlways.ind
\e[0;32mOK
\e[0m 0.01
15312 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/Wittness_ind.con
\e[0;32mOK
\e[0m 0.02
15313 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/ACKING_SinvT.con
\e[0;31mFAIL
\e[0m
15314 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/ACKING_UinvT.con
\e[0;31mFAIL
\e[0m
15315 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/ACK_SinvT.con
\e[0;31mFAIL
\e[0m
15316 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/ACK_ULoosed.con
\e[0;31mFAIL
\e[0m
15317 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/ACK_UinvT1.con
\e[0;31mFAIL
\e[0m
15318 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/ACK_UinvTC1.con
\e[0;31mFAIL
\e[0m
15319 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/OUT_UinvT1.con
\e[0;31mFAIL
\e[0m
15320 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/OUT_UinvT2.con
\e[0;31mFAIL
\e[0m
15321 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/SENDING_SinvR.con
\e[0;31mFAIL
\e[0m
15322 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/SENDING_SinvT.con
\e[0;31mFAIL
\e[0m
15323 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/SENDING_ULoosed.con
\e[0;31mFAIL
\e[0m
15324 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/SENDING_UinvT2.con
\e[0;31mFAIL
\e[0m
15325 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/SEND_SinvT.con
\e[0;31mFAIL
\e[0m
15326 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/SEND_ULoosed.con
\e[0;31mFAIL
\e[0m
15327 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/SEND_UinvT2.con
\e[0;31mFAIL
\e[0m
15328 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/inj_Lfun.con
\e[0;32mOK
\e[0m 0.02
15329 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/inj_Tfun.con
\e[0;32mOK
\e[0m 0.05
15330 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/inj_Tmess.con
\e[0;32mOK
\e[0m 0.02
15331 cic:/Lyon/PROCESSES/ABP/TRACES/Hypotheses/Exceptions_ind.con
\e[0;31mFAIL
\e[0m
15332 cic:/Lyon/PROCESSES/ABP/TRACES/Hypotheses/Fairness.con
\e[0;31mFAIL
\e[0m
15333 cic:/Lyon/PROCESSES/ABP/TRACES/Hypotheses/Precondition.con
\e[0;31mFAIL
\e[0m
15334 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/weak_derivative_ind.con
\e[0;32mOK
\e[0m 0.02
15335 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Processes/weak_eq.ind
\e[0;32mOK
\e[0m 0.03
15336 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/ACKING_SinvT.con
\e[0;31mFAIL
\e[0m
15337 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/ACKING_UinvT.con
\e[0;31mFAIL
\e[0m
15338 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/ACK_SinvT.con
\e[0;31mFAIL
\e[0m
15339 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/ACK_ULoosed.con
\e[0;31mFAIL
\e[0m
15340 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/ACK_UinvT1.con
\e[0;31mFAIL
\e[0m
15341 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/ACK_UinvTC1.con
\e[0;31mFAIL
\e[0m
15342 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/OUT_UinvT1.con
\e[0;31mFAIL
\e[0m
15343 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/OUT_UinvT2.con
\e[0;31mFAIL
\e[0m
15344 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/REPEAT_UinvTC1.con
\e[0;31mFAIL
\e[0m
15345 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/REPEAT_UinvTC2.con
\e[0;31mFAIL
\e[0m
15346 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/SENDING_SinvR.con
\e[0;31mFAIL
\e[0m
15347 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/SENDING_SinvT.con
\e[0;31mFAIL
\e[0m
15348 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/SENDING_ULoosed.con
\e[0;31mFAIL
\e[0m
15349 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/SENDING_UinvT2.con
\e[0;31mFAIL
\e[0m
15350 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/SEND_SinvT.con
\e[0;31mFAIL
\e[0m
15351 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/SEND_ULoosed.con
\e[0;31mFAIL
\e[0m
15352 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/SEND_UinvTC2.con
\e[0;31mFAIL
\e[0m
15353 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/inj_Lfun.con
\e[0;32mOK
\e[0m 0.02
15354 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/inj_Tfun.con
\e[0;32mOK
\e[0m 0.02
15355 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/inj_Tmess.con
\e[0;32mOK
\e[0m 0.02
15356 cic:/Lyon/IEEE754/Registers/register_of_Z.con
\e[0;32mOK
\e[0m 0.02
15357 cic:/Lyon/IEEE754/Registers/register_of_entier_bij2.con
\e[0;32mOK
\e[0m 0.03
15358 cic:/Lyon/IEEE754/IEEE754_def/concrete_IEEE.ind
\e[0;32mOK
\e[0m 0.02
15359 cic:/Lyon/IEEE754/Diadic/Dmult.con
\e[0;32mOK
\e[0m 0.02
15360 cic:/Lyon/IEEE754/Diadic/Dshift.con
\e[0;32mOK
\e[0m 0.01
15361 cic:/Lyon/IEEE754/Diadic/Dsucc.con
\e[0;32mOK
\e[0m 0.01
15362 cic:/Lyon/GRAPHS-BASICS/Vertices/V_eq_dec.con
\e[0;32mOK
\e[0m 0.02
15363 cic:/Lyon/GRAPHS-BASICS/Vertices/V_single_single_disjoint.con
\e[0;32mOK
\e[0m 0.01
15364 cic:/Lyon/GRAPHS-BASICS/Trees/Tree_isa_acyclic.con
\e[0;31mFAIL
\e[0m
15365 cic:/Lyon/GRAPHS-BASICS/Trees/Tree_isa_connected.con
\e[0;31mFAIL
\e[0m
15366 cic:/Lyon/GRAPHS-BASICS/Sets/Union_single_single.con
\e[0;32mOK
\e[0m 0.02
15367 cic:/Lyon/GRAPHS-BASICS/Paths/Closed_trail.con
\e[0;32mOK
\e[0m 0.02
15368 cic:/Lyon/GRAPHS-BASICS/Paths/Closed_walk.con
\e[0;32mOK
\e[0m 0.01
15369 cic:/Lyon/GRAPHS-BASICS/Paths/Cycle.con
\e[0;32mOK
\e[0m 0.01
15370 cic:/Lyon/GRAPHS-BASICS/Paths/P_backstep.con
\e[0;32mOK
\e[0m 0.05
15371 cic:/Lyon/GRAPHS-BASICS/Paths/P_when_cycle.con
\e[0;32mOK
\e[0m 0.05
15372 cic:/Lyon/GRAPHS-BASICS/Paths/Path_rect.con
\e[0;32mOK
\e[0m 0.02
15373 cic:/Lyon/GRAPHS-BASICS/Paths/Trail_rect.con
\e[0;32mOK
\e[0m 0.18
15374 cic:/Lyon/GRAPHS-BASICS/Paths/Walk_rect.con
\e[0;32mOK
\e[0m 0.14
15375 cic:/Lyon/GRAPHS-BASICS/Graphs/A_union_single_inter.con
\e[0;32mOK
\e[0m 0.04
15376 cic:/Lyon/GRAPHS-BASICS/Graphs/G_empty_empty.con
\e[0;31mFAIL
\e[0m
15377 cic:/Lyon/GRAPHS-BASICS/Graphs/G_ina_inv1.con
\e[0;31mFAIL
\e[0m
15378 cic:/Lyon/GRAPHS-BASICS/Graphs/G_ina_inv2.con
\e[0;31mFAIL
\e[0m
15379 cic:/Lyon/GRAPHS-BASICS/Graphs/G_non_directed.con
\e[0;31mFAIL
\e[0m
15380 cic:/Lyon/GRAPHS-BASICS/Graphs/G_order.con
\e[0;31mFAIL
\e[0m
15381 cic:/Lyon/GRAPHS-BASICS/Graphs/G_size.con
\e[0;31mFAIL
\e[0m
15382 cic:/Lyon/GRAPHS-BASICS/Graphs/graph_isa_digraph.con
\e[0;31mFAIL
\e[0m
15383 cic:/Lyon/GRAPHS-BASICS/Edges/A_union_edge_edge.con
\e[0;32mOK
\e[0m 0.03
15384 cic:/Lyon/GRAPHS-BASICS/Edges/E_set_diff3.con
\e[0;32mOK
\e[0m 0.01
15385 cic:/Lyon/GRAPHS-BASICS/Edges/E_set_diff4.con
\e[0;32mOK
\e[0m 0.01
15386 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_closed_trail.con
\e[0;32mOK
\e[0m 0.01
15387 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_closed_walk.con
\e[0;32mOK
\e[0m 0.01
15388 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_cycle.con
\e[0;32mOK
\e[0m 0.01
15389 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_path_rect.con
\e[0;32mOK
\e[0m 0.02
15390 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_trail_rect.con
\e[0;32mOK
\e[0m 0.02
15391 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_walk_rect.con
\e[0;32mOK
\e[0m 0.02
15392 cic:/Lyon/GRAPHS-BASICS/Digraphs/D_order.con
\e[0;31mFAIL
\e[0m
15393 cic:/Lyon/GRAPHS-BASICS/Digraphs/D_size.con
\e[0;31mFAIL
\e[0m
15394 cic:/Lyon/GRAPHS-BASICS/Degrees/In_and_out_neighbor.con
\e[0;32mOK
\e[0m 0.02
15395 cic:/Lyon/GRAPHS-BASICS/Degrees/neighbor_in_neighbor.con
\e[0;32mOK
\e[0m 0.01
15396 cic:/Lyon/GRAPHS-BASICS/Degrees/neighbor_out_neighbor.con
\e[0;32mOK
\e[0m 0.01
15397 cic:/Lyon/GRAPHS-BASICS/Connected/Connected_not_empty.con
\e[0;31mFAIL
\e[0m
15398 cic:/Lyon/GRAPHS-BASICS/Arcs/A_single_single_disjoint.con
\e[0;32mOK
\e[0m 0.01
15399 cic:/Lyon/FIRING-SQUAD/geom/Rec_SemiDiag.con
\e[0;32mOK
\e[0m 0.03
15400 cic:/Lyon/FIRING-SQUAD/geom/inter.con
\e[0;32mOK
\e[0m 0.02
15401 cic:/Lyon/FIRING-SQUAD/bib/SS_pred.con
\e[0;32mOK
\e[0m 0.02
15402 cic:/Lyon/FIRING-SQUAD/bib/SSminus_deux.con
\e[0;32mOK
\e[0m 0.01
15403 cic:/Lyon/FIRING-SQUAD/bib/le_SSS_triple.con
\e[0;32mOK
\e[0m 0.02
15404 cic:/Lyon/FIRING-SQUAD/bib/le_n_triplem.con
\e[0;32mOK
\e[0m 0.01
15405 cic:/Lyon/FIRING-SQUAD/bib/lt_O_double.con
\e[0;32mOK
\e[0m 0.01
15406 cic:/Lyon/FIRING-SQUAD/bib/lt_deux_O.con
\e[0;32mOK
\e[0m 0.01
15407 cic:/Lyon/FIRING-SQUAD/bib/minus_trois.con
\e[0;32mOK
\e[0m 0.01
15408 cic:/Lyon/FIRING-SQUAD/bib/plus_pred.con
\e[0;32mOK
\e[0m 0.01
15409 cic:/Lyon/FIRING-SQUAD/bib/quotient2.con
\e[0;31mFAIL
\e[0m
15410 cic:/Lyon/FIRING-SQUAD/bib/quotient3.con
\e[0;32mOK
\e[0m 0.01
15411 cic:/Lyon/FIRING-SQUAD/autom/Etat.con
\e[0;32mOK
\e[0m 0.01
15412 cic:/Lyon/FIRING-SQUAD/algo/length_next_line.con
\e[0;32mOK
\e[0m 0.03
15413 cic:/Lyon/FIRING-SQUAD/algo/nth_line.con
\e[0;32mOK
\e[0m 0.01
15414 cic:/Lyon/COINDUCTIVES/STREAMS/Examples/all_greater_than_m__are_here.con
\e[0;32mOK
\e[0m 0.02
15415 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/Cls_ind.con
\e[0;32mOK
\e[0m 0.02
15416 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/Cls_rec.con
\e[0;32mOK
\e[0m 0.01
15417 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/EqSt1_ind.con
\e[0;32mOK
\e[0m 0.01
15418 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/eqalters_body.con
\e[0;32mOK
\e[0m 0.01
15419 cic:/Lyon/CIRCUITS/Streams/Streams/Hd.var
\e[0;32mOK
\e[0m 0.01
15420 cic:/Lyon/CIRCUITS/Streams/Streams/StrIt.var
\e[0;32mOK
\e[0m 0.01
15421 cic:/Lyon/CIRCUITS/Streams/Streams/Tl.var
\e[0;32mOK
\e[0m 0.01
15422 cic:/Lyon/CIRCUITS/Multiplier/X.con
\e[0;32mOK
\e[0m 0.02
15423 cic:/Lyon/CIRCUITS/Multiplier/Y.con
\e[0;32mOK
\e[0m 0.01
15424 cic:/Lyon/CIRCUITS/Multiplier/cst_TI.con
\e[0;32mOK
\e[0m 0.01
15425 cic:/Lyon/CIRCUITS/Circ/CIRC.con
\e[0;32mOK
\e[0m 0.02
15426 cic:/Lyon/AUTOMATA/gram_g/Derivegstar_Derivestar.con
\e[0;32mOK
\e[0m 0.02
15427 cic:/Lyon/AUTOMATA/gram_aut/Conserve_App_s_u.con
\e[0;32mOK
\e[0m 0.02
15428 cic:/Lyon/AUTOMATA/gram_aut/Derivestar_P_A_2_imp_Derivestar_P_A_3.con
\e[0;32mOK
\e[0m 0.02
15429 cic:/Lyon/AUTOMATA/gram_aut/cut.con
\e[0;32mOK
\e[0m 0.02
15430 cic:/Lyon/AUTOMATA/gram_aut/APD/Gram.var
\e[0;32mOK
\e[0m 0.01
15431 cic:/Lyon/AUTOMATA/gram_aut/APD/d.var
\e[0;32mOK
\e[0m 0.00
15432 cic:/Lyon/AUTOMATA/gram5/gram5/Grammaire1.var
\e[0;32mOK
\e[0m 0.01
15433 cic:/Lyon/AUTOMATA/gram5/gram5/Grammaire2.var
\e[0;32mOK
\e[0m 0.01
15434 cic:/Lyon/AUTOMATA/gram4/gram4/C'.var
\e[0;32mOK
\e[0m 0.01
15435 cic:/Lyon/AUTOMATA/gram4/gram4/Vu.var
\e[0;32mOK
\e[0m 0.01
15436 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Gim2.var
\e[0;32mOK
\e[0m 0.01
15437 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Gram.var
\e[0;32mOK
\e[0m 0.01
15438 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Xim.var
\e[0;32mOK
\e[0m 0.00
15439 cic:/Lyon/AUTOMATA/gram2/resultats/Gim2.var
\e[0;32mOK
\e[0m 0.01
15440 cic:/Lyon/AUTOMATA/gram2/resultats/Xim.var
\e[0;32mOK
\e[0m 0.01
15441 cic:/Lyon/AUTOMATA/gram/Derive_inv3.con
\e[0;32mOK
\e[0m 0.02
15442 cic:/Lyon/AUTOMATA/gram/Derivestar_inclus.con
\e[0;32mOK
\e[0m 0.01
15443 cic:/Lyon/AUTOMATA/gram/LG_inv.con
\e[0;32mOK
\e[0m 0.01
15444 cic:/Lyon/AUTOMATA/gram/LG_langage.con
\e[0;32mOK
\e[0m 0.01
15445 cic:/Lyon/AUTOMATA/gram/Regles_union.con
\e[0;32mOK
\e[0m 0.01
15446 cic:/Lyon/AUTOMATA/gram/injproducd.con
\e[0;32mOK
\e[0m 0.01
15447 cic:/Lyon/AUTOMATA/gram/injproducg.con
\e[0;32mOK
\e[0m 0.01
15448 cic:/Lyon/AUTOMATA/gram/Easy_lemma_isGram/H.var
\e[0;32mOK
\e[0m 0.01
15449 cic:/Lyon/AUTOMATA/fonctions/Id_words_inclus.con
\e[0;32mOK
\e[0m 0.02
15450 cic:/Lyon/AUTOMATA/fonctions/application_imp_application_words.con
\e[0;32mOK
\e[0m 0.02
15451 cic:/Lyon/AUTOMATA/fonctions/dans_inv_f.con
\e[0;32mOK
\e[0m 0.01
15452 cic:/Lyon/AUTOMATA/fonctions/inv1.con
\e[0;32mOK
\e[0m 0.01
15453 cic:/Lyon/AUTOMATA/fonctions/inv2.con
\e[0;32mOK
\e[0m 0.01
15454 cic:/Lyon/AUTOMATA/fonctions/is_epi_f_over_image.con
\e[0;32mOK
\e[0m 0.02
15455 cic:/Lyon/AUTOMATA/fonctions/is_iso_words.con
\e[0;32mOK
\e[0m 0.01
15456 cic:/Lyon/AUTOMATA/fonctions/mono_epi_imp_iso.con
\e[0;32mOK
\e[0m 0.01
15457 cic:/Lyon/AUTOMATA/extract/parser/H.var
\e[0;32mOK
\e[0m 0.01
15458 cic:/Lyon/AUTOMATA/extract/parser/LL.var
\e[0;32mOK
\e[0m 0.00
15459 cic:/Lyon/AUTOMATA/extract/parser/d.var
\e[0;32mOK
\e[0m 0.01
15460 cic:/Lyon/AUTOMATA/Words/inmonoid_cons_inv.con
\e[0;32mOK
\e[0m 0.02
15461 cic:/Lyon/AUTOMATA/Words/inmonoid_cons_inv2.con
\e[0;32mOK
\e[0m 0.01
15462 cic:/Lyon/AUTOMATA/Words/inmonoid_map.con
\e[0;32mOK
\e[0m 0.01
15463 cic:/Lyon/AUTOMATA/Reg/Cheminmonoid.con
\e[0;32mOK
\e[0m 0.03
15464 cic:/Lyon/AUTOMATA/Reg/cheminA_monoid.con
\e[0;32mOK
\e[0m 0.01
15465 cic:/Lyon/AUTOMATA/Reg/chemin_lettre.con
\e[0;32mOK
\e[0m 0.01
15466 cic:/Lyon/AUTOMATA/Reg/dans_e1_q.con
\e[0;32mOK
\e[0m 0.02
15467 cic:/Lyon/AUTOMATA/Reg/dans_e2_q.con
\e[0;32mOK
\e[0m 0.02
15468 cic:/Lyon/AUTOMATA/Reg/nouvx_dans_qa.con
\e[0;32mOK
\e[0m 0.01
15469 cic:/Lyon/AUTOMATA/Reg/sync_d.con
\e[0;32mOK
\e[0m 0.01
15470 cic:/Lyon/AUTOMATA/RatReg/chemin_g0_g0.con
\e[0;32mOK
\e[0m 0.03
15471 cic:/Lyon/AUTOMATA/RatReg/extension_qd.con
\e[0;32mOK
\e[0m 0.03
15472 cic:/Lyon/AUTOMATA/RatReg/injd_d2.con
\e[0;32mOK
\e[0m 0.01
15473 cic:/Lyon/AUTOMATA/RatReg/injg_d1.con
\e[0;32mOK
\e[0m 0.01
15474 cic:/Lyon/AUTOMATA/RatReg/transition_dans_l.con
\e[0;32mOK
\e[0m 0.02
15475 cic:/Lyon/AUTOMATA/Rat/induction_star.con
\e[0;32mOK
\e[0m 0.02
15476 cic:/Lyon/AUTOMATA/Rat/isrationnal.ind
\e[0;32mOK
\e[0m 0.01
15477 cic:/Lyon/AUTOMATA/Rat/lw_imp_lstarlw.con
\e[0;32mOK
\e[0m 0.02
15478 cic:/Lyon/AUTOMATA/PushdownAutomata/Derive_P_A_ind.con
\e[0;32mOK
\e[0m 0.02
15479 cic:/Lyon/AUTOMATA/PushdownAutomata/Derivestar_P_A.con
\e[0;32mOK
\e[0m 0.01
15480 cic:/Lyon/AUTOMATA/PushdownAutomata/P_automata.con
\e[0;32mOK
\e[0m 0.01
15481 cic:/Lyon/AUTOMATA/Max/lt_n_sup.con
\e[0;32mOK
\e[0m 0.03
15482 cic:/Lyon/AUTOMATA/Ensf_union/dans_union_inv.con
\e[0;32mOK
\e[0m 0.01
15483 cic:/Lyon/AUTOMATA/Ensf_produit/coupl2.con
\e[0;32mOK
\e[0m 0.02
15484 cic:/Lyon/AUTOMATA/Ensf_produit/coupl3.con
\e[0;32mOK
\e[0m 0.03
15485 cic:/Lyon/AUTOMATA/Ensf_map/dans_map_trans.con
\e[0;32mOK
\e[0m 0.03
15486 cic:/Lyon/AUTOMATA/Ensf_map/map_inclus.con
\e[0;32mOK
\e[0m 0.01
15487 cic:/Lyon/AUTOMATA/Ensf_inter/inter_union.con
\e[0;32mOK
\e[0m 0.03
15488 cic:/Lyon/AUTOMATA/Ensf_inter/union_inter.con
\e[0;32mOK
\e[0m 0.02
15489 cic:/Lyon/AUTOMATA/Ensf_inclus/inclus_g.con
\e[0;32mOK
\e[0m 0.01
15490 cic:/Lyon/AUTOMATA/Ensf_inclus/inclus_g2.con
\e[0;32mOK
\e[0m 0.01
15491 cic:/Lyon/AUTOMATA/Ensf_inclus/singl_inclus_add.con
\e[0;32mOK
\e[0m 0.01
15492 cic:/Lyon/AUTOMATA/Ensf_inclus/union_inclus.con
\e[0;32mOK
\e[0m 0.01
15493 cic:/Lyon/AUTOMATA/Ensf_disj/absurd_injg_injd.con
\e[0;32mOK
\e[0m 0.03
15494 cic:/Lyon/AUTOMATA/Ensf_disj/dans_map_injd.con
\e[0;32mOK
\e[0m 0.02
15495 cic:/Lyon/AUTOMATA/Ensf_disj/dans_map_injg.con
\e[0;32mOK
\e[0m 0.02
15496 cic:/Lyon/AUTOMATA/Ensf_disj/inclus_union_disj.con
\e[0;32mOK
\e[0m 0.02
15497 cic:/Lyon/AUTOMATA/Ensf_disj/union_disj1.con
\e[0;32mOK
\e[0m 0.01
15498 cic:/Lyon/AUTOMATA/Ensf_disj/union_disj_d.con
\e[0;32mOK
\e[0m 0.01
15499 cic:/Lyon/AUTOMATA/Ensf_disj/union_disj_g.con
\e[0;32mOK
\e[0m 0.01
15500 cic:/Lyon/AUTOMATA/Dec/inclus_tq.con
\e[0;32mOK
\e[0m 0.02
15501 cic:/Lannion/polycont/huffman/encode.con
\e[0;32mOK
\e[0m 0.02
15502 cic:/Lannion/continuations/weight/tree_plus/lp_eq_Plp.con
\e[0;32mOK
\e[0m 0.01
15503 cic:/Lannion/continuations/weight/tests/le_dec.con
\e[0;32mOK
\e[0m 0.02
15504 cic:/Lannion/continuations/weight/specif/P_overweight_ind.con
\e[0;32mOK
\e[0m 0.02
15505 cic:/Lannion/continuations/weight/specif/P_overweight_rec.con
\e[0;32mOK
\e[0m 0.01
15506 cic:/Lannion/continuations/weight/specif/RESU.ind
\e[0;32mOK
\e[0m 0.01
15507 cic:/Lannion/continuations/weight/specif/RESU2_rect.con
\e[0;32mOK
\e[0m 0.01
15508 cic:/Lannion/continuations/weight/specif/RESUL_rect.con
\e[0;32mOK
\e[0m 0.01
15509 cic:/Lannion/continuations/weight/specif/SPEC_ind.con
\e[0;32mOK
\e[0m 0.01
15510 cic:/Lannion/continuations/weight/specif/condsum_accu_ind.con
\e[0;32mOK
\e[0m 0.01
15511 cic:/Lannion/continuations/weight/specif/condsum_accu_rec.con
\e[0;32mOK
\e[0m 0.01
15512 cic:/Lannion/continuations/weight/specif/lcond_rect.con
\e[0;32mOK
\e[0m 0.01
15513 cic:/Lannion/continuations/weight/specif/le_plus_trans_right.con
\e[0;32mOK
\e[0m 0.01
15514 cic:/Lannion/continuations/weight/decl_exc/inv_xv2_xl2_bool.con
\e[0;32mOK
\e[0m 0.02
15515 cic:/Lannion/continuations/weight/Nxaccu_ex/condsum_accu_handle.con
\e[0;32mOK
\e[0m 0.02
15516 cic:/Lannion/continuations/weight/Nmxaccu_ex/Tl_aux.con
\e[0;32mOK
\e[0m 0.02
15517 cic:/Lannion/continuations/weight/Nmxaccu_ex/condsum2_accu_cps.con
\e[0;32mOK
\e[0m 0.01
15518 cic:/Lannion/continuations/weight/Nmxaccu_ex/excl_overweight_list.con
\e[0;32mOK
\e[0m 0.02
15519 cic:/Lannion/continuations/weight/Nmxaccu_ex/lcond_cps.con
\e[0;32mOK
\e[0m 0.01
15520 cic:/Lannion/continuations/weight/Nmxaccu_ex/success_list.con
\e[0;32mOK
\e[0m 0.01
15521 cic:/Lannion/continuations/weight/Naccu_cc/algocc/N_abstr.var
\e[0;32mOK
\e[0m 0.01
15522 cic:/Lannion/continuations/weight/Naccu_cc/algocc/N_appli.var
\e[0;32mOK
\e[0m 0.00
15523 cic:/Lannion/continuations/weight/Naccu_cc/algocc/N_callcc.var
\e[0;32mOK
\e[0m 0.00
15524 cic:/Lannion/continuations/weight/Naccu_cc/algocc/N_letin.var
\e[0;32mOK
\e[0m 0.01
15525 cic:/Lannion/continuations/weight/Naccu_cc/algocc/N_throw.var
\e[0;32mOK
\e[0m 0.00
15526 cic:/Lannion/continuations/weight/Naccu_cc/algocc/contcc.var
\e[0;32mOK
\e[0m 0.00
15527 cic:/Lannion/continuations/cps/cps_Nmx/Nmx_elim_Nmx_glob.con
\e[0;32mOK
\e[0m 0.02
15528 cic:/Lannion/continuations/cps/cps_Nmx/Nmx_handle_glob.con
\e[0;32mOK
\e[0m 0.02
15529 cic:/Lannion/continuations/cps/cps_Nmx/Nmx_raise_glob.con
\e[0;32mOK
\e[0m 0.01
15530 cic:/Lannion/continuations/cps/cps_Nmx/Nmx_unit_glob.con
\e[0;32mOK
\e[0m 0.01
15531 cic:/Lannion/continuations/cps/cps_N/N_seq_glob.con
\e[0;32mOK
\e[0m 0.01
15532 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/L_TERM_decS.con
\e[0;32mOK
\e[0m 0.07
15533 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/L_TERM_l_term.con
\e[0;32mOK
\e[0m 0.02
15534 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/fun_eq_decP.con
\e[0;32mOK
\e[0m 0.01
15535 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/l_term_ind.con
\e[0;32mOK
\e[0m 0.02
15536 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/n_SO_Length_ConsArg.con
\e[0;32mOK
\e[0m 0.02
15537 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/quasiterm_eq_decS.con
\e[0;32mOK
\e[0m 0.10
15538 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/term.ind
\e[0;32mOK
\e[0m 0.00
15539 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/var_eq_decP.con
\e[0;32mOK
\e[0m 0.01
15540 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/IS_IN_LV_decS.con
\e[0;32mOK
\e[0m 0.03
15541 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/IS_IN_decS.con
\e[0;32mOK
\e[0m 0.05
15542 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/UnifConsArgfail1.con
\e[0;32mOK
\e[0m 0.02
15543 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unification_f_rect.con
\e[0;32mOK
\e[0m 0.01
15544 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/unif_comp.con
\e[0;32mOK
\e[0m 0.02
15545 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/IS_IN_IS_IN_LV.con
\e[0;32mOK
\e[0m 0.02
15546 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/IS_IN_LV_IS_IN.con
\e[0;32mOK
\e[0m 0.02
15547 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/REMOVE_Consv_n_eq_Headv.con
\e[0;32mOK
\e[0m 0.02
15548 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/REMOVE_IS_IN_LV_IS_IN_LV.con
\e[0;32mOK
\e[0m 0.01
15549 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/REMOVE_n_IS_IN_LV_eq.con
\e[0;32mOK
\e[0m 0.01
15550 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/REMOVE_n_eq_IS_IN_LV_IS_IN_LV.con
\e[0;32mOK
\e[0m 0.02
15551 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/V_stab.con
\e[0;32mOK
\e[0m 0.01
15552 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/clos_ind.con
\e[0;32mOK
\e[0m 0.01
15553 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/clos_rec.con
\e[0;32mOK
\e[0m 0.02
15554 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/diffelnb_DIFFELNB.con
\e[0;32mOK
\e[0m 0.02
15555 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/elem_subst_ind.con
\e[0;32mOK
\e[0m 0.01
15556 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/elem_subst_rec.con
\e[0;32mOK
\e[0m 0.01
15557 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/exp_comp_subst.con
\e[0;32mOK
\e[0m 0.01
15558 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/inclv_ind.con
\e[0;32mOK
\e[0m 0.01
15559 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/inclv_rec.con
\e[0;32mOK
\e[0m 0.01
15560 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/less_subst_ind.con
\e[0;32mOK
\e[0m 0.01
15561 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/min_unif.con
\e[0;32mOK
\e[0m 0.01
15562 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/n_range_n_IS_IN.con
\e[0;32mOK
\e[0m 0.01
15563 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/n_st_inclv_l_Nilv.con
\e[0;32mOK
\e[0m 0.01
15564 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/range_ind.con
\e[0;32mOK
\e[0m 0.01
15565 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/sig_REMOVE.con
\e[0;32mOK
\e[0m 0.02
15566 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/trans_SUB.con
\e[0;32mOK
\e[0m 0.01
15567 cic:/IdealX/idx-assoc/Assoc/assoc_add_correct_1.con
\e[0;32mOK
\e[0m 0.03
15568 cic:/IdealX/idx-assoc/Assoc/assoc_add_correct_2.con
\e[0;32mOK
\e[0m 0.01
15569 cic:/IdealX/idx-assoc/Assoc/assoc_add_mem_choice.con
\e[0;32mOK
\e[0m 0.02
15570 cic:/IdealX/idx-assoc/Assoc/assoc_add_mem_effect.con
\e[0;32mOK
\e[0m 0.02
15571 cic:/IdealX/idx-assoc/Assoc/assoc_del_correct_4.con
\e[0;32mOK
\e[0m 0.01
15572 cic:/IdealX/idx-assoc/Assoc/assoc_del_decrease_3.con
\e[0;32mOK
\e[0m 0.02
15573 cic:/IdealX/idx-assoc/Assoc/assoc_find_none_hasmem.con
\e[0;32mOK
\e[0m 0.02
15574 cic:/IdealX/idx-assoc/Assoc/assoc_hasmem_mem.con
\e[0;32mOK
\e[0m 0.01
15575 cic:/Eindhoven/POCKLINGTON/prime/ZPrime.con
\e[0;32mOK
\e[0m 0.01
15576 cic:/Eindhoven/POCKLINGTON/natZ/isnat_plus.con
\e[0;32mOK
\e[0m 0.03
15577 cic:/Eindhoven/POCKLINGTON/modulo/Mod.con
\e[0;32mOK
\e[0m 0.01
15578 cic:/Eindhoven/POCKLINGTON/modulo/ZMod.con
\e[0;32mOK
\e[0m 0.01
15579 cic:/Eindhoven/POCKLINGTON/list/mapmult_image.con
\e[0;32mOK
\e[0m 0.02
15580 cic:/Eindhoven/POCKLINGTON/list/mapmult_orig.con
\e[0;32mOK
\e[0m 0.02
15581 cic:/Eindhoven/POCKLINGTON/list/zmultDrop.con
\e[0;32mOK
\e[0m 0.01
15582 cic:/Eindhoven/POCKLINGTON/lemmas/le_diff0.con
\e[0;32mOK
\e[0m 0.02
15583 cic:/Eindhoven/POCKLINGTON/lemmas/le_mult_l.con
\e[0;32mOK
\e[0m 0.01
15584 cic:/Eindhoven/POCKLINGTON/lemmas/le_mult_r.con
\e[0;32mOK
\e[0m 0.01
15585 cic:/Eindhoven/POCKLINGTON/lemmas/le_n_nm.con
\e[0;32mOK
\e[0m 0.02
15586 cic:/Eindhoven/POCKLINGTON/lemmas/le_n_nn.con
\e[0;32mOK
\e[0m 0.01
15587 cic:/Eindhoven/POCKLINGTON/lemmas/n0n1_or_gt.con
\e[0;32mOK
\e[0m 0.01
15588 cic:/Eindhoven/POCKLINGTON/lemmas/sqr_ascend.con
\e[0;32mOK
\e[0m 0.02
15589 cic:/Eindhoven/POCKLINGTON/gcd/LinComb.con
\e[0;32mOK
\e[0m 0.02
15590 cic:/Eindhoven/POCKLINGTON/gcd/gcd.con
\e[0;32mOK
\e[0m 0.01
15591 cic:/Eindhoven/POCKLINGTON/exp/ZExp.con
\e[0;32mOK
\e[0m 0.02
15592 cic:/Eindhoven/POCKLINGTON/exp/exp_0.con
\e[0;32mOK
\e[0m 0.03
15593 cic:/Eindhoven/POCKLINGTON/exp/exp_1.con
\e[0;32mOK
\e[0m 0.02
15594 cic:/Eindhoven/POCKLINGTON/exp/exp_S.con
\e[0;32mOK
\e[0m 0.01
15595 cic:/Eindhoven/POCKLINGTON/exp/exp_eq.con
\e[0;32mOK
\e[0m 0.02
15596 cic:/Eindhoven/POCKLINGTON/exp/exp_not0.con
\e[0;32mOK
\e[0m 0.02
15597 cic:/Eindhoven/POCKLINGTON/exp/exp_pred_succ.con
\e[0;32mOK
\e[0m 0.01
15598 cic:/Eindhoven/POCKLINGTON/divides/div_minus_compat.con
\e[0;32mOK
\e[0m 0.03
15599 cic:/Eindhoven/POCKLINGTON/divides/div_plus_compat.con
\e[0;32mOK
\e[0m 0.02
15600 cic:/Eindhoven/POCKLINGTON/divides/div_plus_r.con
\e[0;32mOK
\e[0m 0.02
15601 cic:/Eindhoven/POCKLINGTON/dec/allbefore_ok.con
\e[0;32mOK
\e[0m 0.02
15602 cic:/Eindhoven/POCKLINGTON/dec/alldec.con
\e[0;32mOK
\e[0m 0.02
15603 cic:/Eindhoven/POCKLINGTON/dec/decDeMorgan.con
\e[0;32mOK
\e[0m 0.03
15604 cic:/Eindhoven/POCKLINGTON/dec/exbefore_ok.con
\e[0;32mOK
\e[0m 0.03
15605 cic:/Eindhoven/POCKLINGTON/dec/exdec.con
\e[0;32mOK
\e[0m 0.03
15606 cic:/Dyade/Otway-Rees/securite/BState_ind.con
\e[0;32mOK
\e[0m 0.02
15607 cic:/Dyade/Otway-Rees/securite/BState_rec.con
\e[0;32mOK
\e[0m 0.01
15608 cic:/Dyade/Otway-Rees/securite/D2.con
\e[0;32mOK
\e[0m 0.01
15609 cic:/Dyade/Otway-Rees/securite/GlobalState_rect.con
\e[0;32mOK
\e[0m 0.01
15610 cic:/Dyade/Otway-Rees/securite/equivS_ind.con
\e[0;32mOK
\e[0m 0.03
15611 cic:/Dyade/Otway-Rees/securite/equivknown.con
\e[0;32mOK
\e[0m 0.01
15612 cic:/Dyade/Otway-Rees/securite/equivncomp.con
\e[0;32mOK
\e[0m 0.01
15613 cic:/Dyade/Otway-Rees/securite/inv0.con
\e[0;32mOK
\e[0m 0.01
15614 cic:/Dyade/Otway-Rees/securite/inv1.con
\e[0;32mOK
\e[0m 0.01
15615 cic:/Dyade/Otway-Rees/securite/invP.con
\e[0;32mOK
\e[0m 0.01
15616 cic:/Dyade/Otway-Rees/securite/not_comp_of_ind.con
\e[0;32mOK
\e[0m 0.03
15617 cic:/Dyade/Otway-Rees/securite/rel1.con
\e[0;32mOK
\e[0m 0.01
15618 cic:/Dyade/Otway-Rees/securite/rel2.con
\e[0;32mOK
\e[0m 0.01
15619 cic:/Dyade/Otway-Rees/securite/rel3.con
\e[0;32mOK
\e[0m 0.01
15620 cic:/Dyade/Otway-Rees/securite/rel4.con
\e[0;32mOK
\e[0m 0.01
15621 cic:/Dyade/Otway-Rees/securite/rel5.con
\e[0;32mOK
\e[0m 0.01
15622 cic:/Dyade/Otway-Rees/securite/rel6.con
\e[0;32mOK
\e[0m 0.01
15623 cic:/Dyade/Otway-Rees/securite/rel7.con
\e[0;32mOK
\e[0m 0.01
15624 cic:/Dyade/Otway-Rees/securite/rel8.con
\e[0;32mOK
\e[0m 0.01
15625 cic:/Dyade/Otway-Rees/securite/rngs.con
\e[0;32mOK
\e[0m 0.01
15626 cic:/Coq/romega/ReflOmegaCore/T_OMEGA10.con
\e[0;32mOK
\e[0m 0.03
15627 cic:/Coq/romega/ReflOmegaCore/T_OMEGA15.con
\e[0;32mOK
\e[0m 0.02
15628 cic:/Coq/romega/ReflOmegaCore/Tred_factor2.con
\e[0;32mOK
\e[0m 0.01
15629 cic:/Coq/romega/ReflOmegaCore/Tred_factor3.con
\e[0;32mOK
\e[0m 0.02
15630 cic:/Coq/romega/ReflOmegaCore/Tred_factor4.con
\e[0;32mOK
\e[0m 0.01
15631 cic:/Coq/romega/ReflOmegaCore/e_step_ind.con
\e[0;32mOK
\e[0m 0.01
15632 cic:/Coq/romega/ReflOmegaCore/e_step_rec.con
\e[0;32mOK
\e[0m 0.01
15633 cic:/Coq/romega/ReflOmegaCore/eq_term_true.con
\e[0;32mOK
\e[0m 0.06
15634 cic:/Coq/romega/ReflOmegaCore/sum1.con
\e[0;32mOK
\e[0m 0.01
15635 cic:/Coq/romega/ReflOmegaCore/sum2.con
\e[0;32mOK
\e[0m 0.03
15636 cic:/Coq/romega/ReflOmegaCore/sum3.con
\e[0;32mOK
\e[0m 0.19
15637 cic:/Coq/ring/ZArithRing/Zeq_prop.con
\e[0;32mOK
\e[0m 0.02
15638 cic:/Coq/ring/Setoid_ring_theory/SSR_distr_right2.con
\e[0;32mOK
\e[0m 0.02
15639 cic:/Coq/ring/Setoid_ring_theory/STh_distr_right2.con
\e[0;32mOK
\e[0m 0.01
15640 cic:/Coq/ring/Setoid_ring_theory/STh_mult_zero_left.con
\e[0;32mOK
\e[0m 0.01
15641 cic:/Coq/ring/Setoid_ring_theory/STh_opp_opp.con
\e[0;32mOK
\e[0m 0.01
15642 cic:/Coq/ring/Setoid_ring_theory/STh_plus_opp_opp.con
\e[0;32mOK
\e[0m 0.03
15643 cic:/Coq/ring/Setoid_ring_theory/STh_plus_permute_opp.con
\e[0;32mOK
\e[0m 0.01
15644 cic:/Coq/ring/Setoid_ring_theory/STh_plus_reg_right.con
\e[0;32mOK
\e[0m 0.02
15645 cic:/Coq/ring/Setoid_ring_normalize/canonical_sum_prod.con
\e[0;32mOK
\e[0m 0.27
15646 cic:/Coq/ring/Setoid_ring_normalize/ics_aux.con
\e[0;32mOK
\e[0m 0.38
15647 cic:/Coq/ring/Setoid_ring_normalize/interp_m_ok.con
\e[0;32mOK
\e[0m 0.13
15648 cic:/Coq/ring/Setoid_ring_normalize/ivl_aux_ok.con
\e[0;32mOK
\e[0m 0.03
15649 cic:/Coq/ring/Ring_theory/SR_distr_right2.con
\e[0;32mOK
\e[0m 0.02
15650 cic:/Coq/ring/Ring_theory/Th_distr_right2.con
\e[0;32mOK
\e[0m 0.01
15651 cic:/Coq/ring/Ring_theory/Th_mult_zero_left.con
\e[0;32mOK
\e[0m 0.01
15652 cic:/Coq/ring/Ring_theory/Th_opp_opp.con
\e[0;32mOK
\e[0m 0.01
15653 cic:/Coq/ring/Ring_theory/Th_plus_opp_opp.con
\e[0;32mOK
\e[0m 0.02
15654 cic:/Coq/ring/Ring_theory/Th_plus_permute_opp.con
\e[0;32mOK
\e[0m 0.01
15655 cic:/Coq/ring/Ring_theory/Th_plus_reg_right.con
\e[0;32mOK
\e[0m 0.01
15656 cic:/Coq/ring/Ring_normalize/canonical_sum_prod.con
\e[0;32mOK
\e[0m 0.02
15657 cic:/Coq/ring/Ring_normalize/ics_aux.con
\e[0;32mOK
\e[0m 0.01
15658 cic:/Coq/ring/Ring_normalize/interp_m_ok.con
\e[0;32mOK
\e[0m 0.01
15659 cic:/Coq/ring/Ring_normalize/ivl_aux_ok.con
\e[0;32mOK
\e[0m 0.02
15660 cic:/Coq/ring/Ring_normalize/varlist_eq_prop.con
\e[0;32mOK
\e[0m 0.02
15661 cic:/Coq/ring/Ring_abstract/abstract_sum_prod.con
\e[0;32mOK
\e[0m 0.02
15662 cic:/Coq/ring/Ring_abstract/iacs_aux.con
\e[0;32mOK
\e[0m 0.01
15663 cic:/Coq/ring/Ring_abstract/isacs_aux.con
\e[0;32mOK
\e[0m 0.01
15664 cic:/Coq/ring/Ring_abstract/signed_sum_prod.con
\e[0;32mOK
\e[0m 0.01
15665 cic:/Coq/ring/NArithRing/Neq_prop.con
\e[0;32mOK
\e[0m 0.02
15666 cic:/Coq/ring/ArithRing/NatTheory.con
\e[0;32mOK
\e[0m 0.02
15667 cic:/Coq/omega/OmegaLemmas/OMEGA3.con
\e[0;32mOK
\e[0m 0.01
15668 cic:/Coq/omega/OmegaLemmas/OMEGA5.con
\e[0;32mOK
\e[0m 0.01
15669 cic:/Coq/fourier/Fourier_util/Rfourier_lt_le.con
\e[0;32mOK
\e[0m 0.02
15670 cic:/Coq/fourier/Fourier_util/Rfourier_lt_lt.con
\e[0;32mOK
\e[0m 0.01
15671 cic:/Coq/fourier/Fourier_util/Rfourier_not_le_gt.con
\e[0;32mOK
\e[0m 0.01
15672 cic:/Coq/fourier/Fourier_util/Rfourier_not_lt_ge.con
\e[0;32mOK
\e[0m 0.01
15673 cic:/Coq/field/Field_Theory/RT.con
\e[0;32mOK
\e[0m 0.02
15674 cic:/Coq/field/Field_Theory/Th_inv_def.con
\e[0;32mOK
\e[0m 0.01
15675 cic:/Coq/field/Field_Theory/eqExprA_O.con
\e[0;32mOK
\e[0m 0.22
15676 cic:/Coq/field/Field_Theory/monom_remove.con
\e[0;32mOK
\e[0m 0.17
15677 cic:/Coq/field/Field_Theory/Theory_of_fields/AeqT.var
\e[0;32mOK
\e[0m 0.02
15678 cic:/Coq/field/Field_Theory/Theory_of_fields/AinvT.var
\e[0;32mOK
\e[0m 0.00
15679 cic:/Coq/field/Field_Theory/Theory_of_fields/AmultT.var
\e[0;32mOK
\e[0m 0.01
15680 cic:/Coq/field/Field_Theory/Theory_of_fields/AoneT.var
\e[0;32mOK
\e[0m 0.00
15681 cic:/Coq/field/Field_Theory/Theory_of_fields/AoppT.var
\e[0;32mOK
\e[0m 0.00
15682 cic:/Coq/field/Field_Theory/Theory_of_fields/AplusT.var
\e[0;32mOK
\e[0m 0.01
15683 cic:/Coq/field/Field_Theory/Theory_of_fields/AzeroT.var
\e[0;32mOK
\e[0m 0.00
15684 cic:/Coq/ZArith/auxiliary/Zred_factor0.con
\e[0;32mOK
\e[0m 0.02
15685 cic:/Coq/ZArith/auxiliary/Zred_factor5.con
\e[0;32mOK
\e[0m 0.01
15686 cic:/Coq/ZArith/Zsqrt/sqrt_data.ind
\e[0;32mOK
\e[0m 0.02
15687 cic:/Coq/ZArith/Zpower/Zdiv_rest_proofs.ind
\e[0;32mOK
\e[0m 0.02
15688 cic:/Coq/ZArith/Zpower/Zpower.con
\e[0;32mOK
\e[0m 0.01
15689 cic:/Coq/ZArith/Zorder/Zeq_le.con
\e[0;32mOK
\e[0m 0.02
15690 cic:/Coq/ZArith/Zorder/Zle_0_nat.con
\e[0;32mOK
\e[0m 0.01
15691 cic:/Coq/ZArith/Zorder/Ztrichotomy_inf.con
\e[0;32mOK
\e[0m 0.02
15692 cic:/Coq/ZArith/Znumtheory/Bezout.ind
\e[0;32mOK
\e[0m 0.02
15693 cic:/Coq/ZArith/Znumtheory/Zdivide_ind.con
\e[0;32mOK
\e[0m 0.01
15694 cic:/Coq/ZArith/Znumtheory/Zis_gcd.ind
\e[0;32mOK
\e[0m 0.01
15695 cic:/Coq/ZArith/Zmin/Zle_min_r.con
\e[0;32mOK
\e[0m 0.03
15696 cic:/Coq/ZArith/Zmin/Zmax1.con
\e[0;32mOK
\e[0m 0.02
15697 cic:/Coq/ZArith/Zeven/Zodd_div2.con
\e[0;32mOK
\e[0m 0.03
15698 cic:/Coq/ZArith/Zcompare/Zcompare_Eq_iff_eq.con
\e[0;32mOK
\e[0m 0.02
15699 cic:/Coq/ZArith/Zcompare/Zcompare_Gt_Lt_antisym.con
\e[0;32mOK
\e[0m 0.02
15700 cic:/Coq/ZArith/Zcompare/Zcompare_Gt_spec.con
\e[0;32mOK
\e[0m 0.03
15701 cic:/Coq/ZArith/Zcompare/Zcompare_elim.con
\e[0;32mOK
\e[0m 0.01
15702 cic:/Coq/ZArith/Zcompare/Zcompare_opp.con
\e[0;32mOK
\e[0m 0.01
15703 cic:/Coq/ZArith/Zbinary/Z_div2_value.con
\e[0;32mOK
\e[0m 0.02
15704 cic:/Coq/ZArith/Zbinary/Z_to_binary_Sn.con
\e[0;32mOK
\e[0m 0.03
15705 cic:/Coq/ZArith/Zbinary/binary_value.con
\e[0;32mOK
\e[0m 0.01
15706 cic:/Coq/ZArith/Zbinary/two_compl_value.con
\e[0;32mOK
\e[0m 0.02
15707 cic:/Coq/ZArith/ZArith_dec/Z_ge_lt_dec.con
\e[0;32mOK
\e[0m 0.02
15708 cic:/Coq/ZArith/ZArith_dec/Z_gt_le_dec.con
\e[0;32mOK
\e[0m 0.01
15709 cic:/Coq/ZArith/ZArith_dec/Z_le_gt_dec.con
\e[0;32mOK
\e[0m 0.02
15710 cic:/Coq/ZArith/ZArith_dec/Z_lt_ge_dec.con
\e[0;32mOK
\e[0m 0.01
15711 cic:/Coq/ZArith/BinInt/Z_eq_mult.con
\e[0;32mOK
\e[0m 0.02
15712 cic:/Coq/ZArith/BinInt/Zminus.con
\e[0;32mOK
\e[0m 0.01
15713 cic:/Coq/ZArith/BinInt/Zneg_plus_distr.con
\e[0;32mOK
\e[0m 0.01
15714 cic:/Coq/ZArith/BinInt/Zopp_mult_distr_l_reverse.con
\e[0;32mOK
\e[0m 0.01
15715 cic:/Coq/ZArith/BinInt/Zopp_plus_distr.con
\e[0;32mOK
\e[0m 0.02
15716 cic:/Coq/ZArith/BinInt/Zplus_0_l.con
\e[0;32mOK
\e[0m 0.01
15717 cic:/Coq/ZArith/BinInt/Zplus_0_r.con
\e[0;32mOK
\e[0m 0.01
15718 cic:/Coq/ZArith/BinInt/Zplus_comm.con
\e[0;32mOK
\e[0m 0.02
15719 cic:/Coq/ZArith/BinInt/Zplus_eq_compat.con
\e[0;32mOK
\e[0m 0.01
15720 cic:/Coq/ZArith/BinInt/Zplus_opp_r.con
\e[0;32mOK
\e[0m 0.01
15721 cic:/Coq/ZArith/BinInt/Zpos_plus_distr.con
\e[0;32mOK
\e[0m 0.01
15722 cic:/Coq/ZArith/BinInt/Zpos_xI.con
\e[0;32mOK
\e[0m 0.01
15723 cic:/Coq/ZArith/BinInt/Zpred.con
\e[0;32mOK
\e[0m 0.01
15724 cic:/Coq/ZArith/BinInt/Zsucc.con
\e[0;32mOK
\e[0m 0.01
15725 cic:/Coq/Wellfounded/Well_Ordering/wf_WO.con
\e[0;32mOK
\e[0m 0.05
15726 cic:/Coq/Wellfounded/Union/Acc_union.con
\e[0;32mOK
\e[0m 0.04
15727 cic:/Coq/Wellfounded/Transitive_Closure/wf_clos_trans.con
\e[0;32mOK
\e[0m 0.02
15728 cic:/Coq/Wellfounded/Lexicographic_Product/acc_A_B_lexprod.con
\e[0;32mOK
\e[0m 0.09
15729 cic:/Coq/Wellfounded/Lexicographic_Product/wf_swapprod.con
\e[0;32mOK
\e[0m 0.01
15730 cic:/Coq/Wellfounded/Lexicographic_Exponentiation/acc_app.con
\e[0;32mOK
\e[0m 0.02
15731 cic:/Coq/Wellfounded/Lexicographic_Exponentiation/desc_prefix.con
\e[0;32mOK
\e[0m 0.06
15732 cic:/Coq/Wellfounded/Inverse_Image/wf_inverse_image.con
\e[0;32mOK
\e[0m 0.02
15733 cic:/Coq/Wellfounded/Disjoint_Union/wf_disjoint_sum.con
\e[0;32mOK
\e[0m 0.02
15734 cic:/Coq/Sorting/Sorting/merge_lem.ind
\e[0;32mOK
\e[0m 0.02
15735 cic:/Coq/Sorting/Sorting/sort_rec.con
\e[0;32mOK
\e[0m 0.02
15736 cic:/Coq/Sorting/Permutation/list_contents_app.con
\e[0;32mOK
\e[0m 0.03
15737 cic:/Coq/Sorting/Permutation/permutation.con
\e[0;32mOK
\e[0m 0.01
15738 cic:/Coq/Sorting/Heap/build_heap.ind
\e[0;32mOK
\e[0m 0.01
15739 cic:/Coq/Sorting/Heap/equiv_Tree.con
\e[0;32mOK
\e[0m 0.01
15740 cic:/Coq/Sorting/Heap/flat_spec.ind
\e[0;32mOK
\e[0m 0.01
15741 cic:/Coq/Sorting/Heap/insert_spec.ind
\e[0;32mOK
\e[0m 0.01
15742 cic:/Coq/Sorting/Heap/is_heap_rec.con
\e[0;32mOK
\e[0m 0.02
15743 cic:/Coq/Sets/Uniset/treesort_twist1.con
\e[0;32mOK
\e[0m 0.02
15744 cic:/Coq/Sets/Uniset/uniset_twist2.con
\e[0;32mOK
\e[0m 0.02
15745 cic:/Coq/Sets/Relations_3/Confluent.con
\e[0;32mOK
\e[0m 0.02
15746 cic:/Coq/Sets/Relations_3/Locally_confluent.con
\e[0;32mOK
\e[0m 0.01
15747 cic:/Coq/Sets/Relations_2_facts/RstarRplus_RRstar.con
\e[0;32mOK
\e[0m 0.03
15748 cic:/Coq/Sets/Relations_2_facts/Rstar_equiv_Rstar1.con
\e[0;32mOK
\e[0m 0.02
15749 cic:/Coq/Sets/Relations_2_facts/Rsym_imp_Rstarsym.con
\e[0;32mOK
\e[0m 0.01
15750 cic:/Coq/Sets/Relations_2_facts/Sstar_contains_Rstar.con
\e[0;32mOK
\e[0m 0.01
15751 cic:/Coq/Sets/Relations_1/Equivalence_ind.con
\e[0;32mOK
\e[0m 0.02
15752 cic:/Coq/Sets/Relations_1/Equivalence_rec.con
\e[0;32mOK
\e[0m 0.01
15753 cic:/Coq/Sets/Relations_1/Order_ind.con
\e[0;32mOK
\e[0m 0.01
15754 cic:/Coq/Sets/Relations_1/Order_rec.con
\e[0;32mOK
\e[0m 0.01
15755 cic:/Coq/Sets/Relations_1/PER_ind.con
\e[0;32mOK
\e[0m 0.01
15756 cic:/Coq/Sets/Relations_1/PER_rec.con
\e[0;32mOK
\e[0m 0.01
15757 cic:/Coq/Sets/Relations_1/Preorder_ind.con
\e[0;32mOK
\e[0m 0.01
15758 cic:/Coq/Sets/Relations_1/Preorder_rec.con
\e[0;32mOK
\e[0m 0.01
15759 cic:/Coq/Sets/Powerset_facts/Couple_as_union.con
\e[0;32mOK
\e[0m 0.03
15760 cic:/Coq/Sets/Powerset_facts/Distributivity'.con
\e[0;32mOK
\e[0m 0.05
15761 cic:/Coq/Sets/Powerset_facts/Distributivity.con
\e[0;32mOK
\e[0m 0.05
15762 cic:/Coq/Sets/Powerset_facts/Empty_set_zero.con
\e[0;32mOK
\e[0m 0.02
15763 cic:/Coq/Sets/Powerset_facts/Intersection_commutative.con
\e[0;32mOK
\e[0m 0.02
15764 cic:/Coq/Sets/Powerset_facts/Non_disjoint_union'.con
\e[0;32mOK
\e[0m 0.02
15765 cic:/Coq/Sets/Powerset_facts/Non_disjoint_union.con
\e[0;32mOK
\e[0m 0.02
15766 cic:/Coq/Sets/Powerset_facts/Triple_as_union.con
\e[0;32mOK
\e[0m 0.04
15767 cic:/Coq/Sets/Powerset_facts/Union_absorbs.con
\e[0;32mOK
\e[0m 0.01
15768 cic:/Coq/Sets/Powerset_facts/Union_associative.con
\e[0;32mOK
\e[0m 0.04
15769 cic:/Coq/Sets/Powerset_facts/Union_commutative.con
\e[0;32mOK
\e[0m 0.02
15770 cic:/Coq/Sets/Powerset_facts/Union_idempotent.con
\e[0;32mOK
\e[0m 0.01
15771 cic:/Coq/Sets/Powerset_facts/incl_add.con
\e[0;32mOK
\e[0m 0.01
15772 cic:/Coq/Sets/Powerset_facts/incl_add_x.con
\e[0;32mOK
\e[0m 0.02
15773 cic:/Coq/Sets/Powerset_facts/less_than_empty.con
\e[0;32mOK
\e[0m 0.01
15774 cic:/Coq/Sets/Powerset_Classical_facts/add_soustr_2.con
\e[0;32mOK
\e[0m 0.02
15775 cic:/Coq/Sets/Powerset_Classical_facts/add_soustr_xy.con
\e[0;32mOK
\e[0m 0.04
15776 cic:/Coq/Sets/Powerset_Classical_facts/incl_soustr.con
\e[0;32mOK
\e[0m 0.02
15777 cic:/Coq/Sets/Powerset_Classical_facts/incl_soustr_add_r.con
\e[0;32mOK
\e[0m 0.01
15778 cic:/Coq/Sets/Powerset/Inclusion_is_an_order.con
\e[0;32mOK
\e[0m 0.03
15779 cic:/Coq/Sets/Partial_Order/Carrier_of.con
\e[0;32mOK
\e[0m 0.01
15780 cic:/Coq/Sets/Partial_Order/PO_rect.con
\e[0;32mOK
\e[0m 0.01
15781 cic:/Coq/Sets/Partial_Order/Rel_of.con
\e[0;32mOK
\e[0m 0.01
15782 cic:/Coq/Sets/Partial_Order/Partial_orders/p.var
\e[0;32mOK
\e[0m 0.01
15783 cic:/Coq/Sets/Partial_Order/Partial_order_facts/D.var
\e[0;32mOK
\e[0m 0.02
15784 cic:/Coq/Sets/Multiset/multiset_twist1.con
\e[0;32mOK
\e[0m 0.02
15785 cic:/Coq/Sets/Multiset/munion_perm_left.con
\e[0;32mOK
\e[0m 0.02
15786 cic:/Coq/Sets/Multiset/munion_rotate.con
\e[0;32mOK
\e[0m 0.02
15787 cic:/Coq/Sets/Infinite_sets/Approximant.ind
\e[0;32mOK
\e[0m 0.02
15788 cic:/Coq/Sets/Image/Im_add.con
\e[0;32mOK
\e[0m 0.05
15789 cic:/Coq/Sets/Image/In_Image_elim.con
\e[0;32mOK
\e[0m 0.02
15790 cic:/Coq/Sets/Image/image_empty.con
\e[0;32mOK
\e[0m 0.02
15791 cic:/Coq/Sets/Image/not_injective_elim.con
\e[0;32mOK
\e[0m 0.02
15792 cic:/Coq/Sets/Finite_sets/Finite_ind.con
\e[0;32mOK
\e[0m 0.02
15793 cic:/Coq/Sets/Finite_sets/cardinal_ind.con
\e[0;32mOK
\e[0m 0.01
15794 cic:/Coq/Sets/Ensembles/Disjoint_ind.con
\e[0;32mOK
\e[0m 0.02
15795 cic:/Coq/Sets/Ensembles/Disjoint_rec.con
\e[0;32mOK
\e[0m 0.01
15796 cic:/Coq/Sets/Cpo/Bounds/D.var
\e[0;32mOK
\e[0m 0.02
15797 cic:/Coq/Sets/Constructive_sets/Inhabited_add.con
\e[0;32mOK
\e[0m 0.03
15798 cic:/Coq/Sets/Classical_sets/Complement_Complement.con
\e[0;32mOK
\e[0m 0.02
15799 cic:/Coq/Sets/Classical_sets/Included_Strict_Included.con
\e[0;32mOK
\e[0m 0.02
15800 cic:/Coq/Sets/Classical_sets/Strict_super_set_contains_new_element.con
\e[0;32mOK
\e[0m 0.02
15801 cic:/Coq/Sets/Classical_sets/not_empty_Inhabited.con
\e[0;32mOK
\e[0m 0.02
15802 cic:/Coq/Relations/Relation_Definitions/PER_ind.con
\e[0;32mOK
\e[0m 0.01
15803 cic:/Coq/Relations/Relation_Definitions/PER_rec.con
\e[0;32mOK
\e[0m 0.01
15804 cic:/Coq/Relations/Relation_Definitions/equivalence_ind.con
\e[0;32mOK
\e[0m 0.01
15805 cic:/Coq/Relations/Relation_Definitions/equivalence_rec.con
\e[0;32mOK
\e[0m 0.01
15806 cic:/Coq/Relations/Relation_Definitions/order_ind.con
\e[0;32mOK
\e[0m 0.01
15807 cic:/Coq/Relations/Relation_Definitions/order_rec.con
\e[0;32mOK
\e[0m 0.01
15808 cic:/Coq/Relations/Relation_Definitions/preorder_ind.con
\e[0;32mOK
\e[0m 0.01
15809 cic:/Coq/Relations/Relation_Definitions/preorder_rec.con
\e[0;32mOK
\e[0m 0.01
15810 cic:/Coq/Relations/Newman/Rstar_coherence.con
\e[0;32mOK
\e[0m 0.02
15811 cic:/Coq/Relations/Newman/coherence_sym.con
\e[0;32mOK
\e[0m 0.01
15812 cic:/Coq/Relations/Newman/Newman/Rstar_Rstar'.var
\e[0;32mOK
\e[0m 0.02
15813 cic:/Coq/Relations/Newman/Newman/Newman_section/Hyp2.var
\e[0;32mOK
\e[0m 0.01
15814 cic:/Coq/Relations/Newman/Newman/Newman_section/Induct/hyp_ind.var
\e[0;32mOK
\e[0m 0.01
15815 cic:/Coq/Reals/SeqProp/maj_ss.con
\e[0;32mOK
\e[0m 0.02
15816 cic:/Coq/Reals/SeqProp/maj_sup.con
\e[0;32mOK
\e[0m 0.01
15817 cic:/Coq/Reals/SeqProp/min_inf.con
\e[0;32mOK
\e[0m 0.01
15818 cic:/Coq/Reals/SeqProp/min_ss.con
\e[0;32mOK
\e[0m 0.01
15819 cic:/Coq/Reals/Rtrigo/cos_lb.con
\e[0;32mOK
\e[0m 0.02
15820 cic:/Coq/Reals/Rtrigo/cos_ub.con
\e[0;32mOK
\e[0m 0.01
15821 cic:/Coq/Reals/Rtrigo/sin_lb.con
\e[0;32mOK
\e[0m 0.01
15822 cic:/Coq/Reals/Rtrigo/sin_ub.con
\e[0;32mOK
\e[0m 0.01
15823 cic:/Coq/Reals/Rlimit/Metric_Space_ind.con
\e[0;32mOK
\e[0m 0.02
15824 cic:/Coq/Reals/Rlimit/Metric_Space_rec.con
\e[0;32mOK
\e[0m 0.05
15825 cic:/Coq/Reals/Rlimit/dist.con
\e[0;32mOK
\e[0m 0.01
15826 cic:/Coq/Reals/RList/RList_P20.con
\e[0;32mOK
\e[0m 0.04
15827 cic:/Coq/Reals/RList/RList_P4.con
\e[0;32mOK
\e[0m 0.02
15828 cic:/Coq/Reals/RIneq/Rle_or_lt.con
\e[0;32mOK
\e[0m 0.02
15829 cic:/Coq/Reals/RIneq/Rlt_dichotomy_converse.con
\e[0;32mOK
\e[0m 0.01
15830 cic:/Coq/Reals/RIneq/Rnot_ge_lt.con
\e[0;32mOK
\e[0m 0.01
15831 cic:/Coq/Reals/RIneq/Rnot_gt_le.con
\e[0;32mOK
\e[0m 0.01
15832 cic:/Coq/Reals/RIneq/Rnot_lt_le.con
\e[0;32mOK
\e[0m 0.01
15833 cic:/Coq/Reals/RIneq/Rplus_eq_0_l.con
\e[0;32mOK
\e[0m 0.01
15834 cic:/Coq/Reals/RIneq/Rplus_le_compat.con
\e[0;32mOK
\e[0m 0.01
15835 cic:/Coq/Reals/RIneq/Rplus_le_lt_compat.con
\e[0;32mOK
\e[0m 0.01
15836 cic:/Coq/Reals/RIneq/completeness_weak.con
\e[0;32mOK
\e[0m 0.01
15837 cic:/Coq/Reals/RIneq/inser_trans_R.con
\e[0;32mOK
\e[0m 0.02
15838 cic:/Coq/Reals/RIneq/sum_inequa_Rle_lt.con
\e[0;32mOK
\e[0m 0.01
15839 cic:/Coq/Reals/RIneq/tech_Rplus.con
\e[0;32mOK
\e[0m 0.01
15840 cic:/Coq/Reals/Exp_prop/div2_not_R0.con
\e[0;32mOK
\e[0m 0.03
15841 cic:/Coq/Reals/ArithProp/le_minusni_n.con
\e[0;32mOK
\e[0m 0.02
15842 cic:/Coq/NArith/Pnat/Pmult_nat_l_plus_morphism.con
\e[0;32mOK
\e[0m 0.04
15843 cic:/Coq/NArith/Pnat/Pmult_nat_r_plus_morphism.con
\e[0;32mOK
\e[0m 0.02
15844 cic:/Coq/NArith/Pnat/ZL7.con
\e[0;32mOK
\e[0m 0.01
15845 cic:/Coq/NArith/Pnat/ZL8.con
\e[0;32mOK
\e[0m 0.01
15846 cic:/Coq/NArith/Pnat/lt_O_nat_of_P.con
\e[0;32mOK
\e[0m 0.01
15847 cic:/Coq/NArith/Pnat/nat_of_P_o_P_of_succ_nat_eq_succ.con
\e[0;32mOK
\e[0m 0.01
15848 cic:/Coq/NArith/Pnat/nat_of_P_plus_carry_morphism.con
\e[0;32mOK
\e[0m 0.01
15849 cic:/Coq/NArith/BinPos/Pplus_carry_pred_eq_plus.con
\e[0;32mOK
\e[0m 0.02
15850 cic:/Coq/NArith/BinPos/Pplus_reg_r.con
\e[0;32mOK
\e[0m 0.14
15851 cic:/Coq/NArith/BinPos/Pplus_succ_permute_l.con
\e[0;32mOK
\e[0m 0.01
15852 cic:/Coq/NArith/BinNat/Nplus_comm.con
\e[0;32mOK
\e[0m 0.02
15853 cic:/Coq/Logic/Hurkens/Omega.con
\e[0;32mOK
\e[0m 0.01
15854 cic:/Coq/Logic/Hurkens/lemma2.con
\e[0;32mOK
\e[0m 0.01
15855 cic:/Coq/Logic/Eqdep_dec/eq_proofs_unicity.con
\e[0;32mOK
\e[0m 0.02
15856 cic:/Coq/Logic/Eqdep/UIP_refl.con
\e[0;32mOK
\e[0m 0.01
15857 cic:/Coq/Logic/ClassicalFacts/aux.con
\e[0;32mOK
\e[0m 0.02
15858 cic:/Coq/Logic/Berardi/not_has_fixpoint.con
\e[0;32mOK
\e[0m 0.03
15859 cic:/Coq/Lists/TheoryList/InR_app_or.con
\e[0;32mOK
\e[0m 0.02
15860 cic:/Coq/Lists/Streams/Str_nth_plus.con
\e[0;32mOK
\e[0m 0.02
15861 cic:/Coq/Lists/MonoList/ass_app.con
\e[0;32mOK
\e[0m 0.01
15862 cic:/Coq/Lists/MonoList/incl_app.con
\e[0;32mOK
\e[0m 0.01
15863 cic:/Coq/Lists/MonoList/incl_appl.con
\e[0;32mOK
\e[0m 0.01
15864 cic:/Coq/Lists/MonoList/incl_appr.con
\e[0;32mOK
\e[0m 0.01
15865 cic:/Coq/Lists/MonoList/lel_tail.con
\e[0;32mOK
\e[0m 0.01
15866 cic:/Coq/Lists/ListSet/set_diff_trivial.con
\e[0;32mOK
\e[0m 0.01
15867 cic:/Coq/Lists/ListSet/set_inter_elim.con
\e[0;32mOK
\e[0m 0.01
15868 cic:/Coq/Lists/ListSet/set_union_emptyL.con
\e[0;32mOK
\e[0m 0.16
15869 cic:/Coq/Lists/ListSet/set_union_emptyR.con
\e[0;32mOK
\e[0m 0.14
15870 cic:/Coq/Lists/ListSet/set_union_intro.con
\e[0;32mOK
\e[0m 0.05
15871 cic:/Coq/Lists/List/lel_tail.con
\e[0;32mOK
\e[0m 0.02
15872 cic:/Coq/Lists/List/nth_In.con
\e[0;32mOK
\e[0m 0.02
15873 cic:/Coq/Lists/List/rev_unit.con
\e[0;32mOK
\e[0m 0.01
15874 cic:/Coq/IntMap/Mapsubset/MapDisjoint_1.con
\e[0;32mOK
\e[0m 0.01
15875 cic:/Coq/IntMap/Mapsubset/MapDisjoint_M2.con
\e[0;32mOK
\e[0m 0.03
15876 cic:/Coq/IntMap/Mapsubset/MapDisjoint_M2_l.con
\e[0;32mOK
\e[0m 0.05
15877 cic:/Coq/IntMap/Mapsubset/MapDisjoint_M2_r.con
\e[0;32mOK
\e[0m 0.04
15878 cic:/Coq/IntMap/Mapsubset/MapDisjoint_sym.con
\e[0;32mOK
\e[0m 0.01
15879 cic:/Coq/IntMap/Mapsubset/MapSubset_1.con
\e[0;32mOK
\e[0m 0.01
15880 cic:/Coq/IntMap/Mapsubset/MapSubset_2.con
\e[0;32mOK
\e[0m 0.01
15881 cic:/Coq/IntMap/Mapsubset/MapSubset_Disjoint.con
\e[0;32mOK
\e[0m 0.01
15882 cic:/Coq/IntMap/Mapsubset/MapSubset_Disjoint_l.con
\e[0;32mOK
\e[0m 0.02
15883 cic:/Coq/IntMap/Mapsubset/MapSubset_Disjoint_r.con
\e[0;32mOK
\e[0m 0.02
15884 cic:/Coq/IntMap/Mapsubset/MapSubset_refl.con
\e[0;32mOK
\e[0m 0.01
15885 cic:/Coq/IntMap/Mapsubset/MapSubset_trans.con
\e[0;32mOK
\e[0m 0.01
15886 cic:/Coq/IntMap/Mapsubset/Map_M0_disjoint.con
\e[0;32mOK
\e[0m 0.02
15887 cic:/Coq/IntMap/Mapsubset/Map_disjoint_M0.con
\e[0;32mOK
\e[0m 0.01
15888 cic:/Coq/IntMap/Maplists/ad_in_list_app_1.con
\e[0;32mOK
\e[0m 0.02
15889 cic:/Coq/IntMap/Maplists/ad_in_list_l.con
\e[0;32mOK
\e[0m 0.02
15890 cic:/Coq/IntMap/Maplists/ad_in_list_r.con
\e[0;32mOK
\e[0m 0.01
15891 cic:/Coq/IntMap/Maplists/ad_list_of_dom_Dom.con
\e[0;32mOK
\e[0m 0.01
15892 cic:/Coq/IntMap/Maplists/ad_list_of_dom_card.con
\e[0;32mOK
\e[0m 0.01
15893 cic:/Coq/IntMap/Maplists/ad_list_rev_length.con
\e[0;32mOK
\e[0m 0.02
15894 cic:/Coq/IntMap/Maplists/ad_list_stutters_app_r.con
\e[0;32mOK
\e[0m 0.01
15895 cic:/Coq/IntMap/Maplists/ad_list_stutters_has_circuit.con
\e[0;32mOK
\e[0m 0.10
15896 cic:/Coq/IntMap/Mapiter/MapCollect1.con
\e[0;32mOK
\e[0m 0.01
15897 cic:/Coq/IntMap/Mapiter/MapFold_as_fold.con
\e[0;32mOK
\e[0m 0.01
15898 cic:/Coq/IntMap/Mapiter/MapFold_state_stateless.con
\e[0;32mOK
\e[0m 0.01
15899 cic:/Coq/IntMap/Mapiter/MapSweep_semantics_1.con
\e[0;32mOK
\e[0m 0.01
15900 cic:/Coq/IntMap/Mapiter/MapSweep_semantics_2_2.con
\e[0;32mOK
\e[0m 0.19
15901 cic:/Coq/IntMap/Mapiter/MapSweep_semantics_3.con
\e[0;32mOK
\e[0m 0.01
15902 cic:/Coq/IntMap/Mapiter/MapSweep_semantics_4.con
\e[0;32mOK
\e[0m 0.01
15903 cic:/Coq/IntMap/Mapiter/alist_of_Map_semantics_1.con
\e[0;32mOK
\e[0m 0.23
15904 cic:/Coq/IntMap/Mapfold/DMerge.con
\e[0;32mOK
\e[0m 0.02
15905 cic:/Coq/IntMap/Mapfold/MapFold1_as_Fold.con
\e[0;32mOK
\e[0m 0.01
15906 cic:/Coq/IntMap/Mapfold/MapFold_distr_r.con
\e[0;32mOK
\e[0m 0.01
15907 cic:/Coq/IntMap/Mapfold/MapFold_ext_f.con
\e[0;32mOK
\e[0m 0.01
15908 cic:/Coq/IntMap/Mapfold/MapFold_orb.con
\e[0;32mOK
\e[0m 0.01
15909 cic:/Coq/IntMap/Mapcard/MapCard_Put_2.con
\e[0;32mOK
\e[0m 0.17
15910 cic:/Coq/IntMap/Mapcard/MapCard_Put_sum.con
\e[0;32mOK
\e[0m 0.11
15911 cic:/Coq/IntMap/Mapcard/MapCard_as_Fold.con
\e[0;32mOK
\e[0m 0.01
15912 cic:/Coq/IntMap/Mapcard/MapCard_is_O.con
\e[0;32mOK
\e[0m 0.02
15913 cic:/Coq/IntMap/Mapcard/MapCard_is_Sn.con
\e[0;32mOK
\e[0m 0.06
15914 cic:/Coq/IntMap/Mapcard/MapCard_is_not_O.con
\e[0;32mOK
\e[0m 0.05
15915 cic:/Coq/IntMap/Mapcanon/MapDom_canon.con
\e[0;32mOK
\e[0m 0.03
15916 cic:/Coq/IntMap/Mapcanon/MapFold_canon.con
\e[0;32mOK
\e[0m 0.01
15917 cic:/Coq/IntMap/Mapcanon/makeM2_canon.con
\e[0;32mOK
\e[0m 0.03
15918 cic:/Coq/IntMap/Mapc/FSetInter_M0_s_c.con
\e[0;32mOK
\e[0m 0.02
15919 cic:/Coq/IntMap/Mapc/FSetInter_s_M0_c.con
\e[0;32mOK
\e[0m 0.01
15920 cic:/Coq/IntMap/Mapc/MapMerge_empty_m_c.con
\e[0;32mOK
\e[0m 0.01
15921 cic:/Coq/IntMap/Mapaxioms/FSetInter_M0_s.con
\e[0;32mOK
\e[0m 0.02
15922 cic:/Coq/IntMap/Mapaxioms/FSet_ext.con
\e[0;32mOK
\e[0m 0.04
15923 cic:/Coq/IntMap/Mapaxioms/MapDelta_empty_m.con
\e[0;32mOK
\e[0m 0.01
15924 cic:/Coq/IntMap/Mapaxioms/MapDelta_empty_m_1.con
\e[0;32mOK
\e[0m 0.02
15925 cic:/Coq/IntMap/Mapaxioms/MapDelta_m_empty_1.con
\e[0;32mOK
\e[0m 0.01
15926 cic:/Coq/IntMap/Mapaxioms/MapDomRestrBy_empty_m.con
\e[0;32mOK
\e[0m 0.01
15927 cic:/Coq/IntMap/Mapaxioms/MapDomRestrBy_empty_m_1.con
\e[0;32mOK
\e[0m 0.01
15928 cic:/Coq/IntMap/Mapaxioms/MapDomRestrBy_m_empty_1.con
\e[0;32mOK
\e[0m 0.01
15929 cic:/Coq/IntMap/Mapaxioms/MapDomRestrTo_m_empty.con
\e[0;32mOK
\e[0m 0.01
15930 cic:/Coq/IntMap/Mapaxioms/MapMerge_empty_m.con
\e[0;32mOK
\e[0m 0.01
15931 cic:/Coq/IntMap/Mapaxioms/MapMerge_empty_m_1.con
\e[0;32mOK
\e[0m 0.01
15932 cic:/Coq/IntMap/Mapaxioms/MapMerge_m_empty_1.con
\e[0;32mOK
\e[0m 0.01
15933 cic:/Coq/IntMap/Map/MapGet_M2_bit_0_2.con
\e[0;32mOK
\e[0m 0.02
15934 cic:/Coq/IntMap/Lsort/ad_comp_monotonic.con
\e[0;32mOK
\e[0m 0.01
15935 cic:/Coq/IntMap/Lsort/ad_double_monotonic.con
\e[0;32mOK
\e[0m 0.01
15936 cic:/Coq/IntMap/Lsort/ad_double_plus_un_monotonic.con
\e[0;32mOK
\e[0m 0.01
15937 cic:/Coq/IntMap/Lsort/alist_nth_ad_aapp_1.con
\e[0;32mOK
\e[0m 0.04
15938 cic:/Coq/IntMap/Lsort/alist_nth_ad_semantics.con
\e[0;32mOK
\e[0m 0.07
15939 cic:/Coq/IntMap/Lsort/alist_semantics_tail.con
\e[0;32mOK
\e[0m 0.06
15940 cic:/Coq/IntMap/Lsort/alist_sorted_2_imp.con
\e[0;32mOK
\e[0m 0.08
15941 cic:/Coq/IntMap/Lsort/alist_sorted_imp_1.con
\e[0;32mOK
\e[0m 0.10
15942 cic:/Coq/IntMap/Lsort/alist_sorted_tail.con
\e[0;32mOK
\e[0m 0.01
15943 cic:/Coq/IntMap/Lsort/interval_split.con
\e[0;32mOK
\e[0m 0.03
15944 cic:/Coq/IntMap/Fset/FSetDelta.con
\e[0;32mOK
\e[0m 0.02
15945 cic:/Coq/IntMap/Fset/FSetDiff.con
\e[0;32mOK
\e[0m 0.01
15946 cic:/Coq/IntMap/Fset/FSetUnion.con
\e[0;32mOK
\e[0m 0.01
15947 cic:/Coq/IntMap/Fset/MapDom_semantics_1.con
\e[0;32mOK
\e[0m 0.04
15948 cic:/Coq/IntMap/Fset/MapDom_semantics_2.con
\e[0;32mOK
\e[0m 0.04
15949 cic:/Coq/IntMap/Fset/in_dom_M1_1.con
\e[0;32mOK
\e[0m 0.01
15950 cic:/Coq/IntMap/Fset/in_dom_M1_2.con
\e[0;32mOK
\e[0m 0.01
15951 cic:/Coq/IntMap/Adist/le_ni_le.con
\e[0;32mOK
\e[0m 0.02
15952 cic:/Coq/IntMap/Adist/ni_le_le.con
\e[0;32mOK
\e[0m 0.01
15953 cic:/Coq/IntMap/Adist/ni_le_min_induc.con
\e[0;32mOK
\e[0m 0.02
15954 cic:/Coq/IntMap/Adist/ni_le_total.con
\e[0;32mOK
\e[0m 0.01
15955 cic:/Coq/IntMap/Addr/ad_xor_semantics.con
\e[0;32mOK
\e[0m 0.02
15956 cic:/Coq/IntMap/Addec/ad_div_bit_eq.con
\e[0;32mOK
\e[0m 0.02
15957 cic:/Coq/IntMap/Addec/ad_not_div_2_not_double.con
\e[0;32mOK
\e[0m 0.02
15958 cic:/Coq/IntMap/Addec/ad_not_div_2_not_double_plus_un.con
\e[0;32mOK
\e[0m 0.02
15959 cic:/Coq/IntMap/Adalloc/ad_min.con
\e[0;32mOK
\e[0m 0.02
15960 cic:/Coq/IntMap/Adalloc/nat_le_complete.con
\e[0;32mOK
\e[0m 0.02
15961 cic:/Coq/IntMap/Adalloc/nat_le_correct.con
\e[0;32mOK
\e[0m 0.02
15962 cic:/Coq/Init/Wf/Fix_F_inv.con
\e[0;32mOK
\e[0m 0.03
15963 cic:/Coq/Init/Wf/well_founded_ind.con
\e[0;32mOK
\e[0m 0.01
15964 cic:/Coq/Init/Wf/well_founded_induction.con
\e[0;32mOK
\e[0m 0.01
15965 cic:/Coq/Bool/Bvector/BshiftRa_iter.con
\e[0;32mOK
\e[0m 0.02
15966 cic:/Coq/Bool/Bvector/BshiftRl_iter.con
\e[0;32mOK
\e[0m 0.02
15967 cic:/Coq/Bool/BoolEq/eq_dec.con
\e[0;32mOK
\e[0m 0.02
15968 cic:/Coq/Arith/Plus/plus_le_lt_compat.con
\e[0;32mOK
\e[0m 0.02
15969 cic:/Coq/Arith/Plus/plus_lt_compat_r.con
\e[0;32mOK
\e[0m 0.01
15970 cic:/Coq/Arith/Plus/plus_lt_le_compat.con
\e[0;32mOK
\e[0m 0.01
15971 cic:/Coq/Arith/Peano_dec/dec_eq_nat.con
\e[0;32mOK
\e[0m 0.02
15972 cic:/Coq/Arith/Mult/mult_1_r.con
\e[0;32mOK
\e[0m 0.01
15973 cic:/Coq/Arith/Mult/mult_assoc.con
\e[0;32mOK
\e[0m 0.02
15974 cic:/Coq/Arith/Mult/mult_le_compat_l.con
\e[0;32mOK
\e[0m 0.01
15975 cic:/Coq/Arith/Mult/mult_plus_distr_l.con
\e[0;32mOK
\e[0m 0.01
15976 cic:/Coq/Arith/Mult/mult_tail_mult.con
\e[0;32mOK
\e[0m 0.01
15977 cic:/Coq/Arith/Minus/le_plus_minus.con
\e[0;32mOK
\e[0m 0.02
15978 cic:/Coq/Arith/Minus/minus_Sn_m.con
\e[0;32mOK
\e[0m 0.01
15979 cic:/Coq/Arith/Lt/lt_n_Sm_le.con
\e[0;32mOK
\e[0m 0.01
15980 cic:/Coq/Arith/Lt/nat_total_order.con
\e[0;32mOK
\e[0m 0.02
15981 cic:/Coq/Arith/Le/le_Sn_n.con
\e[0;32mOK
\e[0m 0.02
15982 cic:/Coq/Arith/Le/le_pred.con
\e[0;32mOK
\e[0m 0.02
15983 cic:/Coq/Arith/Gt/gt_pred.con
\e[0;32mOK
\e[0m 0.02
15984 cic:/Coq/Arith/Gt/plus_gt_compat_l.con
\e[0;32mOK
\e[0m 0.01
15985 cic:/Coq/Arith/Factorial/fact_le.con
\e[0;32mOK
\e[0m 0.02
15986 cic:/Coq/Arith/Factorial/lt_O_fact.con
\e[0;32mOK
\e[0m 0.01
15987 cic:/Coq/Arith/Even/even_mult_inv_l.con
\e[0;32mOK
\e[0m 0.02
15988 cic:/Coq/Arith/Even/even_mult_inv_r.con
\e[0;32mOK
\e[0m 0.02
15989 cic:/Coq/Arith/Even/even_mult_l.con
\e[0;32mOK
\e[0m 0.01
15990 cic:/Coq/Arith/Even/even_mult_r.con
\e[0;32mOK
\e[0m 0.01
15991 cic:/Coq/Arith/Even/odd_mult.con
\e[0;32mOK
\e[0m 0.01
15992 cic:/Coq/Arith/Even/odd_mult_inv_l.con
\e[0;32mOK
\e[0m 0.01
15993 cic:/Coq/Arith/Even/odd_mult_inv_r.con
\e[0;32mOK
\e[0m 0.01
15994 cic:/Coq/Arith/Euclid/diveucl_ind.con
\e[0;32mOK
\e[0m 0.02
15995 cic:/Coq/Arith/Euclid/diveucl_rec.con
\e[0;32mOK
\e[0m 0.01
15996 cic:/Coq/Arith/Div2/double_plus.con
\e[0;32mOK
\e[0m 0.02
15997 cic:/Coq/Arith/Div2/even_odd_double.con
\e[0;32mOK
\e[0m 0.08
15998 cic:/Coq/Arith/Div2/lt_div2.con
\e[0;32mOK
\e[0m 0.02
15999 cic:/Coq/Arith/Compare_dec/le_ge_dec.con
\e[0;32mOK
\e[0m 0.02
16000 cic:/Coq/Arith/Compare_dec/le_gt_dec.con
\e[0;32mOK
\e[0m 0.01
16001 cic:/Coq/Arith/Compare_dec/le_le_S_dec.con
\e[0;32mOK
\e[0m 0.01
16002 cic:/Coq/Arith/Compare_dec/lt_eq_lt_dec.con
\e[0;32mOK
\e[0m 0.02
16003 cic:/Coq/Arith/Bool_nat/lt_ge_dec.con
\e[0;32mOK
\e[0m 0.02
16004 cic:/Coq/Arith/Bool_nat/nat_eq_bool.con
\e[0;32mOK
\e[0m 0.01
16005 cic:/Coq/Arith/Bool_nat/nat_noteq_bool.con
\e[0;32mOK
\e[0m 0.01
16006 cic:/Coq/Arith/Bool_nat/notzerop.con
\e[0;32mOK
\e[0m 0.01
16007 cic:/Coq/Arith/Bool_nat/zerop_bool.con
\e[0;32mOK
\e[0m 0.01
16008 cic:/Coq/Arith/Between/between_or_exists.con
\e[0;32mOK
\e[0m 0.02
16009 cic:/Coq/Arith/Between/exists_S_le.con
\e[0;32mOK
\e[0m 0.01
16010 cic:/Coq/Arith/Between/exists_in_int.con
\e[0;32mOK
\e[0m 0.01
16011 cic:/Coq/Arith/Between/in_int_Sp_q.con
\e[0;32mOK
\e[0m 0.01
16012 cic:/Coq/Arith/Between/in_int_between.con
\e[0;32mOK
\e[0m 0.01
16013 cic:/CoRN/tactics/csetoid_rewrite/syntactic_partial_setoid_expressions/T.var
\e[0;32mOK
\e[0m 0.02
16014 cic:/CoRN/tactics/AlgReflection/eq_monom.con
\e[0;32mOK
\e[0m 0.04
16015 cic:/CoRN/tactics/AlgReflection/lt_expr.con
\e[0;32mOK
\e[0m 0.06
16016 cic:/CoRN/model/structures/Zsec/Zplus_wd0.con
\e[0;32mOK
\e[0m 0.02
16017 cic:/CoRN/model/structures/Qsec/Qap.con
\e[0;32mOK
\e[0m 0.02
16018 cic:/CoRN/model/structures/Qsec/Qinv.con
\e[0;32mOK
\e[0m 0.01
16019 cic:/CoRN/model/structures/Qsec/Qplus.con
\e[0;32mOK
\e[0m 0.01
16020 cic:/CoRN/model/structures/Qsec/refl_Qeq.con
\e[0;32mOK
\e[0m 0.01
16021 cic:/CoRN/model/structures/Qsec/sym_Qeq.con
\e[0;32mOK
\e[0m 0.01
16022 cic:/CoRN/model/structures/Qpossec/pos_QFOUR.con
\e[0;32mOK
\e[0m 0.02
16023 cic:/CoRN/model/structures/Qpossec/pos_QONE.con
\e[0;32mOK
\e[0m 0.01
16024 cic:/CoRN/model/structures/Qpossec/pos_QTWO.con
\e[0;32mOK
\e[0m 0.01
16025 cic:/CoRN/model/structures/Nsec/ap_nat_cotransitive0.con
\e[0;32mOK
\e[0m 0.02
16026 cic:/CoRN/model/structures/Nsec/ap_nat_tight0.con
\e[0;32mOK
\e[0m 0.01
16027 cic:/CoRN/model/structures/Nsec/mult_strext0.con
\e[0;32mOK
\e[0m 0.01
16028 cic:/CoRN/model/structures/Nsec/plus_strext0.con
\e[0;32mOK
\e[0m 0.01
16029 cic:/CoRN/model/setoids/twoelemsetoid/M1_is_CSetoid.con
\e[0;32mOK
\e[0m 0.02
16030 cic:/CoRN/model/setoids/Zfinsetoid/ZF_ind.con
\e[0;32mOK
\e[0m 0.01
16031 cic:/CoRN/model/setoids/Zfinsetoid/ZF_prf0.con
\e[0;32mOK
\e[0m 0.01
16032 cic:/CoRN/model/setoids/Zfinsetoid/ZF_prf1.con
\e[0;32mOK
\e[0m 0.01
16033 cic:/CoRN/model/setoids/Zfinsetoid/ZF_rec.con
\e[0;32mOK
\e[0m 0.01
16034 cic:/CoRN/model/setoids/Zfinsetoid/ZFap_irreflexive.con
\e[0;32mOK
\e[0m 0.01
16035 cic:/CoRN/model/setoids/Zfinsetoid/ZFap_symmetric.con
\e[0;32mOK
\e[0m 0.02
16036 cic:/CoRN/model/setoids/Nfinsetoid/Fap_cotransitive.con
\e[0;32mOK
\e[0m 0.03
16037 cic:/CoRN/model/monoids/freem_to_Nm/p71E2/A.var
\e[0;32mOK
\e[0m 0.02
16038 cic:/CoRN/model/monoids/Nm_to_freem/to_word.con
\e[0;32mOK
\e[0m 0.02
16039 cic:/CoRN/model/Zmod/ZGcd/Prime.con
\e[0;32mOK
\e[0m 0.03
16040 cic:/CoRN/model/Zmod/ZGcd/Zis_gcd.con
\e[0;32mOK
\e[0m 0.01
16041 cic:/CoRN/model/Zmod/ZDivides/Zdivides_mult_lft.con
\e[0;32mOK
\e[0m 0.02
16042 cic:/CoRN/model/Zmod/ZDivides/Zdivides_opp_elim_lft.con
\e[0;32mOK
\e[0m 0.02
16043 cic:/CoRN/model/Zmod/ZDivides/Zdivides_ref.con
\e[0;32mOK
\e[0m 0.01
16044 cic:/CoRN/model/Zmod/ZDivides/Zdivides_zero_rht.con
\e[0;32mOK
\e[0m 0.02
16045 cic:/CoRN/model/Zmod/ZBasics/Zabs_geq.con
\e[0;32mOK
\e[0m 0.02
16046 cic:/CoRN/model/Zmod/ZBasics/Zabs_geq_zero.con
\e[0;32mOK
\e[0m 0.01
16047 cic:/CoRN/model/Zmod/ZBasics/Zmult_no_zero_div.con
\e[0;32mOK
\e[0m 0.01
16048 cic:/CoRN/model/Zmod/ZBasics/Zsgn_plus_l.con
\e[0;32mOK
\e[0m 0.02
16049 cic:/CoRN/model/Zmod/ZBasics/succ_nat.con
\e[0;32mOK
\e[0m 0.01
16050 cic:/CoRN/model/Zmod/ZBasics/unique_unit.con
\e[0;32mOK
\e[0m 0.01
16051 cic:/CoRN/metrics/CPseudoMSpaces/Relations/A.var
\e[0;32mOK
\e[0m 0.03
16052 cic:/CoRN/metrics/CMetricSpaces/nz.con
\e[0;32mOK
\e[0m 0.02
16053 cic:/CoRN/ftc/COrdLemmas/More_Lemmas/f'.var
\e[0;32mOK
\e[0m 0.02
16054 cic:/CoRN/devel/loeb/per/lst2fun/Fap_cotransitive.con
\e[0;32mOK
\e[0m 0.03
16055 cic:/CoRN/devel/loeb/per/Zlst2fun/ZF_ind.con
\e[0;32mOK
\e[0m 0.02
16056 cic:/CoRN/devel/loeb/per/Zlst2fun/ZF_prf0.con
\e[0;32mOK
\e[0m 0.02
16057 cic:/CoRN/devel/loeb/per/Zlst2fun/ZF_prf1.con
\e[0;32mOK
\e[0m 0.01
16058 cic:/CoRN/devel/loeb/per/Zlst2fun/ZF_rec.con
\e[0;32mOK
\e[0m 0.01
16059 cic:/CoRN/devel/loeb/per/Zlst2fun/ZFap_irreflexive.con
\e[0;32mOK
\e[0m 0.01
16060 cic:/CoRN/devel/loeb/per/Zlst2fun/ZFap_symmetric.con
\e[0;32mOK
\e[0m 0.02
16061 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/succ_nat.con
\e[0;32mOK
\e[0m 0.02
16062 cic:/CoRN/devel/loeb/IDA/Ch6/M1_is_CSetoid.con
\e[0;32mOK
\e[0m 0.02
16063 cic:/CoRN/devel/loeb/IDA/Ch6/to_word.con
\e[0;32mOK
\e[0m 0.01
16064 cic:/CoRN/devel/loeb/IDA/Ch6/p71E2/A.var
\e[0;32mOK
\e[0m 0.01
16065 cic:/CoRN/devel/loeb/IDA/Ch6/p67R2/X.var
\e[0;32mOK
\e[0m 0.02
16066 cic:/CoRN/devel/loeb/IDA/Ch6/p66E2b4/A.var
\e[0;32mOK
\e[0m 0.01
16067 cic:/CoRN/devel/loeb/IDA/Ch6/p66E2/X.var
\e[0;32mOK
\e[0m 0.01
16068 cic:/CoRN/devel/loeb/IDA/Ch6/Th12/A.var
\e[0;32mOK
\e[0m 0.01
16069 cic:/CoRN/algebra/ListType/lel_tail.con
\e[0;32mOK
\e[0m 0.02
16070 cic:/CoRN/algebra/CSetoids/CSetoid_rect.con
\e[0;32mOK
\e[0m 0.02
16071 cic:/CoRN/algebra/CSetoids/cs_crr.con
\e[0;32mOK
\e[0m 0.01
16072 cic:/CoRN/algebra/CSetoids/is_CSetoid_ind.con
\e[0;32mOK
\e[0m 0.01
16073 cic:/CoRN/algebra/CSetoids/is_CSetoid_rec.con
\e[0;32mOK
\e[0m 0.01
16074 cic:/CoRN/algebra/CSetoids/csetoid_outer_ops/S1.var
\e[0;32mOK
\e[0m 0.01
16075 cic:/CoRN/algebra/CSetoids/csetoid_outer_ops/S2.var
\e[0;32mOK
\e[0m 0.00
16076 cic:/CoRN/algebra/CSetoids/csetoid_inner_ops/S.var
\e[0;32mOK
\e[0m 0.01
16077 cic:/CoRN/algebra/CSetoids/SubCSetoids/S.var
\e[0;32mOK
\e[0m 0.01
16078 cic:/CoRN/algebra/CSetoids/CSetoid_relations_and_predicates/S.var
\e[0;32mOK
\e[0m 0.01
16079 cic:/CoRN/algebra/CSetoids/CSetoid_functions/S1.var
\e[0;32mOK
\e[0m 0.01
16080 cic:/CoRN/algebra/CSetoids/CSetoid_functions/S2.var
\e[0;32mOK
\e[0m 0.00
16081 cic:/CoRN/algebra/CSetoids/CSetoid_functions/S3.var
\e[0;32mOK
\e[0m 0.00
16082 cic:/CoRN/algebra/CSetoids/CSetoid_basics/S.var
\e[0;32mOK
\e[0m 0.01
16083 cic:/CoRN/algebra/CSetoids/CSetoid_axioms/S.var
\e[0;32mOK
\e[0m 0.01
16084 cic:/CoRN/algebra/CSetoidInc/inclusion/S.var
\e[0;32mOK
\e[0m 0.01
16085 cic:/CoRN/algebra/CSetoidFun/unary_function_composition/S1.var
\e[0;32mOK
\e[0m 0.01
16086 cic:/CoRN/algebra/CSetoidFun/unary_function_composition/S2.var
\e[0;32mOK
\e[0m 0.00
16087 cic:/CoRN/algebra/CSetoidFun/unary_function_composition/S3.var
\e[0;32mOK
\e[0m 0.00
16088 cic:/CoRN/algebra/CSetoidFun/p66E2b4/A.var
\e[0;32mOK
\e[0m 0.00
16089 cic:/CoRN/algebra/CSetoidFun/SubSets_of_G/S.var
\e[0;32mOK
\e[0m 0.01
16090 cic:/CoRN/algebra/CSetoidFun/CombiningOperations/S1.var
\e[0;32mOK
\e[0m 0.00
16091 cic:/CoRN/algebra/CSetoidFun/CombiningOperations/S2.var
\e[0;32mOK
\e[0m 0.00
16092 cic:/CoRN/algebra/CSetoidFun/CombiningOperations/S3.var
\e[0;32mOK
\e[0m 0.00
16093 cic:/CoRN/algebra/CSetoidFun/CSetoid_Ops/S.var
\e[0;32mOK
\e[0m 0.02
16094 cic:/CoRN/algebra/CSetoidFun/BinProj/S.var
\e[0;32mOK
\e[0m 0.00
16095 cic:/CoRN/algebra/CSetoidFun/BinPart_Function_Composition/S1.var
\e[0;32mOK
\e[0m 0.02
16096 cic:/CoRN/algebra/CSetoidFun/BinPart_Function_Composition/S2.var
\e[0;32mOK
\e[0m 0.00
16097 cic:/CoRN/algebra/CSetoidFun/BinPart_Function_Composition/S3.var
\e[0;32mOK
\e[0m 0.00
16098 cic:/CoRN/algebra/CSemiGroups/p66E2b4/A.var
\e[0;32mOK
\e[0m 0.00
16099 cic:/CoRN/algebra/COrdFields/strictorder_ind.con
\e[0;32mOK
\e[0m 0.02
16100 cic:/CoRN/algebra/COrdFields/strictorder_rec.con
\e[0;32mOK
\e[0m 0.01
16101 cic:/CoRN/algebra/CMonoids/p67R2/X.var
\e[0;32mOK
\e[0m 0.06
16102 cic:/CoRN/algebra/CMonoids/Th12/A.var
\e[0;32mOK
\e[0m 0.01
16103 cic:/CoRN/algebra/CLogic/toCle.con
\e[0;32mOK
\e[0m 0.03
16104 cic:/CoRN/algebra/CAbGroups/Nice_Char/S.var
\e[0;32mOK
\e[0m 0.01
16105 cic:/CoRN/algebra/Basics/lt_O_positive_to_nat.con
\e[0;32mOK
\e[0m 0.02
16106 cic:/CoRN/algebra/Basics/lt_le_dec.con
\e[0;32mOK
\e[0m 0.01
16107 cic:/CoRN/algebra/Basics/nat_fac_gtzero.con
\e[0;32mOK
\e[0m 0.01
16108 cic:/Cachan/SMC/quant/be_ex.con
\e[0;32mOK
\e[0m 0.02
16109 cic:/Cachan/SMC/quant/be_ok_be_x_free.con
\e[0;32mOK
\e[0m 0.17
16110 cic:/Cachan/SMC/quant/be_x_free_be_ok.con
\e[0;32mOK
\e[0m 0.05
16111 cic:/Cachan/SMC/quant/bool_fun_and_ext.con
\e[0;32mOK
\e[0m 0.02
16112 cic:/Cachan/SMC/quant/bool_fun_iff_ext.con
\e[0;32mOK
\e[0m 0.02
16113 cic:/Cachan/SMC/quant/bool_fun_impl_ext.con
\e[0;32mOK
\e[0m 0.01
16114 cic:/Cachan/SMC/quant/bool_fun_neg_ext.con
\e[0;32mOK
\e[0m 0.02
16115 cic:/Cachan/SMC/quant/bool_fun_or_ext.con
\e[0;32mOK
\e[0m 0.01
16116 cic:/Cachan/SMC/quant/bool_fun_replace.con
\e[0;32mOK
\e[0m 0.01
16117 cic:/Cachan/SMC/quant/bool_fun_restrict1.con
\e[0;32mOK
\e[0m 0.01
16118 cic:/Cachan/SMC/quant/bool_fun_restrict_eq_subst.con
\e[0;32mOK
\e[0m 0.01
16119 cic:/Cachan/SMC/quant/bool_fun_subst_preserves_eq.con
\e[0;32mOK
\e[0m 0.01
16120 cic:/Cachan/SMC/quant/bool_fun_var_ext.con
\e[0;32mOK
\e[0m 0.01
16121 cic:/Cachan/SMC/quant/forall_.con
\e[0;32mOK
\e[0m 0.01
16122 cic:/Cachan/SMC/quant/in_lx'_1.con
\e[0;32mOK
\e[0m 0.02
16123 cic:/Cachan/SMC/quant/length_lx_1_eq_lx'_1.con
\e[0;32mOK
\e[0m 0.01
16124 cic:/Cachan/SMC/quant/lx'.con
\e[0;32mOK
\e[0m 0.01
16125 cic:/Cachan/SMC/quant/lx.con
\e[0;32mOK
\e[0m 0.01
16126 cic:/Cachan/SMC/quant/replacel.con
\e[0;32mOK
\e[0m 0.01
16127 cic:/Cachan/SMC/quant/subst_x_free.con
\e[0;32mOK
\e[0m 0.14
16128 cic:/Cachan/SMC/quant/BDDquant/BDDuniv_results/lt_1.var
\e[0;32mOK
\e[0m 0.02
16129 cic:/Cachan/SMC/op/BDDop/BDDor_results/lt_1.var
\e[0;32mOK
\e[0m 0.02
16130 cic:/Cachan/SMC/op/BDDop/BDDneg_results/lt_1.var
\e[0;32mOK
\e[0m 0.02
16131 cic:/Cachan/SMC/myMap/MapDomRestrByApp1_lemma_1.con
\e[0;32mOK
\e[0m 0.04
16132 cic:/Cachan/SMC/myMap/MapDomRestrTo_DomBy_lemma_1.con
\e[0;32mOK
\e[0m 0.14
16133 cic:/Cachan/SMC/myMap/MapDomRestrTo_DomBy_lemma_2.con
\e[0;32mOK
\e[0m 0.08
16134 cic:/Cachan/SMC/myMap/MapMerge_neutral_left.con
\e[0;32mOK
\e[0m 0.01
16135 cic:/Cachan/SMC/myMap/MapMerge_neutral_right.con
\e[0;32mOK
\e[0m 0.08
16136 cic:/Cachan/SMC/myMap/MapPut3.con
\e[0;32mOK
\e[0m 0.01
16137 cic:/Cachan/SMC/myMap/map_app_list1_lemma_3.con
\e[0;32mOK
\e[0m 0.06
16138 cic:/Cachan/SMC/myMap/map_app_list1_lemma_4.con
\e[0;32mOK
\e[0m 0.04
16139 cic:/Cachan/SMC/myMap/my_alist_of_map_lemma_2.con
\e[0;32mOK
\e[0m 0.13
16140 cic:/Cachan/SMC/myMap/op_eq_2.con
\e[0;32mOK
\e[0m 0.01
16141 cic:/Cachan/SMC/munew/renamef_ext.con
\e[0;32mOK
\e[0m 0.05
16142 cic:/Cachan/SMC/munew/renamef_id.con
\e[0;32mOK
\e[0m 0.02
16143 cic:/Cachan/SMC/mu/BDDiter_as_iter.con
\e[0;32mOK
\e[0m 0.05
16144 cic:/Cachan/SMC/mu/Evar_env''.con
\e[0;32mOK
\e[0m 0.01
16145 cic:/Cachan/SMC/mu/Map_eq_dec.con
\e[0;32mOK
\e[0m 0.02
16146 cic:/Cachan/SMC/mu/be_iter1_plus.con
\e[0;32mOK
\e[0m 0.01
16147 cic:/Cachan/SMC/mu/f1'.con
\e[0;32mOK
\e[0m 0.01
16148 cic:/Cachan/SMC/mu/imagef1.con
\e[0;32mOK
\e[0m 0.01
16149 cic:/Cachan/SMC/mu/imagef2.con
\e[0;32mOK
\e[0m 0.01
16150 cic:/Cachan/SMC/mu/le_minus_le.con
\e[0;32mOK
\e[0m 0.03
16151 cic:/Cachan/SMC/mu/mu_all_bre_ok.con
\e[0;32mOK
\e[0m 0.01
16152 cic:/Cachan/SMC/mu/mu_all_bte_ok.con
\e[0;32mOK
\e[0m 0.01
16153 cic:/Cachan/SMC/mu/mu_and_bre_ok.con
\e[0;32mOK
\e[0m 0.01
16154 cic:/Cachan/SMC/mu/mu_and_bte_ok.con
\e[0;32mOK
\e[0m 0.01
16155 cic:/Cachan/SMC/mu/mu_ex_bre_ok.con
\e[0;32mOK
\e[0m 0.01
16156 cic:/Cachan/SMC/mu/mu_ex_bte_ok.con
\e[0;32mOK
\e[0m 0.01
16157 cic:/Cachan/SMC/mu/mu_iff_bre_ok.con
\e[0;32mOK
\e[0m 0.02
16158 cic:/Cachan/SMC/mu/mu_iff_bte_ok.con
\e[0;32mOK
\e[0m 0.01
16159 cic:/Cachan/SMC/mu/mu_impl_bre_ok.con
\e[0;32mOK
\e[0m 0.01
16160 cic:/Cachan/SMC/mu/mu_impl_bte_ok.con
\e[0;32mOK
\e[0m 0.02
16161 cic:/Cachan/SMC/mu/mu_or_bre_ok.con
\e[0;32mOK
\e[0m 0.01
16162 cic:/Cachan/SMC/mu/mu_or_bte_ok.con
\e[0;32mOK
\e[0m 0.01
16163 cic:/Cachan/SMC/mu/unprimed_var.con
\e[0;32mOK
\e[0m 0.01
16164 cic:/Cachan/SMC/mu/var_env''le_refl.con
\e[0;32mOK
\e[0m 0.01
16165 cic:/Cachan/SMC/mu/var_env''le_trans.con
\e[0;32mOK
\e[0m 0.01
16166 cic:/Cachan/SMC/mu/var_env_eq.con
\e[0;32mOK
\e[0m 0.01
16167 cic:/Cachan/SMC/mu/var_lu_nat_lu.con
\e[0;32mOK
\e[0m 0.01
16168 cic:/Cachan/SMC/mu/zero_lt_pow.con
\e[0;32mOK
\e[0m 0.01
16169 cic:/Cachan/SMC/mu/Nsec/MuEval/te_ok.var
\e[0;32mOK
\e[0m 0.01
16170 cic:/Cachan/SMC/mu/Nsec/MuEval/Mu_eval_as_fix/f_ap_ok.var
\e[0;32mOK
\e[0m 0.01
16171 cic:/Cachan/SMC/mu/Nsec/MuEval/Mu_eval_as_fix/re_ok.var
\e[0;32mOK
\e[0m 0.01
16172 cic:/Cachan/SMC/mu/Nsec/Be_iter1/bef_ok.var
\e[0;32mOK
\e[0m 0.02
16173 cic:/Cachan/SMC/misc/BDDcompare_inf_sup.con
\e[0;32mOK
\e[0m 0.02
16174 cic:/Cachan/SMC/misc/BDDcompare_sup_inf.con
\e[0;32mOK
\e[0m 0.02
16175 cic:/Cachan/SMC/misc/BDDvar_max.con
\e[0;32mOK
\e[0m 0.01
16176 cic:/Cachan/SMC/misc/lt_trans_1.con
\e[0;32mOK
\e[0m 0.01
16177 cic:/Cachan/SMC/misc/nat_gt_1_lemma.con
\e[0;32mOK
\e[0m 0.01
16178 cic:/Cachan/SMC/misc/no_dup_cons_no_dup.con
\e[0;32mOK
\e[0m 0.03
16179 cic:/Cachan/SMC/misc/no_dup_cons_no_in.con
\e[0;32mOK
\e[0m 0.03
16180 cic:/Cachan/SMC/gc/add_used_nodes.con
\e[0;32mOK
\e[0m 0.02
16181 cic:/Cachan/SMC/gc/clean'1.con
\e[0;32mOK
\e[0m 0.01
16182 cic:/Cachan/SMC/gc/clean2_1.con
\e[0;32mOK
\e[0m 0.01
16183 cic:/Cachan/SMC/config/BDD_OK_node_OK.con
\e[0;32mOK
\e[0m 0.04
16184 cic:/Cachan/SMC/config/BDDbounded_lemma.con
\e[0;32mOK
\e[0m 0.06
16185 cic:/Cachan/SMC/config/BDDfree_list_OK.con
\e[0;32mOK
\e[0m 0.01
16186 cic:/Cachan/SMC/config/BDDnegm_put_nodes_preserved.con
\e[0;32mOK
\e[0m 0.10
16187 cic:/Cachan/SMC/config/BDDor_memo_put.con
\e[0;32mOK
\e[0m 0.02
16188 cic:/Cachan/SMC/config/BDDsharing_OK.con
\e[0;32mOK
\e[0m 0.01
16189 cic:/Cachan/SMC/config/BDDstate_OK.con
\e[0;32mOK
\e[0m 0.01
16190 cic:/Cachan/SMC/config/BDDuniv_memo_put.con
\e[0;32mOK
\e[0m 0.02
16191 cic:/Cachan/SMC/config/bool_fun_of_BDD_1.con
\e[0;32mOK
\e[0m 0.01
16192 cic:/Cachan/SMC/config/bs_of_cfg.con
\e[0;32mOK
\e[0m 0.01
16193 cic:/Cachan/SMC/config/cnt_OK.con
\e[0;32mOK
\e[0m 0.01
16194 cic:/Cachan/SMC/config/cnt_of_cfg.con
\e[0;32mOK
\e[0m 0.01
16195 cic:/Cachan/SMC/config/config_node_OK.con
\e[0;32mOK
\e[0m 0.01
16196 cic:/Cachan/SMC/config/fl_of_cfg.con
\e[0;32mOK
\e[0m 0.01
16197 cic:/Cachan/SMC/config/negm_of_cfg.con
\e[0;32mOK
\e[0m 0.01
16198 cic:/Cachan/SMC/config/node_preserved.con
\e[0;32mOK
\e[0m 0.01
16199 cic:/Cachan/SMC/config/node_preserved_OK_bs.con
\e[0;32mOK
\e[0m 0.06
16200 cic:/Cachan/SMC/config/nodes_preserved_bounded.con
\e[0;32mOK
\e[0m 0.01
16201 cic:/Cachan/SMC/config/nodes_preserved_bs_node_OK.con
\e[0;32mOK
\e[0m 0.06
16202 cic:/Cachan/SMC/config/nodes_preserved_refl.con
\e[0;32mOK
\e[0m 0.01
16203 cic:/Cachan/SMC/config/nodes_preserved_trans.con
\e[0;32mOK
\e[0m 0.02
16204 cic:/Cachan/SMC/config/nodes_reachable_lemma_1.con
\e[0;32mOK
\e[0m 0.06
16205 cic:/Cachan/SMC/config/nodes_reachable_trans.con
\e[0;32mOK
\e[0m 0.01
16206 cic:/Cachan/SMC/config/orm_of_cfg.con
\e[0;32mOK
\e[0m 0.01
16207 cic:/Cachan/SMC/config/share_of_cfg.con
\e[0;32mOK
\e[0m 0.01
16208 cic:/Cachan/SMC/config/um_of_cfg.con
\e[0;32mOK
\e[0m 0.01
16209 cic:/Cachan/SMC/config/used_list_OK_bs.con
\e[0;32mOK
\e[0m 0.01
16210 cic:/Cachan/SMC/config/used_node'_bs.con
\e[0;32mOK
\e[0m 0.01
16211 cic:/Cachan/SMC/config/used_node.con
\e[0;32mOK
\e[0m 0.01
16212 cic:/Cachan/SMC/config/used_nodes_preserved_bs.con
\e[0;32mOK
\e[0m 0.01
16213 cic:/Cachan/SMC/bool_fun/bool_fun_and_comm.con
\e[0;32mOK
\e[0m 0.01
16214 cic:/Cachan/SMC/bool_fun/bool_fun_and_idempotent.con
\e[0;32mOK
\e[0m 0.01
16215 cic:/Cachan/SMC/bool_fun/bool_fun_and_lemma.con
\e[0;32mOK
\e[0m 0.02
16216 cic:/Cachan/SMC/bool_fun/bool_fun_and_orthogonal.con
\e[0;32mOK
\e[0m 0.02
16217 cic:/Cachan/SMC/bool_fun/bool_fun_and_preserves_eq.con
\e[0;32mOK
\e[0m 0.02
16218 cic:/Cachan/SMC/bool_fun/bool_fun_eq_neg_eq.con
\e[0;32mOK
\e[0m 0.02
16219 cic:/Cachan/SMC/bool_fun/bool_fun_eq_refl.con
\e[0;32mOK
\e[0m 0.01
16220 cic:/Cachan/SMC/bool_fun/bool_fun_eq_sym.con
\e[0;32mOK
\e[0m 0.01
16221 cic:/Cachan/SMC/bool_fun/bool_fun_eq_trans.con
\e[0;32mOK
\e[0m 0.01
16222 cic:/Cachan/SMC/bool_fun/bool_fun_ex.con
\e[0;32mOK
\e[0m 0.01
16223 cic:/Cachan/SMC/bool_fun/bool_fun_ext_if.con
\e[0;32mOK
\e[0m 0.02
16224 cic:/Cachan/SMC/bool_fun/bool_fun_ext_one.con
\e[0;32mOK
\e[0m 0.01
16225 cic:/Cachan/SMC/bool_fun/bool_fun_ext_zero.con
\e[0;32mOK
\e[0m 0.01
16226 cic:/Cachan/SMC/bool_fun/bool_fun_forall.con
\e[0;32mOK
\e[0m 0.01
16227 cic:/Cachan/SMC/bool_fun/bool_fun_if_eq_1.con
\e[0;32mOK
\e[0m 0.01
16228 cic:/Cachan/SMC/bool_fun/bool_fun_if_eq_2.con
\e[0;32mOK
\e[0m 0.01
16229 cic:/Cachan/SMC/bool_fun/bool_fun_if_preserves_eq.con
\e[0;32mOK
\e[0m 0.01
16230 cic:/Cachan/SMC/bool_fun/bool_fun_if_restrict.con
\e[0;32mOK
\e[0m 0.01
16231 cic:/Cachan/SMC/bool_fun/bool_fun_if_restrict_false.con
\e[0;32mOK
\e[0m 0.01
16232 cic:/Cachan/SMC/bool_fun/bool_fun_if_restrict_true.con
\e[0;32mOK
\e[0m 0.01
16233 cic:/Cachan/SMC/bool_fun/bool_fun_iff_lemma.con
\e[0;32mOK
\e[0m 0.02
16234 cic:/Cachan/SMC/bool_fun/bool_fun_iff_preserves_eq.con
\e[0;32mOK
\e[0m 0.01
16235 cic:/Cachan/SMC/bool_fun/bool_fun_impl_lemma.con
\e[0;32mOK
\e[0m 0.02
16236 cic:/Cachan/SMC/bool_fun/bool_fun_impl_preserves_eq.con
\e[0;32mOK
\e[0m 0.01
16237 cic:/Cachan/SMC/bool_fun/bool_fun_independent.con
\e[0;32mOK
\e[0m 0.01
16238 cic:/Cachan/SMC/bool_fun/bool_fun_neg_one.con
\e[0;32mOK
\e[0m 0.01
16239 cic:/Cachan/SMC/bool_fun/bool_fun_neg_orthogonal.con
\e[0;32mOK
\e[0m 0.01
16240 cic:/Cachan/SMC/bool_fun/bool_fun_neg_preserves_eq.con
\e[0;32mOK
\e[0m 0.01
16241 cic:/Cachan/SMC/bool_fun/bool_fun_neg_zero.con
\e[0;32mOK
\e[0m 0.01
16242 cic:/Cachan/SMC/bool_fun/bool_fun_of_bool_expr.con
\e[0;32mOK
\e[0m 0.01
16243 cic:/Cachan/SMC/bool_fun/bool_fun_or_comm.con
\e[0;32mOK
\e[0m 0.01
16244 cic:/Cachan/SMC/bool_fun/bool_fun_or_one.con
\e[0;32mOK
\e[0m 0.01
16245 cic:/Cachan/SMC/bool_fun/bool_fun_or_orthogonal.con
\e[0;32mOK
\e[0m 0.01
16246 cic:/Cachan/SMC/bool_fun/bool_fun_or_orthogonal_left.con
\e[0;32mOK
\e[0m 0.02
16247 cic:/Cachan/SMC/bool_fun/bool_fun_or_orthogonal_right.con
\e[0;32mOK
\e[0m 0.01
16248 cic:/Cachan/SMC/bool_fun/bool_fun_or_preserves_eq.con
\e[0;32mOK
\e[0m 0.01
16249 cic:/Cachan/SMC/bool_fun/bool_fun_or_zero.con
\e[0;32mOK
\e[0m 0.01
16250 cic:/Cachan/SMC/bool_fun/bool_fun_restrict_one.con
\e[0;32mOK
\e[0m 0.01
16251 cic:/Cachan/SMC/bool_fun/bool_fun_restrict_preserves_eq.con
\e[0;32mOK
\e[0m 0.01
16252 cic:/Cachan/SMC/bool_fun/bool_fun_restrict_zero.con
\e[0;32mOK
\e[0m 0.01
16253 cic:/Cachan/SMC/bool_fun/bool_fun_var_lemma.con
\e[0;32mOK
\e[0m 0.01
16254 cic:/Cachan/SMC/alloc/BDD_alloc/new_cfg.var
\e[0;32mOK
\e[0m 0.01
16255 cic:/BellLabs/lazyPCF/SubjRed/valid/valid_env.ind
\e[0;32mOK
\e[0m 0.01
16256 cic:/BellLabs/lazyPCF/SubjRed/mapsto/Mp_eqExt.con
\e[0;32mOK
\e[0m 0.09
16257 cic:/BellLabs/lazyPCF/SubjRed/mapsto/Mp_inv_nfvExt.con
\e[0;32mOK
\e[0m 0.04
16258 cic:/BellLabs/lazyPCF/SubjRed/mapsto/Mp_nfvExt.con
\e[0;32mOK
\e[0m 0.04
16259 cic:/BellLabs/lazyPCF/SubjRed/mapsto/Mp_swap.con
\e[0;32mOK
\e[0m 0.06
16260 cic:/BellLabs/lazyPCF/SubjRed/envprops/TEDomDomty_OSDom.con
\e[0;32mOK
\e[0m 0.03
16261 cic:/BellLabs/lazyPCF/SubjRed/NF/inv_NF_Sno.con
\e[0;32mOK
\e[0m 0.02
16262 cic:/BellLabs/lazyPCF/SubjRed/ApTypes/ren_var2.con
\e[0;32mOK
\e[0m 0.07
16263 cic:/BellLabs/lazyPCF/OpSem/typecheck/TC_tc.con
\e[0;32mOK
\e[0m 0.07
16264 cic:/BellLabs/lazyPCF/OpSem/freevars/inv_FV_abs.con
\e[0;32mOK
\e[0m 0.02
16265 cic:/BellLabs/lazyPCF/OpSem/freevars/inv_FV_appl.con
\e[0;32mOK
\e[0m 0.01
16266 cic:/BellLabs/lazyPCF/OpSem/freevars/inv_FV_clos.con
\e[0;32mOK
\e[0m 0.02
16267 cic:/BellLabs/lazyPCF/OpSem/freevars/inv_FV_cond.con
\e[0;32mOK
\e[0m 0.01
16268 cic:/BellLabs/lazyPCF/OpSem/freevars/inv_FV_fff.con
\e[0;32mOK
\e[0m 0.01
16269 cic:/BellLabs/lazyPCF/OpSem/freevars/inv_FV_fix.con
\e[0;32mOK
\e[0m 0.01
16270 cic:/BellLabs/lazyPCF/OpSem/freevars/inv_FV_is_o.con
\e[0;32mOK
\e[0m 0.01
16271 cic:/BellLabs/lazyPCF/OpSem/freevars/inv_FV_o.con
\e[0;32mOK
\e[0m 0.01
16272 cic:/BellLabs/lazyPCF/OpSem/freevars/inv_FV_prd.con
\e[0;32mOK
\e[0m 0.01
16273 cic:/BellLabs/lazyPCF/OpSem/freevars/inv_FV_succ.con
\e[0;32mOK
\e[0m 0.01
16274 cic:/BellLabs/lazyPCF/OpSem/freevars/inv_FV_ttt.con
\e[0;32mOK
\e[0m 0.01
16275 cic:/BellLabs/lazyPCF/OpSem/freevars/inv_FV_var.con
\e[0;32mOK
\e[0m 0.01
16276 cic:/BellLabs/lazyPCF/OpSem/freevars/notFV_abs.con
\e[0;32mOK
\e[0m 0.01
16277 cic:/BellLabs/lazyPCF/OpSem/freevars/notFV_clos.con
\e[0;32mOK
\e[0m 0.02
16278 cic:/BellLabs/lazyPCF/OpSem/freevars/notFV_fix.con
\e[0;32mOK
\e[0m 0.01
16279 cic:/BellLabs/lazyPCF/OpSem/environments/cfgenv.con
\e[0;32mOK
\e[0m 0.02
16280 cic:/BellLabs/lazyPCF/OpSem/environments/cfgexp.con
\e[0;32mOK
\e[0m 0.01
16281 cic:/BellLabs/lazyPCF/OpSem/environments/config_rect.con
\e[0;32mOK
\e[0m 0.01
16282 cic:/BellLabs/lazyPCF/OpSem/OSrules/Ap.ind
\e[0;32mOK
\e[0m 0.03
16283 cic:/Utrecht/Ramsey/Ramsey/increasing_FYA.con
\e[0;32mOK
\e[0m 0.02
16284 cic:/Utrecht/ABP/abp_lem3/Lem20.con
\e[0;32mOK
\e[0m 0.33
16285 cic:/Utrecht/ABP/abp_lem3/Lem21.con
\e[0;32mOK
\e[0m 0.29
16286 cic:/Utrecht/ABP/abp_lem3/Lem23.con
\e[0;32mOK
\e[0m 0.43
16287 cic:/Utrecht/ABP/abp_lem3/Lem24.con
\e[0;32mOK
\e[0m 0.67
16288 cic:/Utrecht/ABP/abp_lem3/Lem25.con
\e[0;32mOK
\e[0m 0.35
16289 cic:/Utrecht/ABP/abp_lem3/Lem26.con
\e[0;32mOK
\e[0m 0.34
16290 cic:/Utrecht/ABP/abp_lem3/Lem27.con
\e[0;32mOK
\e[0m 0.41
16291 cic:/Utrecht/ABP/abp_lem3/Lem28.con
\e[0;32mOK
\e[0m 0.52
16292 cic:/Utrecht/ABP/abp_lem3/Lem29.con
\e[0;32mOK
\e[0m 0.33
16293 cic:/Utrecht/ABP/abp_lem3/Lem30.con
\e[0;32mOK
\e[0m 0.42
16294 cic:/Utrecht/ABP/abp_lem3/Lem33.con
\e[0;32mOK
\e[0m 0.37
16295 cic:/Utrecht/ABP/abp_lem3/Lem34.con
\e[0;32mOK
\e[0m 0.57
16296 cic:/Utrecht/ABP/abp_lem3/Lem35.con
\e[0;32mOK
\e[0m 0.28
16297 cic:/Utrecht/ABP/abp_lem3/Lem36.con
\e[0;32mOK
\e[0m 0.29
16298 cic:/Utrecht/ABP/abp_lem3/Lem37.con
\e[0;32mOK
\e[0m 0.35
16299 cic:/Utrecht/ABP/abp_lem3/Lem38.con
\e[0;32mOK
\e[0m 0.45
16300 cic:/Utrecht/ABP/abp_lem3/Lem39.con
\e[0;32mOK
\e[0m 0.58
16301 cic:/Utrecht/ABP/abp_lem3/Lem40.con
\e[0;32mOK
\e[0m 0.41
16302 cic:/Utrecht/ABP/abp_lem25/Lem10.con
\e[0;32mOK
\e[0m 0.46
16303 cic:/Utrecht/ABP/abp_lem25/Lem11.con
\e[0;32mOK
\e[0m 0.43
16304 cic:/Utrecht/ABP/abp_lem25/Lem13.con
\e[0;32mOK
\e[0m 0.49
16305 cic:/Utrecht/ABP/abp_lem25/Lem14.con
\e[0;32mOK
\e[0m 0.70
16306 cic:/Utrecht/ABP/abp_lem25/Lem15.con
\e[0;32mOK
\e[0m 0.41
16307 cic:/Utrecht/ABP/abp_lem25/Lem16.con
\e[0;32mOK
\e[0m 0.45
16308 cic:/Utrecht/ABP/abp_lem25/Lem17.con
\e[0;32mOK
\e[0m 0.42
16309 cic:/Utrecht/ABP/abp_lem25/Lem18.con
\e[0;32mOK
\e[0m 0.47
16310 cic:/Utrecht/ABP/abp_lem25/Lem19.con
\e[0;32mOK
\e[0m 0.92
16311 cic:/Utrecht/ABP/abp_lem2/Lem1.con
\e[0;32mOK
\e[0m 0.39
16312 cic:/Utrecht/ABP/abp_lem2/Lem2.con
\e[0;32mOK
\e[0m 0.36
16313 cic:/Utrecht/ABP/abp_lem2/Lem3.con
\e[0;32mOK
\e[0m 0.53
16314 cic:/Utrecht/ABP/abp_lem2/Lem4.con
\e[0;32mOK
\e[0m 0.78
16315 cic:/Utrecht/ABP/abp_lem2/Lem5.con
\e[0;32mOK
\e[0m 0.48
16316 cic:/Utrecht/ABP/abp_lem2/Lem6.con
\e[0;32mOK
\e[0m 0.57
16317 cic:/Utrecht/ABP/abp_lem2/Lem7.con
\e[0;32mOK
\e[0m 0.34
16318 cic:/Utrecht/ABP/abp_lem2/Lem8.con
\e[0;32mOK
\e[0m 0.41
16319 cic:/Utrecht/ABP/abp_lem2/Lem9.con
\e[0;32mOK
\e[0m 0.60
16320 cic:/Suresnes/MiniC/Utilitaires/SimplDecl/sdecl_WellFormed_ind.con
\e[0;32mOK
\e[0m 0.02
16321 cic:/Suresnes/MiniC/Utilitaires/SetOf/OccursRelDownT.con
\e[0;32mOK
\e[0m 0.02
16322 cic:/Suresnes/MiniC/Utilitaires/SetOf/topoSortDownIsSorted.con
\e[0;32mOK
\e[0m 0.01
16323 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_WellFormed.ind
\e[0;32mOK
\e[0m 0.03
16324 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_addJoin.con
\e[0;32mOK
\e[0m 0.01
16325 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_union.con
\e[0;32mOK
\e[0m 0.01
16326 cic:/Suresnes/MiniC/MiniC/State/c_assgnExpValue.ind
\e[0;31mFAIL
\e[0m
16327 cic:/Suresnes/MiniC/MiniC/State/c_copyMemo.con
\e[0;31mFAIL
\e[0m
16328 cic:/Suresnes/MiniC/MiniC/State/c_expValue.ind
\e[0;31mFAIL
\e[0m
16329 cic:/Suresnes/MiniC/MiniC/State/c_runEnv.con
\e[0;31mFAIL
\e[0m
16330 cic:/Suresnes/MiniC/MiniC/State/domc_statement.con
\e[0;31mFAIL
\e[0m
16331 cic:/Suresnes/MiniC/MiniC/State/emptyState.con
\e[0;31mFAIL
\e[0m
16332 cic:/Suresnes/MiniC/MiniC/State/gVarsOfState.con
\e[0;31mFAIL
\e[0m
16333 cic:/Suresnes/MiniC/MiniC/State/lVarsOfState.con
\e[0;31mFAIL
\e[0m
16334 cic:/Suresnes/MiniC/MiniC/State/maxPosition.con
\e[0;31mFAIL
\e[0m
16335 cic:/Suresnes/MiniC/MiniC/State/memoOfState.con
\e[0;31mFAIL
\e[0m
16336 cic:/Suresnes/MiniC/MiniC/State/readMemoBlock.con
\e[0;31mFAIL
\e[0m
16337 cic:/Suresnes/MiniC/MiniC/State/state_rect.con
\e[0;31mFAIL
\e[0m
16338 cic:/Suresnes/MiniC/MiniC/State/storeMemoBlock.con
\e[0;31mFAIL
\e[0m
16339 cic:/Suresnes/MiniC/MiniC/State/storeValueAtAddress.con
\e[0;31mFAIL
\e[0m
16340 cic:/Suresnes/MiniC/MiniC/State/typeOfVarInState.con
\e[0;31mFAIL
\e[0m
16341 cic:/Suresnes/MiniC/MiniC/Memory/dynError.con
\e[0;31mFAIL
\e[0m
16342 cic:/Suresnes/MiniC/MiniC/CSemantics/Trace.con
\e[0;31mFAIL
\e[0m
16343 cic:/Suresnes/MiniC/MiniC/CSemantics/allocateStatic.con
\e[0;31mFAIL
\e[0m
16344 cic:/Suresnes/MiniC/MiniC/CSemantics/readInputs.con
\e[0;31mFAIL
\e[0m
16345 cic:/Suresnes/MiniC/MiniC/CSemantics/sumSizeUpTo.con
\e[0;31mFAIL
\e[0m
16346 cic:/Suresnes/MiniC/MiniC/CSemantics/univBinMorph.con
\e[0;31mFAIL
\e[0m
16347 cic:/Suresnes/MiniC/MiniC/CSemantics/While_True_Statement/loopbody.var
\e[0;31mFAIL
\e[0m
16348 cic:/Suresnes/MiniC/MiniC/CSemantics/Parametric_Simulation/Simulate_Program/loopbody.var
\e[0;31mFAIL
\e[0m
16349 cic:/Suresnes/MiniC/MiniC/CSemantics/Memory_Allocation/Denotation_Of_Expressions_And_Statements/Switch_Semantics/default.var
\e[0;31mFAIL
\e[0m
16350 cic:/Suresnes/MiniC/MiniC/CSemantics/Denotation_Of_Binds/denc_type.var
\e[0;31mFAIL
\e[0m
16351 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_assgnExp_ind.con
\e[0;31mFAIL
\e[0m
16352 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_assgnExp_rec.con
\e[0;31mFAIL
\e[0m
16353 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_exp_ind.con
\e[0;31mFAIL
\e[0m
16354 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_exp_rec.con
\e[0;31mFAIL
\e[0m
16355 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_funDecl.ind
\e[0;31mFAIL
\e[0m
16356 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_noFunHeader.con
\e[0;31mFAIL
\e[0m
16357 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_statement_rect.con
\e[0;31mFAIL
\e[0m
16358 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/nullStmt.con
\e[0;31mFAIL
\e[0m
16359 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_natGe.con
\e[0;32mOK
\e[0m 0.02
16360 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_natGt.con
\e[0;32mOK
\e[0m 0.01
16361 cic:/Suresnes/MiniC/MiniC/BasicTypes/c_natLe.con
\e[0;32mOK
\e[0m 0.01
16362 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Complete.con
\e[0;32mOK
\e[0m 0.02
16363 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Sound.con
\e[0;32mOK
\e[0m 0.01
16364 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Nil_only_prime_of_TRUE.con
\e[0;32mOK
\e[0m 0.02
16365 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Nil_prime_of_TRUE.con
\e[0;32mOK
\e[0m 0.01
16366 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Prime_implicant.con
\e[0;32mOK
\e[0m 0.01
16367 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Div_div_ass_eq.con
\e[0;32mOK
\e[0m 0.02
16368 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Divides_Nil_is_Nil.con
\e[0;32mOK
\e[0m 0.01
16369 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Head_max_of_ordered_path.con
\e[0;32mOK
\e[0m 0.01
16370 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Head_sub_ordered.con
\e[0;32mOK
\e[0m 0.03
16371 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/I_out_of_Sub_ip.con
\e[0;32mOK
\e[0m 0.02
16372 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Inv_Assignment_of_false.con
\e[0;32mOK
\e[0m 0.01
16373 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Inv_Assignment_of_true.con
\e[0;32mOK
\e[0m 0.01
16374 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Of_sub_pi_of_p.con
\e[0;32mOK
\e[0m 0.03
16375 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Ordered_cons_ordered_tail.con
\e[0;32mOK
\e[0m 0.01
16376 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/jofp_jofsub_ip.con
\e[0;32mOK
\e[0m 0.03
16377 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/inv_Implicant.con
\e[0;32mOK
\e[0m 0.02
16378 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/W_correct.con
\e[0;32mOK
\e[0m 0.01
16379 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Zero_W_Node.con
\e[0;32mOK
\e[0m 0.01
16380 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/Greater_i1/Hh.var
\e[0;32mOK
\e[0m 0.01
16381 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/Greater_i1/Hl.var
\e[0;32mOK
\e[0m 0.01
16382 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/Equal_i1_i2/Hh.var
\e[0;32mOK
\e[0m 0.02
16383 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Recursion_W/Equal_i1_i2/Hl.var
\e[0;32mOK
\e[0m 0.00
16384 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Monotony/Upd_preserves_Inf.con
\e[0;32mOK
\e[0m 0.03
16385 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Max.con
\e[0;32mOK
\e[0m 0.02
16386 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/le_dec.con
\e[0;32mOK
\e[0m 0.01
16387 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Shtree_Fa.con
\e[0;32mOK
\e[0m 0.01
16388 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Shtree_Tr.con
\e[0;32mOK
\e[0m 0.01
16389 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Shtree_Var.con
\e[0;32mOK
\e[0m 0.01
16390 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Frestr.con
\e[0;32mOK
\e[0m 0.01
16391 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/L_Assign1.con
\e[0;32mOK
\e[0m 0.02
16392 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/L_Assign2.con
\e[0;32mOK
\e[0m 0.02
16393 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/L_Assign3.con
\e[0;32mOK
\e[0m 0.02
16394 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/dim_node_dim_sons.con
\e[0;32mOK
\e[0m 0.01
16395 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/ordered_node_neq_sons.con
\e[0;32mOK
\e[0m 0.02
16396 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/ordered_node_ordered_sons.con
\e[0;32mOK
\e[0m 0.01
16397 cic:/Suresnes/BDD/canonicite/Vars/Order_gt_O.con
\e[0;32mOK
\e[0m 0.02
16398 cic:/Suresnes/BDD/canonicite/Vars/Order_le_n.con
\e[0;32mOK
\e[0m 0.01
16399 cic:/Suresnes/BDD/canonicite/Vars/Proof_irrelevance.con
\e[0;32mOK
\e[0m 0.01
16400 cic:/Suresnes/BDD/canonicite/Vars/eq_Var_dec.con
\e[0;32mOK
\e[0m 0.01
16401 cic:/Suresnes/BDD/canonicite/Vars/eq_Var_refl.con
\e[0;32mOK
\e[0m 0.02
16402 cic:/Suresnes/BDD/canonicite/Vars/eq_Var_same_order.con
\e[0;32mOK
\e[0m 0.01
16403 cic:/Suresnes/BDD/canonicite/Vars/le_or_gt_Var.con
\e[0;32mOK
\e[0m 0.01
16404 cic:/Suresnes/BDD/canonicite/Vars/same_order_eq_Var.con
\e[0;32mOK
\e[0m 0.01
16405 cic:/Suresnes/BDD/canonicite/Prelude1/le_nSm_le_nm_or_eq.con
\e[0;32mOK
\e[0m 0.02
16406 cic:/Suresnes/BDD/canonicite/Finite_sets/P_dec_on_Q_AllP_dec_on_Q.con
\e[0;32mOK
\e[0m 0.04
16407 cic:/Suresnes/BDD/canonicite/Finite_sets/cardinalO_empty.con
\e[0;32mOK
\e[0m 0.01
16408 cic:/Suresnes/BDD/canonicite/Finite_sets/finite_image.con
\e[0;32mOK
\e[0m 0.03
16409 cic:/Suresnes/BDD/canonicite/Finite_sets/finite_union.con
\e[0;32mOK
\e[0m 0.02
16410 cic:/Suresnes/BDD/canonicite/Finite_sets/notall_existnot_singleton.con
\e[0;32mOK
\e[0m 0.01
16411 cic:/Suresnes/BDD/canonicite/Finite_sets/set_eq_trans.con
\e[0;32mOK
\e[0m 0.01
16412 cic:/Suresnes/BDD/canonicite/Complete_induction/le_split.con
\e[0;32mOK
\e[0m 0.02
16413 cic:/Suresnes/BDD/canonicite/Boolean_functions/Assign_eq_ind.con
\e[0;32mOK
\e[0m 0.02
16414 cic:/Suresnes/BDD/canonicite/Boolean_functions/Assign_eq_refl.con
\e[0;32mOK
\e[0m 0.01
16415 cic:/Suresnes/BDD/canonicite/Boolean_functions/Assign_subst.con
\e[0;32mOK
\e[0m 0.01
16416 cic:/Suresnes/BDD/canonicite/Boolean_functions/BF_eq.con
\e[0;32mOK
\e[0m 0.01
16417 cic:/Suresnes/BDD/canonicite/Boolean_functions/Constant_fct.ind
\e[0;32mOK
\e[0m 0.01
16418 cic:/Suresnes/BDD/canonicite/Boolean_functions/Fcst.con
\e[0;32mOK
\e[0m 0.01
16419 cic:/Suresnes/BDD/canonicite/Boolean_functions/Upd_le.con
\e[0;32mOK
\e[0m 0.01
16420 cic:/Suresnes/BDD/canonicite/BDTs/BDT_eq.ind
\e[0;32mOK
\e[0m 0.02
16421 cic:/Suresnes/BDD/canonicite/BDTs/BDT_ind.con
\e[0;32mOK
\e[0m 0.06
16422 cic:/Suresnes/BDD/canonicite/BDTs/BDT_rec.con
\e[0;32mOK
\e[0m 0.01
16423 cic:/Suresnes/BDD/canonicite/BDTs/Fun.con
\e[0;32mOK
\e[0m 0.01
16424 cic:/Suresnes/BDD/canonicite/BDTs/dim_inv.con
\e[0;32mOK
\e[0m 0.01
16425 cic:/Suresnes/BDD/canonicite/BDTs/dimension_ind.con
\e[0;32mOK
\e[0m 0.01
16426 cic:/Suresnes/BDD/canonicite/BDTs/inv_OBDT_Order.con
\e[0;32mOK
\e[0m 0.01
16427 cic:/Suresnes/BDD/canonicite/BDTs/node_decomposition_ind.con
\e[0;32mOK
\e[0m 0.02
16428 cic:/Sophia-Antipolis/param_pi/typing_proofs/eqv_typing.con
\e[0;32mOK
\e[0m 0.06
16429 cic:/Sophia-Antipolis/param_pi/subtyping/subtyping.con
\e[0;32mOK
\e[0m 0.07
16430 cic:/Sophia-Antipolis/param_pi/induc/bout_ind.con
\e[0;32mOK
\e[0m 0.12
16431 cic:/Sophia-Antipolis/param_pi/induc/inp_ind.con
\e[0;32mOK
\e[0m 0.09
16432 cic:/Sophia-Antipolis/param_pi/induc/out_ind.con
\e[0;32mOK
\e[0m 0.08
16433 cic:/Sophia-Antipolis/param_pi/induc/tau_ind.con
\e[0;32mOK
\e[0m 0.07
16434 cic:/Sophia-Antipolis/Rsa/MiscRsa/diveucl_divex.con
\e[0;32mOK
\e[0m 0.02
16435 cic:/Sophia-Antipolis/Rsa/MiscRsa/eq_minus'.con
\e[0;32mOK
\e[0m 0.02
16436 cic:/Sophia-Antipolis/Rsa/MiscRsa/plus_minus_assoc.con
\e[0;32mOK
\e[0m 0.02
16437 cic:/Sophia-Antipolis/Rsa/MiscRsa/power_power.con
\e[0;32mOK
\e[0m 0.02
16438 cic:/Sophia-Antipolis/Rsa/Divides/SO_divides_all.con
\e[0;32mOK
\e[0m 0.01
16439 cic:/Sophia-Antipolis/Rsa/Divides/cong_mult.con
\e[0;32mOK
\e[0m 0.25
16440 cic:/Sophia-Antipolis/Rsa/Binomials/binomial_def2.con
\e[0;32mOK
\e[0m 0.03
16441 cic:/Sophia-Antipolis/RecursiveDefinition/data5/Zwf_minus_one.con
\e[0;32mOK
\e[0m 0.03
16442 cic:/Sophia-Antipolis/RecursiveDefinition/data5/fact_F.con
\e[0;32mOK
\e[0m 0.01
16443 cic:/Sophia-Antipolis/RecursiveDefinition/data1/sqrt4_aux.con
\e[0;32mOK
\e[0m 0.03
16444 cic:/Sophia-Antipolis/RecursiveDefinition/data/log_F.con
\e[0;32mOK
\e[0m 0.02
16445 cic:/Sophia-Antipolis/MATHS/Z/Zadd/pred_addZ_l.con
\e[0;32mOK
\e[0m 0.02
16446 cic:/Sophia-Antipolis/MATHS/Z/Zadd/succ_addZ_l.con
\e[0;32mOK
\e[0m 0.02
16447 cic:/Sophia-Antipolis/MATHS/Z/Zadd/tech_add_neg_predZ.con
\e[0;32mOK
\e[0m 0.01
16448 cic:/Sophia-Antipolis/MATHS/Z/Zadd/tech_add_pos_succZ.con
\e[0;32mOK
\e[0m 0.01
16449 cic:/Sophia-Antipolis/MATHS/Z/Nat_complements/lt_minus2.con
\e[0;32mOK
\e[0m 0.02
16450 cic:/Sophia-Antipolis/MATHS/Z/Nat_complements/minus_n_Sm.con
\e[0;32mOK
\e[0m 0.01
16451 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/G0.con
\e[0;32mOK
\e[0m 0.02
16452 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/G1.con
\e[0;32mOK
\e[0m 0.01
16453 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/G2a.con
\e[0;32mOK
\e[0m 0.01
16454 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/G2b.con
\e[0;32mOK
\e[0m 0.01
16455 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/G2c.con
\e[0;32mOK
\e[0m 0.01
16456 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/G3a.con
\e[0;32mOK
\e[0m 0.01
16457 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/G3b.con
\e[0;32mOK
\e[0m 0.01
16458 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/G3c.con
\e[0;32mOK
\e[0m 0.01
16459 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/Cinq/H_included_in_G.var
\e[0;32mOK
\e[0m 0.01
16460 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/Cinq/stability.var
\e[0;32mOK
\e[0m 0.01
16461 cic:/Sophia-Antipolis/MATHS/GROUPS/g2/Prod.ind
\e[0;32mOK
\e[0m 0.01
16462 cic:/Sophia-Antipolis/MATHS/GROUPS/g2/Trois/subH.var
\e[0;32mOK
\e[0m 0.02
16463 cic:/Sophia-Antipolis/MATHS/GROUPS/g2/Trois/subK.var
\e[0;32mOK
\e[0m 0.01
16464 cic:/Sophia-Antipolis/MATHS/GROUPS/g2/Quatre/subH.var
\e[0;32mOK
\e[0m 0.02
16465 cic:/Sophia-Antipolis/MATHS/GROUPS/g2/Quatre/subK.var
\e[0;32mOK
\e[0m 0.01
16466 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/exp.con
\e[0;32mOK
\e[0m 0.02
16467 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Second/eH.var
\e[0;32mOK
\e[0m 0.01
16468 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Second/h1.var
\e[0;32mOK
\e[0m 0.01
16469 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Second/h2.var
\e[0;32mOK
\e[0m 0.01
16470 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Premier/eH.var
\e[0;32mOK
\e[0m 0.01
16471 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Premier/hinv.var
\e[0;32mOK
\e[0m 0.01
16472 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Premier/hstar.var
\e[0;32mOK
\e[0m 0.01
16473 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Premier/subset.var
\e[0;32mOK
\e[0m 0.01
16474 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Elements/sub.var
\e[0;32mOK
\e[0m 0.01
16475 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/Setsubgroup.con
\e[0;32mOK
\e[0m 0.01
16476 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/subgroup_rect.con
\e[0;32mOK
\e[0m 0.02
16477 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/pb9_1.con
\e[0;32mOK
\e[0m 0.02
16478 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/t.var
\e[0;32mOK
\e[0m 0.02
16479 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/thm4_9a.con
\e[0;32mOK
\e[0m 0.02
16480 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/thm4_9b.con
\e[0;32mOK
\e[0m 0.01
16481 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/thm5_4.con
\e[0;32mOK
\e[0m 0.03
16482 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part2/thm4_1a.con
\e[0;32mOK
\e[0m 0.02
16483 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part2/thm4_1b.con
\e[0;32mOK
\e[0m 0.02
16484 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part2/thm4_1d.con
\e[0;32mOK
\e[0m 0.02
16485 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part2/thm4_3a.con
\e[0;32mOK
\e[0m 0.01
16486 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part2/thm4_3b.con
\e[0;32mOK
\e[0m 0.01
16487 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/Uniqueness_of_constructed_lines.con
\e[0;32mOK
\e[0m 0.02
16488 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/Uniqueness_of_orthogonality.con
\e[0;32mOK
\e[0m 0.03
16489 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/ort_ort_like_par_i.con
\e[0;32mOK
\e[0m 0.01
16490 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/thm8_8.con
\e[0;32mOK
\e[0m 0.01
16491 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/delicate/t.var
\e[0;32mOK
\e[0m 0.01
16492 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Neg_apart_equiv.con
\e[0;32mOK
\e[0m 0.03
16493 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Parallelogram_rect.con
\e[0;32mOK
\e[0m 0.02
16494 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Triangle_rect.con
\e[0;32mOK
\e[0m 0.01
16495 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/base.con
\e[0;32mOK
\e[0m 0.01
16496 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/side1.con
\e[0;32mOK
\e[0m 0.02
16497 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/side2.con
\e[0;32mOK
\e[0m 0.01
16498 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/side3.con
\e[0;32mOK
\e[0m 0.01
16499 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/side4.con
\e[0;32mOK
\e[0m 0.01
16500 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/summit.con
\e[0;32mOK
\e[0m 0.01
16501 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/sym_ConLn.con
\e[0;32mOK
\e[0m 0.01
16502 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/sym_DiLn.con
\e[0;32mOK
\e[0m 0.01
16503 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/sym_DiPt.con
\e[0;32mOK
\e[0m 0.32
16504 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/sym_EqLn.con
\e[0;32mOK
\e[0m 0.21
16505 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/sym_EqPt.con
\e[0;32mOK
\e[0m 0.12
16506 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/sym_Par.con
\e[0;32mOK
\e[0m 0.02
16507 cic:/Sophia-Antipolis/MATHS/GEOMETRY/affinity/strict_parallel.con
\e[0;32mOK
\e[0m 0.02
16508 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Couple_included_in_carrier.con
\e[0;32mOK
\e[0m 0.02
16509 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Algebraic_partial_orders/D_C.var
\e[0;32mOK
\e[0m 0.02
16510 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Algebraic_partial_orders/D_R.var
\e[0;32mOK
\e[0m 0.00
16511 cic:/Sophia-Antipolis/Huffman/WeightTree/le_sum_correct1.con
\e[0;32mOK
\e[0m 0.02
16512 cic:/Sophia-Antipolis/Huffman/WeightTree/le_sum_correct2.con
\e[0;32mOK
\e[0m 0.01
16513 cic:/Sophia-Antipolis/Huffman/Permutation/all_permutations_permutation.con
\e[0;32mOK
\e[0m 0.02
16514 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_flat_map.con
\e[0;32mOK
\e[0m 0.02
16515 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_inv.con
\e[0;32mOK
\e[0m 0.04
16516 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_one_inv.con
\e[0;32mOK
\e[0m 0.01
16517 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_transposition.con
\e[0;32mOK
\e[0m 0.05
16518 cic:/Sophia-Antipolis/Huffman/PBTree2BTree/to_btree_distinct_leaves.con
\e[0;32mOK
\e[0m 0.02
16519 cic:/Sophia-Antipolis/Huffman/PBTree2BTree/to_btree_distinct_pbleaves.con
\e[0;32mOK
\e[0m 0.01
16520 cic:/Sophia-Antipolis/Huffman/PBTree/distinct_pbleaves_pbadd_prop2.con
\e[0;32mOK
\e[0m 0.01
16521 cic:/Sophia-Antipolis/Huffman/PBTree/pb_unique_prefix.con
\e[0;32mOK
\e[0m 0.02
16522 cic:/Sophia-Antipolis/Huffman/PBTree/pbadd_prop2.con
\e[0;32mOK
\e[0m 0.24
16523 cic:/Sophia-Antipolis/Huffman/PBTree/pbfree_pbbuild_prop1.con
\e[0;32mOK
\e[0m 0.15
16524 cic:/Sophia-Antipolis/Huffman/Frequency/add_frequency_list_perm.con
\e[0;32mOK
\e[0m 0.08
16525 cic:/Sophia-Antipolis/Huffman/Frequency/frequency_list_unique.con
\e[0;32mOK
\e[0m 0.01
16526 cic:/Sophia-Antipolis/Huffman/Frequency/number_of_occurrences_permutation_ex.con
\e[0;32mOK
\e[0m 0.06
16527 cic:/Sophia-Antipolis/Huffman/Cover/all_cover.con
\e[0;32mOK
\e[0m 0.02
16528 cic:/Sophia-Antipolis/Huffman/Code/decode.con
\e[0;32mOK
\e[0m 0.02
16529 cic:/Sophia-Antipolis/Huffman/Code/decode_aux_correct.con
\e[0;32mOK
\e[0m 0.10
16530 cic:/Sophia-Antipolis/Huffman/Code/encode_permutation_val.con
\e[0;32mOK
\e[0m 0.03
16531 cic:/Sophia-Antipolis/Huffman/Code/find_code_permutation.con
\e[0;32mOK
\e[0m 0.11
16532 cic:/Sophia-Antipolis/Huffman/BTree/btree_unique_prefix.con
\e[0;32mOK
\e[0m 0.02
16533 cic:/Sophia-Antipolis/Huffman/BTree/distinct_leaves_dec.con
\e[0;32mOK
\e[0m 0.01
16534 cic:/Sophia-Antipolis/Huffman/Aux/find_max_correct.con
\e[0;32mOK
\e[0m 0.08
16535 cic:/Sophia-Antipolis/Huffman/Aux/find_min_correct.con
\e[0;32mOK
\e[0m 0.08
16536 cic:/Sophia-Antipolis/Huffman/Aux/first_n_app1.con
\e[0;32mOK
\e[0m 0.03
16537 cic:/Sophia-Antipolis/Huffman/Aux/first_n_length.con
\e[0;32mOK
\e[0m 0.02
16538 cic:/Sophia-Antipolis/Huffman/Aux/minus_minus_simpl4.con
\e[0;32mOK
\e[0m 0.03
16539 cic:/Sophia-Antipolis/Huffman/Aux/plus_minus_simpl4.con
\e[0;32mOK
\e[0m 0.01
16540 cic:/Sophia-Antipolis/Huffman/Aux/skip_n_app1.con
\e[0;32mOK
\e[0m 0.02
16541 cic:/Sophia-Antipolis/Huffman/Aux/skip_n_app2.con
\e[0;32mOK
\e[0m 0.02
16542 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/R1.con
\e[0;32mOK
\e[0m 0.02
16543 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/R2.con
\e[0;32mOK
\e[0m 0.01
16544 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/le_length_strip.con
\e[0;32mOK
\e[0m 0.02
16545 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/length_strip.con
\e[0;32mOK
\e[0m 0.01
16546 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/strip_max.con
\e[0;32mOK
\e[0m 0.01
16547 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/trunc_plus_petit.con
\e[0;32mOK
\e[0m 0.01
16548 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_compl/rev_rev.con
\e[0;32mOK
\e[0m 0.02
16549 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/BV_to_nat_app.con
\e[0;32mOK
\e[0m 0.08
16550 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/le_minus_minus.con
\e[0;32mOK
\e[0m 0.02
16551 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/minus_minus_lem1.con
\e[0;32mOK
\e[0m 0.01
16552 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/minus_minus_lem2.con
\e[0;32mOK
\e[0m 0.02
16553 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_spec/al_constant.con
\e[0;32mOK
\e[0m 0.02
16554 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_spec/length_cx.con
\e[0;32mOK
\e[0m 0.02
16555 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_spec/length_di.con
\e[0;32mOK
\e[0m 0.02
16556 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/al2_constant.con
\e[0;32mOK
\e[0m 0.02
16557 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/compo'.con
\e[0;32mOK
\e[0m 0.01
16558 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/da2_constant.con
\e[0;32mOK
\e[0m 0.02
16559 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/di2_constant.con
\e[0;32mOK
\e[0m 0.02
16560 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_defs/IsNull_false.con
\e[0;32mOK
\e[0m 0.01
16561 cic:/Sophia-Antipolis/HARDWARE/ADDER/FullAdder/full_adder_carry_neg.con
\e[0;32mOK
\e[0m 0.03
16562 cic:/Sophia-Antipolis/HARDWARE/ADDER/FullAdder/full_adder_carry_sym2.con
\e[0;32mOK
\e[0m 0.03
16563 cic:/Sophia-Antipolis/HARDWARE/ADDER/FullAdder/full_adder_sum_sym2.con
\e[0;32mOK
\e[0m 0.02
16564 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/BV_full_adder.con
\e[0;32mOK
\e[0m 0.02
16565 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/BV_full_adder_carry_eq1.con
\e[0;32mOK
\e[0m 0.01
16566 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/BV_full_adder_carry_eq2.con
\e[0;32mOK
\e[0m 0.01
16567 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/BV_full_adder_carry_eq3.con
\e[0;32mOK
\e[0m 0.01
16568 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/BV_full_adder_carry_eq4.con
\e[0;32mOK
\e[0m 0.01
16569 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/BV_full_adder_sum_eq1.con
\e[0;32mOK
\e[0m 0.01
16570 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/BV_full_adder_sum_eq2.con
\e[0;32mOK
\e[0m 0.01
16571 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/BV_full_adder_sum_eq3.con
\e[0;32mOK
\e[0m 0.01
16572 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/BV_full_adder_sum_eq4.con
\e[0;32mOK
\e[0m 0.01
16573 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/length_BV_full_adder_sum.con
\e[0;32mOK
\e[0m 0.03
16574 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_NN_proof2_Out.con
\e[0;32mOK
\e[0m 0.02
16575 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_INTER.con
\e[0;32mOK
\e[0m 0.01
16576 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_inter_ind.con
\e[0;32mOK
\e[0m 0.02
16577 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_inter_rec.con
\e[0;32mOK
\e[0m 0.01
16578 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_prop.ind
\e[0;32mOK
\e[0m 0.01
16579 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Doubleton_th1.con
\e[0;31mFAIL
\e[0m
16580 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Doubleton_th2.con
\e[0;31mFAIL
\e[0m
16581 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_refl.con
\e[0;32mOK
\e[0m 0.01
16582 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_symm.con
\e[0;32mOK
\e[0m 0.01
16583 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Extensionally_equivalent.con
\e[0;32mOK
\e[0m 0.01
16584 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Intersection_Bounded.con
\e[0;31mFAIL
\e[0m
16585 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Nexts_element_of_NN_proof_Out.con
\e[0;32mOK
\e[0m 0.01
16586 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_th1.con
\e[0;32mOK
\e[0m 0.02
16587 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Set_Of_th1.con
\e[0;31mFAIL
\e[0m
16588 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Set_Of_th2.con
\e[0;31mFAIL
\e[0m
16589 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Set_Of_th3.con
\e[0;31mFAIL
\e[0m
16590 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Total.con
\e[0;32mOK
\e[0m 0.01
16591 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/UnionPlus_th1.con
\e[0;31mFAIL
\e[0m
16592 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Union_intermediate_pr.con
\e[0;32mOK
\e[0m 0.01
16593 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/anything_in_next_of_itself.con
\e[0;31mFAIL
\e[0m
16594 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyfn1_Out.con
\e[0;32mOK
\e[0m 0.01
16595 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyfn2_Out.con
\e[0;32mOK
\e[0m 0.01
16596 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyset_subset_everything_2_Out.con
\e[0;32mOK
\e[0m 0.01
16597 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/has_geq_2_elements_th1.con
\e[0;32mOK
\e[0m 0.01
16598 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ieieep2_Out.con
\e[0;32mOK
\e[0m 0.01
16599 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian.ind
\e[0;32mOK
\e[0m 0.02
16600 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_iff_strictsub_Zero_Out.con
\e[0;32mOK
\e[0m 0.01
16601 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/is_a_function.ind
\e[0;32mOK
\e[0m 0.01
16602 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_ind1.con
\e[0;32mOK
\e[0m 0.01
16603 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_ind2.con
\e[0;32mOK
\e[0m 0.01
16604 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_ind_hyp_rect.con
\e[0;32mOK
\e[0m 0.01
16605 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_refl_proof_Out.con
\e[0;32mOK
\e[0m 0.01
16606 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_symm.con
\e[0;32mOK
\e[0m 0.01
16607 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/well_def_1_Out.con
\e[0;32mOK
\e[0m 0.01
16608 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/zero_not_in_itself.con
\e[0;32mOK
\e[0m 0.01
16609 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/b.var
\e[0;31mFAIL
\e[0m
16610 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/B_sub_V_proof/step2.var
\e[0;32mOK
\e[0m 0.02
16611 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/A_sub_V_proof/step4.var
\e[0;31mFAIL
\e[0m
16612 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_trans1_proof/step1.var
\e[0;32mOK
\e[0m 0.01
16613 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_trans1_proof/strictsub_trans1a/step3.var
\e[0;32mOK
\e[0m 0.02
16614 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_uniqueness_proof/step1.var
\e[0;31mFAIL
\e[0m
16615 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_uniqueness_proof/step2.var
\e[0;31mFAIL
\e[0m
16616 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_has_geq_2_elements_proof/step1.var
\e[0;31mFAIL
\e[0m
16617 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1b/U.var
\e[0;32mOK
\e[0m 0.01
16618 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1b/i.var
\e[0;32mOK
\e[0m 0.01
16619 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1a/Y.var
\e[0;32mOK
\e[0m 0.02
16620 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1a/i.var
\e[0;32mOK
\e[0m 0.01
16621 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_3/Z.var
\e[0;32mOK
\e[0m 0.02
16622 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_3/i.var
\e[0;32mOK
\e[0m 0.01
16623 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2/Y.var
\e[0;32mOK
\e[0m 0.01
16624 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2/s.var
\e[0;32mOK
\e[0m 0.01
16625 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relations_in_cartesian_proof/A.var
\e[0;32mOK
\e[0m 0.01
16626 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relations_in_cartesian_proof/B.var
\e[0;32mOK
\e[0m 0.00
16627 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relations_in_cartesian_proof/Y.var
\e[0;32mOK
\e[0m 0.01
16628 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relations_in_cartesian_proof/r.var
\e[0;32mOK
\e[0m 0.01
16629 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relation_1/r.var
\e[0;32mOK
\e[0m 0.02
16630 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1/step2.var
\e[0;32mOK
\e[0m 0.02
16631 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1/step6.var
\e[0;32mOK
\e[0m 0.01
16632 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power5/step1.var
\e[0;32mOK
\e[0m 0.01
16633 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power1/step1.var
\e[0;32mOK
\e[0m 0.01
16634 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power1/step2.var
\e[0;32mOK
\e[0m 0.01
16635 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/nothing_strictsub_Zero/step2.var
\e[0;32mOK
\e[0m 0.01
16636 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/h.var
\e[0;32mOK
\e[0m 0.01
16637 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/naturals_main_induction3b/step3b1.var
\e[0;32mOK
\e[0m 0.02
16638 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/naturals_inductionA1/h.var
\e[0;32mOK
\e[0m 0.01
16639 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/inv_eval_in_domain_proof/i.var
\e[0;32mOK
\e[0m 0.01
16640 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_bounded_proof/cpb1/Y.var
\e[0;32mOK
\e[0m 0.01
16641 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_relation_proof/f.var
\e[0;32mOK
\e[0m 0.02
16642 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_relation_proof/g.var
\e[0;32mOK
\e[0m 0.01
16643 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain2/x.var
\e[0;32mOK
\e[0m 0.02
16644 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain2/gd2B/x1.var
\e[0;32mOK
\e[0m 0.02
16645 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain2/gd2A/x1.var
\e[0;32mOK
\e[0m 0.01
16646 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain1/x.var
\e[0;32mOK
\e[0m 0.02
16647 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain1/gd1b/p2.var
\e[0;32mOK
\e[0m 0.01
16648 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain1/gd1a/p1.var
\e[0;32mOK
\e[0m 0.02
16649 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/first_uniqueness/step1.var
\e[0;32mOK
\e[0m 0.02
16650 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/eval_in_range_proof/i.var
\e[0;32mOK
\e[0m 0.02
16651 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/efdom/i.var
\e[0;32mOK
\e[0m 0.02
16652 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_symm_proof/i.var
\e[0;32mOK
\e[0m 0.02
16653 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_symm_proof/j.var
\e[0;32mOK
\e[0m 0.01
16654 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/V.var
\e[0;32mOK
\e[0m 0.01
16655 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/W.var
\e[0;32mOK
\e[0m 0.01
16656 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/Y.var
\e[0;32mOK
\e[0m 0.01
16657 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/s.var
\e[0;32mOK
\e[0m 0.01
16658 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_eq_proof/d.var
\e[0;32mOK
\e[0m 0.02
16659 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/i.var
\e[0;32mOK
\e[0m 0.01
16660 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/ix.var
\e[0;32mOK
\e[0m 0.01
16661 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/j.var
\e[0;32mOK
\e[0m 0.01
16662 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/jx.var
\e[0;32mOK
\e[0m 0.01
16663 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/u.var
\e[0;32mOK
\e[0m 0.01
16664 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/v.var
\e[0;32mOK
\e[0m 0.01
16665 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/FA.var
\e[0;32mOK
\e[0m 0.02
16666 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/FB.var
\e[0;32mOK
\e[0m 0.01
16667 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/GA.var
\e[0;32mOK
\e[0m 0.01
16668 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/GB.var
\e[0;32mOK
\e[0m 0.00
16669 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_3/i.var
\e[0;32mOK
\e[0m 0.01
16670 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_3/j.var
\e[0;32mOK
\e[0m 0.00
16671 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_2/Z.var
\e[0;32mOK
\e[0m 0.01
16672 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_2/i.var
\e[0;32mOK
\e[0m 0.01
16673 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_2/j.var
\e[0;32mOK
\e[0m 0.00
16674 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_2/W.var
\e[0;32mOK
\e[0m 0.01
16675 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_1/W.var
\e[0;32mOK
\e[0m 0.02
16676 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartpair/Y1.var
\e[0;32mOK
\e[0m 0.01
16677 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/Y1.var
\e[0;32mOK
\e[0m 0.01
16678 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Union_th1_proof/step2.var
\e[0;32mOK
\e[0m 0.02
16679 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_th1_proof/step1.var
\e[0;32mOK
\e[0m 0.01
16680 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_prop_bounded_proof/Range_prop_bounded_proof_1/step1_1.var
\e[0;32mOK
\e[0m 0.02
16681 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/M2.var
\e[0;32mOK
\e[0m 0.01
16682 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/N2.var
\e[0;32mOK
\e[0m 0.00
16683 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/f.var
\e[0;32mOK
\e[0m 0.01
16684 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_trans_proof/step5.var
\e[0;32mOK
\e[0m 0.01
16685 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_trans_proof/step6.var
\e[0;32mOK
\e[0m 0.01
16686 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_th1_proof/step1.var
\e[0;32mOK
\e[0m 0.02
16687 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_prop_bounded_proof/Domain_prop_bounded_proof_1/step1_1.var
\e[0;32mOK
\e[0m 0.02
16688 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops2/h.var
\e[0;32mOK
\e[0m 0.01
16689 cic:/Sophia-Antipolis/Float/Zenum/mZlist_aux.con
\e[0;32mOK
\e[0m 0.02
16690 cic:/Sophia-Antipolis/Float/Paux/Pdiv.con
\e[0;32mOK
\e[0m 0.04
16691 cic:/Sophia-Antipolis/Float/Fround/CompatibleP.con
\e[0;32mOK
\e[0m 0.01
16692 cic:/Sophia-Antipolis/Float/Fround/UniqueP.con
\e[0;32mOK
\e[0m 0.01
16693 cic:/Sophia-Antipolis/Float/Fop/Fplus.con
\e[0;32mOK
\e[0m 0.02
16694 cic:/Sophia-Antipolis/Float/Fop/oneZplus.con
\e[0;32mOK
\e[0m 0.01
16695 cic:/Sophia-Antipolis/Float/Fodd/EvenNOdd.con
\e[0;32mOK
\e[0m 0.05
16696 cic:/Sophia-Antipolis/Float/Fodd/FevenO.con
\e[0;32mOK
\e[0m 0.01
16697 cic:/Sophia-Antipolis/Float/Fodd/Fodd.con
\e[0;32mOK
\e[0m 0.01
16698 cic:/Sophia-Antipolis/Float/Fodd/Odd1.con
\e[0;32mOK
\e[0m 0.01
16699 cic:/Sophia-Antipolis/Float/Fodd/OddNEven.con
\e[0;32mOK
\e[0m 0.04
16700 cic:/Sophia-Antipolis/Float/Fnorm/FsubnormFabs.con
\e[0;32mOK
\e[0m 0.03
16701 cic:/Sophia-Antipolis/Float/Fnorm/firstNormalPos.con
\e[0;32mOK
\e[0m 0.01
16702 cic:/Sophia-Antipolis/Float/Fnorm/pPred.con
\e[0;32mOK
\e[0m 0.01
16703 cic:/Sophia-Antipolis/Float/Fmin/MonotoneP.con
\e[0;32mOK
\e[0m 0.02
16704 cic:/Sophia-Antipolis/Float/Fmin/ProjectorP.con
\e[0;32mOK
\e[0m 0.01
16705 cic:/Sophia-Antipolis/Float/Fmin/boundNat.con
\e[0;32mOK
\e[0m 0.01
16706 cic:/Sophia-Antipolis/Float/Fmin/isMax.con
\e[0;32mOK
\e[0m 0.01
16707 cic:/Sophia-Antipolis/Float/Fmin/isMin.con
\e[0;32mOK
\e[0m 0.01
16708 cic:/Sophia-Antipolis/Float/Float/Fdigit.con
\e[0;32mOK
\e[0m 0.01
16709 cic:/Sophia-Antipolis/Float/Float/Fshift.con
\e[0;32mOK
\e[0m 0.01
16710 cic:/Sophia-Antipolis/Float/Fcomp/Fdiff.con
\e[0;32mOK
\e[0m 0.01
16711 cic:/Sophia-Antipolis/Float/Fcomp/Feq.con
\e[0;32mOK
\e[0m 0.01
16712 cic:/Sophia-Antipolis/Float/Fcomp/Fge.con
\e[0;32mOK
\e[0m 0.01
16713 cic:/Sophia-Antipolis/Float/Fcomp/Fgt.con
\e[0;32mOK
\e[0m 0.01
16714 cic:/Sophia-Antipolis/Float/Fcomp/Fle.con
\e[0;32mOK
\e[0m 0.01
16715 cic:/Sophia-Antipolis/Float/Fcomp/Flt.con
\e[0;32mOK
\e[0m 0.01
16716 cic:/Sophia-Antipolis/Float/Fbound/oppBoundedInv.con
\e[0;32mOK
\e[0m 0.02
16717 cic:/Sophia-Antipolis/Float/Faux/Zlt_Zabs_intro.con
\e[0;32mOK
\e[0m 0.02
16718 cic:/Sophia-Antipolis/Float/Faux/ZmaxSym.con
\e[0;32mOK
\e[0m 0.03
16719 cic:/Sophia-Antipolis/Float/Faux/Zmin_le2.con
\e[0;32mOK
\e[0m 0.01
16720 cic:/Sophia-Antipolis/Float/Faux/absolu_INR.con
\e[0;32mOK
\e[0m 0.01
16721 cic:/Sophia-Antipolis/Float/Faux/lt_comp_mult_l.con
\e[0;32mOK
\e[0m 0.02
16722 cic:/Sophia-Antipolis/Float/Faux/lt_minus_inv.con
\e[0;32mOK
\e[0m 0.02
16723 cic:/Sophia-Antipolis/Float/Faux/lte_comp_mult.con
\e[0;32mOK
\e[0m 0.02
16724 cic:/Sophia-Antipolis/Float/Faux/minus_minus.con
\e[0;32mOK
\e[0m 0.01
16725 cic:/Sophia-Antipolis/Float/Digit/Zcompare_correct.con
\e[0;32mOK
\e[0m 0.02
16726 cic:/Sophia-Antipolis/Float/Digit/digit1.con
\e[0;32mOK
\e[0m 0.01
16727 cic:/Sophia-Antipolis/Float/Digit/digitO.con
\e[0;32mOK
\e[0m 0.01
16728 cic:/Sophia-Antipolis/Float/Digit/digit_abs.con
\e[0;32mOK
\e[0m 0.02
16729 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Finite_plus_one_is_finite.con
\e[0;32mOK
\e[0m 0.02
16730 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Inclusion_is_transitive.con
\e[0;32mOK
\e[0m 0.01
16731 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Power_set_PO.con
\e[0;32mOK
\e[0m 0.01
16732 cic:/Sophia-Antipolis/Cours-de-Coq/podefs/Carrier_of.con
\e[0;32mOK
\e[0m 0.02
16733 cic:/Sophia-Antipolis/Cours-de-Coq/podefs/PO_ind.con
\e[0;32mOK
\e[0m 0.01
16734 cic:/Sophia-Antipolis/Cours-de-Coq/podefs/PO_rec.con
\e[0;32mOK
\e[0m 0.01
16735 cic:/Sophia-Antipolis/Cours-de-Coq/podefs/Rel_of.con
\e[0;32mOK
\e[0m 0.01
16736 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_3_facts/Newman.con
\e[0;32mOK
\e[0m 0.07
16737 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_3_facts/Strong_confluence.con
\e[0;32mOK
\e[0m 0.35
16738 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_3_facts/Strong_confluence_direct.con
\e[0;32mOK
\e[0m 0.17
16739 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_2_facts/star_monotone.con
\e[0;32mOK
\e[0m 0.04
16740 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1_facts/Equiv_from_preorder.con
\e[0;32mOK
\e[0m 0.02
16741 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/divA_A1.con
\e[0;32mOK
\e[0m 0.03
16742 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/divA_multA_comp_l.con
\e[0;32mOK
\e[0m 0.02
16743 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/divA_nZ.con
\e[0;32mOK
\e[0m 0.01
16744 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/eqA0_left.con
\e[0;32mOK
\e[0m 0.02
16745 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/eqA0_right.con
\e[0;32mOK
\e[0m 0.01
16746 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/eqA_A0.con
\e[0;32mOK
\e[0m 0.01
16747 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/invA0.con
\e[0;32mOK
\e[0m 0.02
16748 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/invA0_inv.con
\e[0;32mOK
\e[0m 0.06
16749 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/multA_A0_r.con
\e[0;32mOK
\e[0m 0.02
16750 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/multA_A1_r.con
\e[0;32mOK
\e[0m 0.02
16751 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/multA_dist_r.con
\e[0;32mOK
\e[0m 0.03
16752 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/multA_eqA_comp_l.con
\e[0;32mOK
\e[0m 0.02
16753 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/multA_eqA_comp_r.con
\e[0;32mOK
\e[0m 0.01
16754 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/plusA_eqA_comp_l.con
\e[0;32mOK
\e[0m 0.02
16755 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/plusA_eqA_comp_r.con
\e[0;32mOK
\e[0m 0.01
16756 cic:/Sophia-Antipolis/Buchberger/Term/eqTerm_dec.con
\e[0;32mOK
\e[0m 0.02
16757 cic:/Sophia-Antipolis/Buchberger/Term/multTerm_minusTerm_dist_l.con
\e[0;32mOK
\e[0m 0.03
16758 cic:/Sophia-Antipolis/Buchberger/Term/nZero_invTerm_nZero.con
\e[0;32mOK
\e[0m 0.01
16759 cic:/Sophia-Antipolis/Buchberger/Term/nzeroP_comp_eqTerm.con
\e[0;32mOK
\e[0m 0.01
16760 cic:/Sophia-Antipolis/Buchberger/Term/zeroP_minusTerm.con
\e[0;32mOK
\e[0m 0.01
16761 cic:/Sophia-Antipolis/Buchberger/Pmults/mults_T1.con
\e[0;32mOK
\e[0m 0.03
16762 cic:/Sophia-Antipolis/Buchberger/Pmults/mults_com.con
\e[0;32mOK
\e[0m 0.04
16763 cic:/Sophia-Antipolis/Buchberger/Pmults/mults_comp.con
\e[0;32mOK
\e[0m 0.03
16764 cic:/Sophia-Antipolis/Buchberger/Pmults/mults_ltP_comp.con
\e[0;32mOK
\e[0m 0.04
16765 cic:/Sophia-Antipolis/Buchberger/Pmults/mults_multTerm.con
\e[0;32mOK
\e[0m 0.04
16766 cic:/Sophia-Antipolis/Buchberger/Pmults/tmults_zerop_eqp_pO.con
\e[0;32mOK
\e[0m 0.02
16767 cic:/Sophia-Antipolis/Buchberger/Pminus/invTerm_T1_eqT_comp.con
\e[0;32mOK
\e[0m 0.03
16768 cic:/Sophia-Antipolis/Buchberger/Pminus/invTerm_T1_multTerm_T1.con
\e[0;32mOK
\e[0m 0.05
16769 cic:/Sophia-Antipolis/Buchberger/Pminus/minusP_ind.con
\e[0;32mOK
\e[0m 0.06
16770 cic:/Sophia-Antipolis/Buchberger/Pminus/minusP_inv.con
\e[0;32mOK
\e[0m 0.50
16771 cic:/Sophia-Antipolis/Buchberger/Pminus/minusP_pO_refl_eq.con
\e[0;32mOK
\e[0m 0.14
16772 cic:/Sophia-Antipolis/Buchberger/Pminus/minusTerm_zeroP.con
\e[0;32mOK
\e[0m 0.03
16773 cic:/Sophia-Antipolis/Buchberger/Pminus/minusTerm_zeroP_r.con
\e[0;32mOK
\e[0m 0.03
16774 cic:/Sophia-Antipolis/Buchberger/Pminus/multTerm_invTerm_T1_eqT_comp.con
\e[0;32mOK
\e[0m 0.03
16775 cic:/Sophia-Antipolis/Buchberger/Pminus/pO_minusP_inv1.con
\e[0;32mOK
\e[0m 0.23
16776 cic:/Sophia-Antipolis/Buchberger/Pminus/pO_minusP_inv2.con
\e[0;32mOK
\e[0m 0.32
16777 cic:/Sophia-Antipolis/Buchberger/Pminus/zerop_is_eqTerm.con
\e[0;32mOK
\e[0m 0.09
16778 cic:/Sophia-Antipolis/Buchberger/Peq/canonicalp1.con
\e[0;32mOK
\e[0m 0.01
16779 cic:/Sophia-Antipolis/Buchberger/Peq/canonicalpO.con
\e[0;32mOK
\e[0m 0.02
16780 cic:/Sophia-Antipolis/Buchberger/Peq/eqp_refl.con
\e[0;32mOK
\e[0m 0.02
16781 cic:/Sophia-Antipolis/Buchberger/Peq/eqp_sym.con
\e[0;32mOK
\e[0m 0.02
16782 cic:/Sophia-Antipolis/Buchberger/Peq/eqp_trans.con
\e[0;32mOK
\e[0m 0.16
16783 cic:/Sophia-Antipolis/Buchberger/Peq/wf_lessP.con
\e[0;32mOK
\e[0m 0.03
16784 cic:/Sophia-Antipolis/Buchberger/Peq/wf_lessP3.con
\e[0;32mOK
\e[0m 0.04
16785 cic:/Sophia-Antipolis/Buchberger/POrder/canonical0.con
\e[0;32mOK
\e[0m 0.03
16786 cic:/Sophia-Antipolis/Buchberger/POrder/canonical_imp_olist.con
\e[0;32mOK
\e[0m 0.01
16787 cic:/Sophia-Antipolis/Buchberger/POrder/canonical_nzeroP.con
\e[0;32mOK
\e[0m 0.02
16788 cic:/Sophia-Antipolis/Buchberger/POrder/eqT_dec.con
\e[0;32mOK
\e[0m 0.01
16789 cic:/Sophia-Antipolis/Buchberger/POrder/fltP.con
\e[0;32mOK
\e[0m 0.03
16790 cic:/Sophia-Antipolis/Buchberger/POrder/ltP_order_comp.con
\e[0;32mOK
\e[0m 0.13
16791 cic:/Sophia-Antipolis/Buchberger/POrder/ltT_eqTl.con
\e[0;32mOK
\e[0m 0.02
16792 cic:/Sophia-Antipolis/Buchberger/POrder/ltT_eqTr.con
\e[0;32mOK
\e[0m 0.02
16793 cic:/Sophia-Antipolis/Buchberger/POrder/ltT_not_ltT.con
\e[0;32mOK
\e[0m 0.02
16794 cic:/Sophia-Antipolis/Buchberger/POrder/ltp_not_refl.con
\e[0;32mOK
\e[0m 0.11
16795 cic:/Sophia-Antipolis/Buchberger/POrder/poly.con
\e[0;32mOK
\e[0m 0.01
16796 cic:/Sophia-Antipolis/Buchberger/OpenIndGoodRel/Min_ind.con
\e[0;32mOK
\e[0m 0.02
16797 cic:/Sophia-Antipolis/Buchberger/OpenIndGoodRel/Min_rec.con
\e[0;32mOK
\e[0m 0.01
16798 cic:/Sophia-Antipolis/Buchberger/Monomials/div_clean_dec1.con
\e[0;32mOK
\e[0m 0.13
16799 cic:/Sophia-Antipolis/Buchberger/Monomials/mdiv_div.con
\e[0;32mOK
\e[0m 0.03
16800 cic:/Sophia-Antipolis/Buchberger/Monomials/minus_lt_0.con
\e[0;32mOK
\e[0m 0.01
16801 cic:/Sophia-Antipolis/Buchberger/Monomials/ppcm_mom_is_ppcm.con
\e[0;32mOK
\e[0m 0.07
16802 cic:/Sophia-Antipolis/Buchberger/Monomials/ppcm_prop_l.con
\e[0;32mOK
\e[0m 0.05
16803 cic:/Sophia-Antipolis/Buchberger/Monomials/ppcm_prop_r.con
\e[0;32mOK
\e[0m 0.05
16804 cic:/Sophia-Antipolis/Buchberger/LexiOrder/orderc_dec.con
\e[0;32mOK
\e[0m 0.08
16805 cic:/Sophia-Antipolis/Buchberger/Fred/cb_red.con
\e[0;32mOK
\e[0m 0.03
16806 cic:/Sophia-Antipolis/Buchberger/Fred/red_cb.con
\e[0;32mOK
\e[0m 0.02
16807 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_comp.con
\e[0;32mOK
\e[0m 0.07
16808 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_eqT.con
\e[0;32mOK
\e[0m 0.04
16809 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_inv3.con
\e[0;32mOK
\e[0m 0.06
16810 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_multTerm_r.con
\e[0;32mOK
\e[0m 0.06
16811 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_on_eqT.con
\e[0;32mOK
\e[0m 0.03
16812 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_on_eqT_eqT.con
\e[0;32mOK
\e[0m 0.02
16813 cic:/Sophia-Antipolis/Buchberger/DivTerm/mk_clean.con
\e[0;32mOK
\e[0m 0.01
16814 cic:/Sophia-Antipolis/Buchberger/DivTerm/ppc_com.con
\e[0;32mOK
\e[0m 0.02
16815 cic:/Sophia-Antipolis/Buchberger/DivTerm/ppc_nZ.con
\e[0;32mOK
\e[0m 0.01
16816 cic:/Sophia-Antipolis/Buchberger/DivTerm/ppcm_ind.con
\e[0;32mOK
\e[0m 0.02
16817 cic:/Sophia-Antipolis/Buchberger/Dickson/WFlem1.con
\e[0;32mOK
\e[0m 0.02
16818 cic:/Sophia-Antipolis/Buchberger/Bar/monGRBarAux.con
\e[0;32mOK
\e[0m 0.03
16819 cic:/Sophia-Antipolis/Buchberger/Bar/subRelGRBar.con
\e[0;32mOK
\e[0m 0.02
16820 cic:/Sophia-Antipolis/Bertrand/Product/prod_nm_c.con
\e[0;32mOK
\e[0m 0.02
16821 cic:/Sophia-Antipolis/Bertrand/Product/prod_nm_le.con
\e[0;32mOK
\e[0m 0.03
16822 cic:/Sophia-Antipolis/Bertrand/Product/prod_nm_prod_nm_f.con
\e[0;32mOK
\e[0m 0.02
16823 cic:/Sophia-Antipolis/Bertrand/Prime/prime_2_or_more.con
\e[0;32mOK
\e[0m 0.02
16824 cic:/Sophia-Antipolis/Bertrand/Power/power_SO.con
\e[0;32mOK
\e[0m 0.02
16825 cic:/Sophia-Antipolis/Bertrand/Power/power_lt_O.con
\e[0;32mOK
\e[0m 0.01
16826 cic:/Sophia-Antipolis/Bertrand/Power/power_power.con
\e[0;32mOK
\e[0m 0.02
16827 cic:/Sophia-Antipolis/Bertrand/Misc/eq_minus'.con
\e[0;32mOK
\e[0m 0.01
16828 cic:/Sophia-Antipolis/Bertrand/Misc/le_mult.con
\e[0;32mOK
\e[0m 0.02
16829 cic:/Sophia-Antipolis/Bertrand/Misc/plus_minus_assoc.con
\e[0;32mOK
\e[0m 0.02
16830 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_10.con
\e[0;32mOK
\e[0m 0.23
16831 cic:/Sophia-Antipolis/Bertrand/Knuth_def/absolu_INR.con
\e[0;32mOK
\e[0m 0.02
16832 cic:/Sophia-Antipolis/Bertrand/Gcd/is_gcd_inv.con
\e[0;32mOK
\e[0m 0.02
16833 cic:/Sophia-Antipolis/Bertrand/Divides/SO_divides_all.con
\e[0;32mOK
\e[0m 0.02
16834 cic:/Sophia-Antipolis/Bertrand/Divides/divides_power.con
\e[0;32mOK
\e[0m 0.01
16835 cic:/Sophia-Antipolis/Bertrand/Div/pdiv_aux_def.con
\e[0;32mOK
\e[0m 0.05
16836 cic:/Sophia-Antipolis/Bertrand/Binomial/binomial_def2.con
\e[0;32mOK
\e[0m 0.02
16837 cic:/Sophia-Antipolis/Angles/point_tangente/isocele_sym.con
\e[0;32mOK
\e[0m 0.04
16838 cic:/Sophia-Antipolis/Angles/point_cocyclicite/isocele_sym.con
\e[0;32mOK
\e[0m 0.04
16839 cic:/Sophia-Antipolis/Angles/point_angle/regulier.con
\e[0;32mOK
\e[0m 0.03
16840 cic:/Sophia-Antipolis/Angles/point_angle/somme_pi.con
\e[0;32mOK
\e[0m 0.06
16841 cic:/Sophia-Antipolis/Algebra/Sets/Equal.con
\e[0;32mOK
\e[0m 0.38
16842 cic:/Sophia-Antipolis/Algebra/Sets/Setoid_ind.con
\e[0;32mOK
\e[0m 0.05
16843 cic:/Sophia-Antipolis/Algebra/Sets/Setoid_rec.con
\e[0;32mOK
\e[0m 0.01
16844 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/ringmult.var
\e[0;32mOK
\e[0m 0.01
16845 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/ringopp.var
\e[0;32mOK
\e[0m 0.01
16846 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/ringplus.var
\e[0;32mOK
\e[0m 0.01
16847 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/un.var
\e[0;32mOK
\e[0m 0.00
16848 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/zero.var
\e[0;32mOK
\e[0m 0.00
16849 cic:/Sophia-Antipolis/Algebra/Parts/subtype_image.ind
\e[0;32mOK
\e[0m 0.01
16850 cic:/Sophia-Antipolis/Algebra/Parts/Subtype/i.var
\e[0;32mOK
\e[0m 0.01
16851 cic:/Sophia-Antipolis/Algebra/Monoid_util/Monoid/e.var
\e[0;32mOK
\e[0m 0.02
16852 cic:/Sophia-Antipolis/Algebra/Monoid_util/Monoid/genlaw.var
\e[0;32mOK
\e[0m 0.01
16853 cic:/Sophia-Antipolis/Algebra/Monoid_util/Abelian_monoid/e.var
\e[0;32mOK
\e[0m 0.01
16854 cic:/Sophia-Antipolis/Algebra/Monoid_util/Abelian_monoid/genlaw.var
\e[0;32mOK
\e[0m 0.01
16855 cic:/Sophia-Antipolis/Algebra/Module_util/Module/e.var
\e[0;32mOK
\e[0m 0.01
16856 cic:/Sophia-Antipolis/Algebra/Module_util/Module/geninv.var
\e[0;32mOK
\e[0m 0.00
16857 cic:/Sophia-Antipolis/Algebra/Module_util/Module/genlaw.var
\e[0;32mOK
\e[0m 0.01
16858 cic:/Sophia-Antipolis/Algebra/Group_util/Group/e.var
\e[0;32mOK
\e[0m 0.01
16859 cic:/Sophia-Antipolis/Algebra/Group_util/Group/geninv.var
\e[0;32mOK
\e[0m 0.00
16860 cic:/Sophia-Antipolis/Algebra/Group_util/Group/genlaw.var
\e[0;32mOK
\e[0m 0.01
16861 cic:/Sophia-Antipolis/Algebra/Group_util/Abelian_group/e.var
\e[0;32mOK
\e[0m 0.01
16862 cic:/Sophia-Antipolis/Algebra/Group_util/Abelian_group/geninv.var
\e[0;32mOK
\e[0m 0.01
16863 cic:/Sophia-Antipolis/Algebra/Group_util/Abelian_group/genlaw.var
\e[0;32mOK
\e[0m 0.00
16864 cic:/Sophia-Antipolis/Algebra/Categories/Category_def/Category_def1/Hom_id.var
\e[0;32mOK
\e[0m 0.01
16865 cic:/Sophia-Antipolis/Algebra/Cartesian/cart_type.ind
\e[0;32mOK
\e[0m 0.01
16866 cic:/Rocq/ZF/zfc/Couple_IN_Prod.con
\e[0;32mOK
\e[0m 0.17
16867 cic:/Rocq/ZF/zfc/Couple_inj_left.con
\e[0;32mOK
\e[0m 0.11
16868 cic:/Rocq/ZF/zfc/Couple_inj_right.con
\e[0;32mOK
\e[0m 0.08
16869 cic:/Rocq/ZF/zfc/IN_Nat_EXType.con
\e[0;32mOK
\e[0m 0.03
16870 cic:/Rocq/ZF/zfc/Nat_Ord.con
\e[0;32mOK
\e[0m 0.02
16871 cic:/Rocq/ZF/zfc/Omega.con
\e[0;32mOK
\e[0m 0.01
16872 cic:/Rocq/ZF/zfc/Ord_ind.con
\e[0;32mOK
\e[0m 0.01
16873 cic:/Rocq/ZF/zfc/Power_sound.con
\e[0;32mOK
\e[0m 0.02
16874 cic:/Rocq/ZF/Replacement/Choice_Collection.con
\e[0;32mOK
\e[0m 0.03
16875 cic:/Rocq/ZF/Plump/Ord.con
\e[0;32mOK
\e[0m 0.02
16876 cic:/Rocq/ZF/Plump/ord_ext.con
\e[0;32mOK
\e[0m 0.03
16877 cic:/Rocq/ZF/Omega/Omega.con
\e[0;32mOK
\e[0m 0.01
16878 cic:/Rocq/ZF/Cartesian/Couple_IN_Prod.con
\e[0;32mOK
\e[0m 0.18
16879 cic:/Rocq/ZF/Cartesian/Couple_inj_left.con
\e[0;32mOK
\e[0m 0.12
16880 cic:/Rocq/ZF/Cartesian/IN_Prod_EXType.con
\e[0;32mOK
\e[0m 0.03
16881 cic:/Rocq/ZF/Axioms/INC_IN_Power.con
\e[0;32mOK
\e[0m 0.07
16882 cic:/Rocq/ZF/Axioms/IN_Comp_P.con
\e[0;32mOK
\e[0m 0.02
16883 cic:/Rocq/ZF/Axioms/IN_Inter_all.con
\e[0;32mOK
\e[0m 0.08
16884 cic:/Rocq/ZF/Axioms/IN_Union.con
\e[0;32mOK
\e[0m 0.05
16885 cic:/Rocq/ZF/Axioms/Union_IN.con
\e[0;32mOK
\e[0m 0.05
16886 cic:/Rocq/ZF/Axioms/Union_sound.con
\e[0;32mOK
\e[0m 0.26
16887 cic:/Rocq/ZF/Axioms/not_EQ_Vide_Sing.con
\e[0;32mOK
\e[0m 0.01
16888 cic:/Rocq/TreeAutomata/union_correct/umpl_conv_0_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.06
16889 cic:/Rocq/TreeAutomata/union_correct/umpl_conv_1_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.02
16890 cic:/Rocq/TreeAutomata/union_correct/union_pl_ref_ok_invar.con
\e[0;32mOK
\e[0m 0.06
16891 cic:/Rocq/TreeAutomata/union/mpl_compat_7_def.con
\e[0;32mOK
\e[0m 0.02
16892 cic:/Rocq/TreeAutomata/union/mpl_compat_8_def.con
\e[0;32mOK
\e[0m 0.01
16893 cic:/Rocq/TreeAutomata/union/new_state_insd_1.con
\e[0;32mOK
\e[0m 0.01
16894 cic:/Rocq/TreeAutomata/union/new_state_insd_2.con
\e[0;32mOK
\e[0m 0.01
16895 cic:/Rocq/TreeAutomata/union/new_state_insd_3.con
\e[0;32mOK
\e[0m 0.01
16896 cic:/Rocq/TreeAutomata/union/new_state_insd_4.con
\e[0;32mOK
\e[0m 0.01
16897 cic:/Rocq/TreeAutomata/union/new_state_insr_1.con
\e[0;32mOK
\e[0m 0.04
16898 cic:/Rocq/TreeAutomata/union/u_conv_0_invar_0.con
\e[0;32mOK
\e[0m 0.08
16899 cic:/Rocq/TreeAutomata/union/u_conv_0_invar_2.con
\e[0;32mOK
\e[0m 0.27
16900 cic:/Rocq/TreeAutomata/union/u_conv_0_invar_4.con
\e[0;32mOK
\e[0m 0.14
16901 cic:/Rocq/TreeAutomata/union/u_conv_0_invar_7.con
\e[0;32mOK
\e[0m 0.02
16902 cic:/Rocq/TreeAutomata/union/u_conv_0_invar_8.con
\e[0;32mOK
\e[0m 0.15
16903 cic:/Rocq/TreeAutomata/union/u_conv_1_invar_0.con
\e[0;32mOK
\e[0m 0.09
16904 cic:/Rocq/TreeAutomata/union/u_conv_1_invar_2.con
\e[0;32mOK
\e[0m 0.29
16905 cic:/Rocq/TreeAutomata/union/u_conv_1_invar_4.con
\e[0;32mOK
\e[0m 0.22
16906 cic:/Rocq/TreeAutomata/union/u_conv_1_invar_7.con
\e[0;32mOK
\e[0m 0.02
16907 cic:/Rocq/TreeAutomata/union/u_conv_1_invar_8.con
\e[0;32mOK
\e[0m 0.09
16908 cic:/Rocq/TreeAutomata/union/u_conv_lr_0.con
\e[0;32mOK
\e[0m 0.01
16909 cic:/Rocq/TreeAutomata/union/u_conv_lr_0_r.con
\e[0;32mOK
\e[0m 0.01
16910 cic:/Rocq/TreeAutomata/union/u_conv_lr_1.con
\e[0;32mOK
\e[0m 0.01
16911 cic:/Rocq/TreeAutomata/union/u_conv_lr_1_r.con
\e[0;32mOK
\e[0m 0.01
16912 cic:/Rocq/TreeAutomata/union/u_conv_rec_0.con
\e[0;32mOK
\e[0m 0.01
16913 cic:/Rocq/TreeAutomata/union/u_conv_rec_0_r.con
\e[0;32mOK
\e[0m 0.01
16914 cic:/Rocq/TreeAutomata/union/u_conv_rec_1.con
\e[0;32mOK
\e[0m 0.01
16915 cic:/Rocq/TreeAutomata/union/u_conv_rec_1_r.con
\e[0;32mOK
\e[0m 0.01
16916 cic:/Rocq/TreeAutomata/union/u_conv_str_0.con
\e[0;32mOK
\e[0m 0.01
16917 cic:/Rocq/TreeAutomata/union/u_conv_str_0_r.con
\e[0;32mOK
\e[0m 0.01
16918 cic:/Rocq/TreeAutomata/union/u_conv_str_1.con
\e[0;32mOK
\e[0m 0.01
16919 cic:/Rocq/TreeAutomata/union/u_conv_str_1_r.con
\e[0;32mOK
\e[0m 0.01
16920 cic:/Rocq/TreeAutomata/union/u_merge.con
\e[0;32mOK
\e[0m 0.01
16921 cic:/Rocq/TreeAutomata/union/union_mpl.con
\e[0;32mOK
\e[0m 0.01
16922 cic:/Rocq/TreeAutomata/union/union_pl_1d_1.con
\e[0;32mOK
\e[0m 0.02
16923 cic:/Rocq/TreeAutomata/union/union_pl_r_1.con
\e[0;32mOK
\e[0m 0.02
16924 cic:/Rocq/TreeAutomata/union/union_s0d_0.con
\e[0;32mOK
\e[0m 0.04
16925 cic:/Rocq/TreeAutomata/union/union_s_prd0.con
\e[0;32mOK
\e[0m 0.01
16926 cic:/Rocq/TreeAutomata/union/union_s_prd1.con
\e[0;32mOK
\e[0m 0.01
16927 cic:/Rocq/TreeAutomata/union/union_s_rpl_def.con
\e[0;32mOK
\e[0m 0.01
16928 cic:/Rocq/TreeAutomata/states_kill_empty/kill_empty_correct_wrt_sign_invar_1.con
\e[0;32mOK
\e[0m 0.03
16929 cic:/Rocq/TreeAutomata/states_kill_empty/preDTA_kill.con
\e[0;32mOK
\e[0m 0.02
16930 cic:/Rocq/TreeAutomata/states_kill_empty/st_kill_1.con
\e[0;32mOK
\e[0m 0.08
16931 cic:/Rocq/TreeAutomata/states_kill_empty/st_kill_4.con
\e[0;32mOK
\e[0m 0.08
16932 cic:/Rocq/TreeAutomata/signature/dta_compat_check.con
\e[0;32mOK
\e[0m 0.02
16933 cic:/Rocq/TreeAutomata/signature/dta_compatible.con
\e[0;32mOK
\e[0m 0.01
16934 cic:/Rocq/TreeAutomata/signature/pl_compatible_cons_l.con
\e[0;32mOK
\e[0m 0.01
16935 cic:/Rocq/TreeAutomata/signature/pl_tl_length_rec_0.con
\e[0;32mOK
\e[0m 0.04
16936 cic:/Rocq/TreeAutomata/signature/pl_tl_length_rec_def_1.con
\e[0;32mOK
\e[0m 0.01
16937 cic:/Rocq/TreeAutomata/signature/predta_compatible_compat_def.con
\e[0;32mOK
\e[0m 0.01
16938 cic:/Rocq/TreeAutomata/signature/predtas_correct_wrt_sign_compatibles.con
\e[0;32mOK
\e[0m 0.02
16939 cic:/Rocq/TreeAutomata/signature/st_compat_check_0_complete.con
\e[0;32mOK
\e[0m 0.17
16940 cic:/Rocq/TreeAutomata/signature/st_compat_check_0_correct.con
\e[0;32mOK
\e[0m 0.06
16941 cic:/Rocq/TreeAutomata/signature/st_compatible_compat_0.con
\e[0;32mOK
\e[0m 0.01
16942 cic:/Rocq/TreeAutomata/signature/st_compatible_compat_2.con
\e[0;32mOK
\e[0m 0.34
16943 cic:/Rocq/TreeAutomata/semantics/borne_0_1.con
\e[0;32mOK
\e[0m 0.01
16944 cic:/Rocq/TreeAutomata/semantics/borne_1_0.con
\e[0;32mOK
\e[0m 0.01
16945 cic:/Rocq/TreeAutomata/semantics/borne_1_1.con
\e[0;32mOK
\e[0m 0.01
16946 cic:/Rocq/TreeAutomata/semantics/conservation_1.con
\e[0;32mOK
\e[0m 0.01
16947 cic:/Rocq/TreeAutomata/semantics/conservation_2.con
\e[0;32mOK
\e[0m 0.01
16948 cic:/Rocq/TreeAutomata/semantics/dta_rec_term.con
\e[0;32mOK
\e[0m 0.01
16949 cic:/Rocq/TreeAutomata/semantics/dta_reconnait.con
\e[0;32mOK
\e[0m 0.01
16950 cic:/Rocq/TreeAutomata/semantics/invar_0.con
\e[0;32mOK
\e[0m 0.03
16951 cic:/Rocq/TreeAutomata/semantics/invar_1.con
\e[0;32mOK
\e[0m 0.07
16952 cic:/Rocq/TreeAutomata/semantics/invar_1_1.con
\e[0;32mOK
\e[0m 0.05
16953 cic:/Rocq/TreeAutomata/semantics/invar_2.con
\e[0;32mOK
\e[0m 0.15
16954 cic:/Rocq/TreeAutomata/semantics/pre_reconnait.con
\e[0;32mOK
\e[0m 0.12
16955 cic:/Rocq/TreeAutomata/semantics/sem_listes_1.con
\e[0;32mOK
\e[0m 0.01
16956 cic:/Rocq/TreeAutomata/semantics/semantic_equiv_0_1.con
\e[0;32mOK
\e[0m 0.01
16957 cic:/Rocq/TreeAutomata/semantics/semantic_equiv_0_5.con
\e[0;32mOK
\e[0m 0.03
16958 cic:/Rocq/TreeAutomata/semantics/semantic_equiv_0_7.con
\e[0;32mOK
\e[0m 0.01
16959 cic:/Rocq/TreeAutomata/semantics/st_reconnait.con
\e[0;32mOK
\e[0m 0.01
16960 cic:/Rocq/TreeAutomata/refcorrect/preDTA_ref_ok_def.con
\e[0;32mOK
\e[0m 0.03
16961 cic:/Rocq/TreeAutomata/refcorrect/preDTA_ref_ok_distinct.con
\e[0;32mOK
\e[0m 0.01
16962 cic:/Rocq/TreeAutomata/refcorrect/prec_list_ref_ok_check_complete.con
\e[0;32mOK
\e[0m 0.10
16963 cic:/Rocq/TreeAutomata/refcorrect/prec_list_ref_ok_check_correct.con
\e[0;32mOK
\e[0m 0.02
16964 cic:/Rocq/TreeAutomata/refcorrect/state_ref_ok_M2_destr.con
\e[0;32mOK
\e[0m 0.02
16965 cic:/Rocq/TreeAutomata/refcorrect/state_ref_ok_check.con
\e[0;32mOK
\e[0m 0.01
16966 cic:/Rocq/TreeAutomata/pl_path/forall_incl_length.con
\e[0;32mOK
\e[0m 0.08
16967 cic:/Rocq/TreeAutomata/pl_path/liste_rec_length_0.con
\e[0;32mOK
\e[0m 0.02
16968 cic:/Rocq/TreeAutomata/pl_path/liste_rec_length_1.con
\e[0;32mOK
\e[0m 0.06
16969 cic:/Rocq/TreeAutomata/pl_path/liste_rec_length_2.con
\e[0;32mOK
\e[0m 0.08
16970 cic:/Rocq/TreeAutomata/pl_path/pl_path_rec_equiv_0_def.con
\e[0;31mFAIL
\e[0m
16971 cic:/Rocq/TreeAutomata/pl_path/pl_path_rec_equiv_1_def.con
\e[0;31mFAIL
\e[0m
16972 cic:/Rocq/TreeAutomata/pl_path/pl_path_rec_length.con
\e[0;31mFAIL
\e[0m
16973 cic:/Rocq/TreeAutomata/pl_path/pl_path_recon_ind.con
\e[0;31mFAIL
\e[0m
16974 cic:/Rocq/TreeAutomata/non_coacc_kill/liste_reconnait_co_ind.con
\e[0;32mOK
\e[0m 0.03
16975 cic:/Rocq/TreeAutomata/non_coacc_kill/mlrec_co_ind.con
\e[0;31mFAIL
\e[0m
16976 cic:/Rocq/TreeAutomata/non_coacc_kill/mreconnaissance_co_ind.con
\e[0;31mFAIL
\e[0m
16977 cic:/Rocq/TreeAutomata/non_coacc_kill/mstrec_co_ind.con
\e[0;31mFAIL
\e[0m
16978 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_rec_0.con
\e[0;32mOK
\e[0m 0.02
16979 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_rec_1.con
\e[0;32mOK
\e[0m 0.01
16980 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_rec_2.con
\e[0;32mOK
\e[0m 0.01
16981 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_rec_3.con
\e[0;32mOK
\e[0m 0.01
16982 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_rec_4.con
\e[0;32mOK
\e[0m 0.01
16983 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_def_0.con
\e[0;32mOK
\e[0m 0.01
16984 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_def_1.con
\e[0;32mOK
\e[0m 0.01
16985 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_def_2.con
\e[0;32mOK
\e[0m 0.01
16986 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_def_3.con
\e[0;32mOK
\e[0m 0.01
16987 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_def_4.con
\e[0;32mOK
\e[0m 0.01
16988 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_rec_def_0.con
\e[0;32mOK
\e[0m 0.01
16989 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_rec_def_1.con
\e[0;32mOK
\e[0m 0.01
16990 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_rec_def_2.con
\e[0;32mOK
\e[0m 0.01
16991 cic:/Rocq/TreeAutomata/non_coacc_kill/reconnaissance_co_ind.con
\e[0;32mOK
\e[0m 0.01
16992 cic:/Rocq/TreeAutomata/non_coacc_kill/state_reconnait_co_ind.con
\e[0;32mOK
\e[0m 0.01
16993 cic:/Rocq/TreeAutomata/lattice_fixpoint/dist_compl_1.con
\e[0;32mOK
\e[0m 0.02
16994 cic:/Rocq/TreeAutomata/lattice_fixpoint/dist_compl_2.con
\e[0;32mOK
\e[0m 0.02
16995 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_dom_ok.con
\e[0;32mOK
\e[0m 0.06
16996 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_eq_0.con
\e[0;32mOK
\e[0m 0.04
16997 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_last.con
\e[0;32mOK
\e[0m 0.05
16998 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_length.con
\e[0;32mOK
\e[0m 0.03
16999 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_ult_const_0.con
\e[0;32mOK
\e[0m 0.08
17000 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_ult_const_2.con
\e[0;32mOK
\e[0m 0.11
17001 cic:/Rocq/TreeAutomata/lattice_fixpoint/lattice_bounded_0.con
\e[0;32mOK
\e[0m 0.14
17002 cic:/Rocq/TreeAutomata/lattice_fixpoint/lattice_bounded_6.con
\e[0;32mOK
\e[0m 0.51
17003 cic:/Rocq/TreeAutomata/lattice_fixpoint/lattice_bounded_7.con
\e[0;32mOK
\e[0m 3.93
17004 cic:/Rocq/TreeAutomata/lattice_fixpoint/lattice_bounded_def_1.con
\e[0;32mOK
\e[0m 0.03
17005 cic:/Rocq/TreeAutomata/lattice_fixpoint/lazy_power_eg_power_0.con
\e[0;32mOK
\e[0m 0.13
17006 cic:/Rocq/TreeAutomata/lattice_fixpoint/lem_order.con
\e[0;32mOK
\e[0m 0.01
17007 cic:/Rocq/TreeAutomata/lattice_fixpoint/power_def_ok.con
\e[0;32mOK
\e[0m 0.02
17008 cic:/Rocq/TreeAutomata/lattice_fixpoint/pre_domok_incr_chain_0.con
\e[0;32mOK
\e[0m 0.04
17009 cic:/Rocq/TreeAutomata/lattice_fixpoint/pre_domok_incr_chain_1.con
\e[0;32mOK
\e[0m 0.12
17010 cic:/Rocq/TreeAutomata/inter_correct/st_M0_ref_ok.con
\e[0;32mOK
\e[0m 0.02
17011 cic:/Rocq/TreeAutomata/inter/iad_conv_inj.con
\e[0;32mOK
\e[0m 0.12
17012 cic:/Rocq/TreeAutomata/inter/iad_conv_surj.con
\e[0;32mOK
\e[0m 0.03
17013 cic:/Rocq/TreeAutomata/inter/indprinciple_2.con
\e[0;32mOK
\e[0m 0.01
17014 cic:/Rocq/TreeAutomata/inter/pl_product_0_3.con
\e[0;32mOK
\e[0m 0.04
17015 cic:/Rocq/TreeAutomata/inter/pl_product_0_4.con
\e[0;32mOK
\e[0m 0.07
17016 cic:/Rocq/TreeAutomata/inter/pl_product_1.con
\e[0;32mOK
\e[0m 0.03
17017 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_0.con
\e[0;32mOK
\e[0m 0.04
17018 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_1_3.con
\e[0;32mOK
\e[0m 0.23
17019 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_3_0.con
\e[0;32mOK
\e[0m 0.02
17020 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_3_3.con
\e[0;32mOK
\e[0m 0.25
17021 cic:/Rocq/TreeAutomata/inter/pl_tl_length_prod_0.con
\e[0;32mOK
\e[0m 0.04
17022 cic:/Rocq/TreeAutomata/inter/pl_tl_length_prod_3.con
\e[0;32mOK
\e[0m 0.13
17023 cic:/Rocq/TreeAutomata/inter/pl_tl_length_prod_4.con
\e[0;32mOK
\e[0m 0.16
17024 cic:/Rocq/TreeAutomata/inter/s_produit.con
\e[0;32mOK
\e[0m 0.02
17025 cic:/Rocq/TreeAutomata/inter/sproductl_0_def.con
\e[0;32mOK
\e[0m 0.01
17026 cic:/Rocq/TreeAutomata/inter/sproductl_1_def.con
\e[0;32mOK
\e[0m 0.01
17027 cic:/Rocq/TreeAutomata/inter/sproductr_0_def.con
\e[0;32mOK
\e[0m 0.01
17028 cic:/Rocq/TreeAutomata/inter/sproductr_1_def.con
\e[0;32mOK
\e[0m 0.01
17029 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_r_0.con
\e[0;32mOK
\e[0m 0.20
17030 cic:/Rocq/TreeAutomata/empty_test/dta_app_ne.con
\e[0;32mOK
\e[0m 0.01
17031 cic:/Rocq/TreeAutomata/empty_test/dta_app_ne_aux_def_ok.con
\e[0;32mOK
\e[0m 0.04
17032 cic:/Rocq/TreeAutomata/empty_test/dta_app_ne_inc_1.con
\e[0;32mOK
\e[0m 0.01
17033 cic:/Rocq/TreeAutomata/empty_test/dta_app_ne_inc_3.con
\e[0;32mOK
\e[0m 0.08
17034 cic:/Rocq/TreeAutomata/empty_test/pl_non_empty_path_true.con
\e[0;32mOK
\e[0m 0.01
17035 cic:/Rocq/TreeAutomata/empty_test/st_non_empty_1.con
\e[0;32mOK
\e[0m 0.15
17036 cic:/Rocq/TreeAutomata/defs/DTA_ind.con
\e[0;32mOK
\e[0m 0.02
17037 cic:/Rocq/TreeAutomata/defs/DTA_rec.con
\e[0;32mOK
\e[0m 0.01
17038 cic:/Rocq/TreeAutomata/defs/term_occur_0.con
\e[0;31mFAIL
\e[0m
17039 cic:/Rocq/TreeAutomata/defs/term_occur_1.con
\e[0;31mFAIL
\e[0m
17040 cic:/Rocq/TreeAutomata/coacc_test/coacc_transitive_0.con
\e[0;32mOK
\e[0m 0.02
17041 cic:/Rocq/TreeAutomata/coacc_test/coacc_transitive_1.con
\e[0;32mOK
\e[0m 0.01
17042 cic:/Rocq/TreeAutomata/coacc_test/lattice_lemd_bounded_0.con
\e[0;32mOK
\e[0m 0.06
17043 cic:/Rocq/TreeAutomata/coacc_test/lattice_lemd_bounded_1_def.con
\e[0;32mOK
\e[0m 0.01
17044 cic:/Rocq/TreeAutomata/coacc_test/map_or_inc_d.con
\e[0;32mOK
\e[0m 0.02
17045 cic:/Rocq/TreeAutomata/coacc_test/map_replace_def_ok_d.con
\e[0;32mOK
\e[0m 0.01
17046 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_0.con
\e[0;32mOK
\e[0m 0.01
17047 cic:/Rocq/TreeAutomata/coacc_test/st_coacc_rev.con
\e[0;32mOK
\e[0m 0.07
17048 cic:/Rocq/TreeAutomata/bases/indprinciple_nat_gen.con
\e[0;32mOK
\e[0m 0.02
17049 cic:/Rocq/THREE_GAP/Nat_compl/inser2_trans.con
\e[0;32mOK
\e[0m 0.02
17050 cic:/Rocq/THREE_GAP/Nat_compl/inser2_trans_lt.con
\e[0;32mOK
\e[0m 0.02
17051 cic:/Rocq/SUBST/terminaison_SL/lexfg_app_r.con
\e[0;32mOK
\e[0m 0.08
17052 cic:/Rocq/SUBST/terminaison_SL/lexfg_cons_s.con
\e[0;32mOK
\e[0m 0.07
17053 cic:/Rocq/SUBST/sur_les_relations/noether_inclus.con
\e[0;32mOK
\e[0m 0.02
17054 cic:/Rocq/SUBST/sur_les_relations/plus_preserves_noetherian.con
\e[0;32mOK
\e[0m 0.02
17055 cic:/Rocq/SUBST/sigma_lift/SLstar_context_app_l.con
\e[0;32mOK
\e[0m 0.02
17056 cic:/Rocq/SUBST/sigma_lift/SLstar_context_app_r.con
\e[0;32mOK
\e[0m 0.02
17057 cic:/Rocq/SUBST/sigma_lift/SLstar_context_comp_l.con
\e[0;32mOK
\e[0m 0.01
17058 cic:/Rocq/SUBST/sigma_lift/SLstar_context_comp_r.con
\e[0;32mOK
\e[0m 0.01
17059 cic:/Rocq/SUBST/sigma_lift/SLstar_context_cons_s.con
\e[0;32mOK
\e[0m 0.01
17060 cic:/Rocq/SUBST/sigma_lift/SLstar_context_cons_t.con
\e[0;32mOK
\e[0m 0.01
17061 cic:/Rocq/SUBST/sigma_lift/SLstar_context_env_s.con
\e[0;32mOK
\e[0m 0.01
17062 cic:/Rocq/SUBST/sigma_lift/SLstar_context_env_t.con
\e[0;32mOK
\e[0m 0.01
17063 cic:/Rocq/SUBST/sigma_lift/SLstar_context_lambda.con
\e[0;32mOK
\e[0m 0.01
17064 cic:/Rocq/SUBST/sigma_lift/SLstar_context_lift.con
\e[0;32mOK
\e[0m 0.01
17065 cic:/Rocq/SUBST/resoudPC_SL/PC1_clos_id.con
\e[0;32mOK
\e[0m 0.02
17066 cic:/Rocq/SUBST/resoudPC_SL/PC1_fvarcons_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
17067 cic:/Rocq/SUBST/resoudPC_SL/PC1_shiftcons_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
17068 cic:/Rocq/SUBST/resoudPC_SL/PC2_fvarcons_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
17069 cic:/Rocq/SUBST/resoudPC_SL/PC2_shiftcons_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
17070 cic:/Rocq/SUBST/resoudPC_SL/PC_app_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
17071 cic:/Rocq/SUBST/resoudPC_SL/PC_app_id.con
\e[0;32mOK
\e[0m 0.02
17072 cic:/Rocq/SUBST/resoudPC_SL/PC_assenv_assenv.con
\e[0;32mOK
\e[0m 0.03
17073 cic:/Rocq/SUBST/resoudPC_SL/PC_assenv_lift2.con
\e[0;32mOK
\e[0m 0.03
17074 cic:/Rocq/SUBST/resoudPC_SL/PC_assenv_liftenv.con
\e[0;32mOK
\e[0m 0.03
17075 cic:/Rocq/SUBST/resoudPC_SL/PC_assenv_mapenv.con
\e[0;32mOK
\e[0m 0.04
17076 cic:/Rocq/SUBST/resoudPC_SL/PC_assenv_shiftcons.con
\e[0;32mOK
\e[0m 0.02
17077 cic:/Rocq/SUBST/resoudPC_SL/PC_assenv_shiftlift1.con
\e[0;32mOK
\e[0m 0.02
17078 cic:/Rocq/SUBST/resoudPC_SL/PC_assenv_shiftlift2.con
\e[0;32mOK
\e[0m 0.03
17079 cic:/Rocq/SUBST/resoudPC_SL/PC_clos_app.con
\e[0;32mOK
\e[0m 0.03
17080 cic:/Rocq/SUBST/resoudPC_SL/PC_clos_clos.con
\e[0;32mOK
\e[0m 0.02
17081 cic:/Rocq/SUBST/resoudPC_SL/PC_clos_fvarcons.con
\e[0;32mOK
\e[0m 0.02
17082 cic:/Rocq/SUBST/resoudPC_SL/PC_clos_fvarlift2.con
\e[0;32mOK
\e[0m 0.03
17083 cic:/Rocq/SUBST/resoudPC_SL/PC_clos_lambda.con
\e[0;32mOK
\e[0m 0.03
17084 cic:/Rocq/SUBST/resoudPC_SL/PC_clos_rvarcons.con
\e[0;32mOK
\e[0m 0.03
17085 cic:/Rocq/SUBST/resoudPC_SL/PC_clos_rvarlift1.con
\e[0;32mOK
\e[0m 0.03
17086 cic:/Rocq/SUBST/resoudPC_SL/PC_clos_rvarlift2.con
\e[0;32mOK
\e[0m 0.04
17087 cic:/Rocq/SUBST/resoudPC_SL/PC_clos_varshift2.con
\e[0;32mOK
\e[0m 0.03
17088 cic:/Rocq/SUBST/resoudPC_SL/PC_fvarlift1_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
17089 cic:/Rocq/SUBST/resoudPC_SL/PC_fvarlift1_liftid.con
\e[0;32mOK
\e[0m 0.01
17090 cic:/Rocq/SUBST/resoudPC_SL/PC_fvarlift2_idr.con
\e[0;32mOK
\e[0m 0.01
17091 cic:/Rocq/SUBST/resoudPC_SL/PC_fvarlift2_lift1.con
\e[0;32mOK
\e[0m 0.02
17092 cic:/Rocq/SUBST/resoudPC_SL/PC_fvarlift2_lift2.con
\e[0;32mOK
\e[0m 0.02
17093 cic:/Rocq/SUBST/resoudPC_SL/PC_fvarlift2_liftenv.con
\e[0;32mOK
\e[0m 0.02
17094 cic:/Rocq/SUBST/resoudPC_SL/PC_id_ctxt_l.con
\e[0;32mOK
\e[0m 0.01
17095 cic:/Rocq/SUBST/resoudPC_SL/PC_idl_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
17096 cic:/Rocq/SUBST/resoudPC_SL/PC_idl_idr.con
\e[0;32mOK
\e[0m 0.02
17097 cic:/Rocq/SUBST/resoudPC_SL/PC_idr_ctxt_l.con
\e[0;32mOK
\e[0m 0.01
17098 cic:/Rocq/SUBST/resoudPC_SL/PC_lambda_id.con
\e[0;32mOK
\e[0m 0.02
17099 cic:/Rocq/SUBST/resoudPC_SL/PC_lift2_idr.con
\e[0;32mOK
\e[0m 0.02
17100 cic:/Rocq/SUBST/resoudPC_SL/PC_lift2_lift1.con
\e[0;32mOK
\e[0m 0.02
17101 cic:/Rocq/SUBST/resoudPC_SL/PC_lift2_lift2.con
\e[0;32mOK
\e[0m 0.03
17102 cic:/Rocq/SUBST/resoudPC_SL/PC_lift2_liftenv.con
\e[0;32mOK
\e[0m 0.02
17103 cic:/Rocq/SUBST/resoudPC_SL/PC_mapenv_ctxt_r.con
\e[0;32mOK
\e[0m 0.03
17104 cic:/Rocq/SUBST/resoudPC_SL/PC_mapenv_idr.con
\e[0;32mOK
\e[0m 0.91
17105 cic:/Rocq/SUBST/resoudPC_SL/PC_rvarlift1_id.con
\e[0;32mOK
\e[0m 0.07
17106 cic:/Rocq/SUBST/resoudPC_SL/PC_rvarlift2_lift1.con
\e[0;32mOK
\e[0m 0.04
17107 cic:/Rocq/SUBST/resoudPC_SL/PC_rvarlift2_lift2.con
\e[0;32mOK
\e[0m 0.03
17108 cic:/Rocq/SUBST/resoudPC_SL/PC_rvarlift2_liftid.con
\e[0;32mOK
\e[0m 0.02
17109 cic:/Rocq/SUBST/resoudPC_SL/PC_shiftlift1_liftid.con
\e[0;32mOK
\e[0m 0.02
17110 cic:/Rocq/SUBST/resoudPC_SL/PC_shiftlift2_lift1.con
\e[0;32mOK
\e[0m 0.04
17111 cic:/Rocq/SUBST/resoudPC_SL/PC_shiftlift2_lift2.con
\e[0;32mOK
\e[0m 0.03
17112 cic:/Rocq/SUBST/resoudPC_SL/PC_varshift2_idr.con
\e[0;32mOK
\e[0m 0.02
17113 cic:/Rocq/SUBST/lambda_sigma_lift/e_relLSL_ind.con
\e[0;32mOK
\e[0m 0.07
17114 cic:/Rocq/SUBST/lambda_sigma_lift/e_relLSLstar.con
\e[0;32mOK
\e[0m 0.01
17115 cic:/Rocq/SUBST/inversionSL/lemma1_inv_systemSL.con
\e[0;32mOK
\e[0m 1.39
17116 cic:/Rocq/SUBST/conf_strong_betapar/sconf_lambda_bpar.con
\e[0;32mOK
\e[0m 0.03
17117 cic:/Rocq/SUBST/conf_local_SL/e_local1.con
\e[0;32mOK
\e[0m 0.02
17118 cic:/Rocq/SUBST/comparith/gt_plus_trans_l.con
\e[0;32mOK
\e[0m 0.01
17119 cic:/Rocq/SUBST/comparith/gt_power2_O.con
\e[0;32mOK
\e[0m 0.01
17120 cic:/Rocq/SUBST/comparith/gt_reg_r.con
\e[0;32mOK
\e[0m 0.01
17121 cic:/Rocq/SUBST/SLstar_bpar_SLstar/e_slstar_bp_slstar.con
\e[0;32mOK
\e[0m 0.01
17122 cic:/Rocq/SUBST/SLstar_bpar_SLstar/relSL_inclus_relLSL.con
\e[0;32mOK
\e[0m 0.02
17123 cic:/Rocq/SUBST/Pol1/P1_rvarlift1.con
\e[0;32mOK
\e[0m 0.03
17124 cic:/Rocq/SUBST/Pol1/P1_rvarlift2.con
\e[0;32mOK
\e[0m 0.02
17125 cic:/Rocq/SUBST/Pol1/P1_shiftlift2.con
\e[0;32mOK
\e[0m 0.02
17126 cic:/Rocq/SUBST/Pol1/P1_varshift2.con
\e[0;32mOK
\e[0m 0.02
17127 cic:/Rocq/SUBST/Newman/Newman.con
\e[0;32mOK
\e[0m 0.04
17128 cic:/Rocq/SHUFFLE/Shuffle/Shuffling.con
\e[0;32mOK
\e[0m 0.19
17129 cic:/Rocq/SHUFFLE/Gilbreath/Even_v.con
\e[0;32mOK
\e[0m 0.02
17130 cic:/Rocq/SHUFFLE/Gilbreath/Not_opp_uv.con
\e[0;32mOK
\e[0m 0.01
17131 cic:/Rocq/SHUFFLE/Gilbreath/Odd_v.con
\e[0;32mOK
\e[0m 0.01
17132 cic:/Rocq/SCHROEDER/Schroeder/Schroeder_Bernstein/Bijection/J.var
\e[0;32mOK
\e[0m 0.01
17133 cic:/Rocq/PARADOXES/Reynolds1/F0.con
\e[0;32mOK
\e[0m 0.02
17134 cic:/Rocq/PARADOXES/Reynolds1/id_intro_teta.con
\e[0;32mOK
\e[0m 0.01
17135 cic:/Rocq/PARADOXES/Reynolds1/sym_E0.con
\e[0;32mOK
\e[0m 0.01
17136 cic:/Rocq/PARADOXES/Reynolds1/trans_E0.con
\e[0;32mOK
\e[0m 0.01
17137 cic:/Rocq/PARADOXES/Hurkens_Set/Hurkens_set_neg.con
\e[0;32mOK
\e[0m 0.01
17138 cic:/Rocq/PARADOXES/BuraliForti/F_morphism.con
\e[0;32mOK
\e[0m 0.03
17139 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fnft2.con
\e[0;32mOK
\e[0m 0.04
17140 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fntf1.con
\e[0;32mOK
\e[0m 0.04
17141 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Correctness/correct.con
\e[0;31mFAIL
\e[0m
17142 cic:/Rocq/LAMBDA/Terms/relocate.con
\e[0;32mOK
\e[0m 0.02
17143 cic:/Rocq/HIGMAN/Higman/Badf.con
\e[0;32mOK
\e[0m 0.03
17144 cic:/Rocq/HIGMAN/Higman/Minbadns.con
\e[0;32mOK
\e[0m 0.01
17145 cic:/Rocq/HIGMAN/Higman/Xa_elim.con
\e[0;32mOK
\e[0m 0.01
17146 cic:/Rocq/HIGMAN/Higman/Xn_non_empty.con
\e[0;32mOK
\e[0m 0.01
17147 cic:/Rocq/HIGMAN/Higman/fx_ind.con
\e[0;32mOK
\e[0m 0.01
17148 cic:/Rocq/HIGMAN/Higman/fx_rec.con
\e[0;32mOK
\e[0m 0.01
17149 cic:/Rocq/HIGMAN/Higman/reader.con
\e[0;32mOK
\e[0m 0.01
17150 cic:/Rocq/HIGMAN/Higman/slexn'_rec.con
\e[0;32mOK
\e[0m 0.02
17151 cic:/Rocq/GRAPHS/zcgraph/ZCGtranslate.con
\e[0;32mOK
\e[0m 0.03
17152 cic:/Rocq/GRAPHS/cgraph/CG_edge_in_cg_1.con
\e[0;32mOK
\e[0m 0.05
17153 cic:/Rocq/GRAPHS/cgraph/CG_path_app_2.con
\e[0;32mOK
\e[0m 0.10
17154 cic:/Rocq/GRAPHS/cgraph/CG_path_app_3.con
\e[0;32mOK
\e[0m 0.13
17155 cic:/Rocq/GRAPHS/cgraph/CG_path_rect.con
\e[0;32mOK
\e[0m 0.02
17156 cic:/Rocq/GRAPHS/cgraph/CG_simple_path.con
\e[0;32mOK
\e[0m 0.01
17157 cic:/Rocq/GRAPHS/cgraph/CG_test_ineq.con
\e[0;32mOK
\e[0m 0.01
17158 cic:/Rocq/GRAPHS/cgraph/CG_translate_l.con
\e[0;32mOK
\e[0m 0.02
17159 cic:/Rocq/GRAPHS/cgraph/CGconsistent.con
\e[0;32mOK
\e[0m 0.01
17160 cic:/Rocq/GRAPHS/cgraph/CGconsistent_anchored.con
\e[0;32mOK
\e[0m 0.01
17161 cic:/Rocq/GRAPHS/cgraph/CGeval_dec.con
\e[0;32mOK
\e[0m 0.05
17162 cic:/Rocq/GRAPHS/cgraph/Ddmin_assoc.con
\e[0;32mOK
\e[0m 0.03
17163 cic:/Rocq/GRAPHS/cgraph/Ddmin_le_2.con
\e[0;32mOK
\e[0m 0.01
17164 cic:/Rocq/GRAPHS/cgraph/Ddmin_le_3.con
\e[0;32mOK
\e[0m 0.02
17165 cic:/Rocq/GRAPHS/cgraph/Ddmin_le_distr_l.con
\e[0;32mOK
\e[0m 0.03
17166 cic:/Rocq/GRAPHS/cgraph/Dle_lt_1.con
\e[0;32mOK
\e[0m 0.03
17167 cic:/Rocq/GRAPHS/cgraph/Dmin_le_4.con
\e[0;32mOK
\e[0m 0.01
17168 cic:/Rocq/GRAPHS/cgraph/Dminus_one_1.con
\e[0;32mOK
\e[0m 0.02
17169 cic:/Rocq/GRAPHS/cgraph/Dneg_le.con
\e[0;32mOK
\e[0m 0.02
17170 cic:/Rocq/GRAPHS/cgraph/Dnotle_le_1.con
\e[0;32mOK
\e[0m 0.01
17171 cic:/Rocq/GRAPHS/cgraph/Dnotle_trans.con
\e[0;32mOK
\e[0m 0.01
17172 cic:/Rocq/GRAPHS/cgraph/ad_0_path_dist.con
\e[0;32mOK
\e[0m 0.01
17173 cic:/Rocq/GRAPHS/cgraph/ad_1_path_dist.con
\e[0;32mOK
\e[0m 0.01
17174 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_dist.con
\e[0;32mOK
\e[0m 0.01
17175 cic:/Rocq/GRAPHS/cgraph/all_min_le_2.con
\e[0;32mOK
\e[0m 0.01
17176 cic:/Rocq/GRAPHS/cgraph/cg_range.con
\e[0;32mOK
\e[0m 0.01
17177 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/CGDist/CGNoBadCycles/no_bad_cycles.var
\e[0;32mOK
\e[0m 0.01
17178 cic:/Rocq/DEMOS/Sorting/nocc_tri_ins.con
\e[0;32mOK
\e[0m 0.02
17179 cic:/Rocq/COMPILER/Mini_ML/ML_DS_determ.con
\e[0;32mOK
\e[0m 1.28
17180 cic:/Rocq/COMPILER/Mini_ML/Proof_abstraction.con
\e[0;31mFAIL
\e[0m
17181 cic:/Rocq/COMPILER/Mini_ML/Proof_bool.con
\e[0;31mFAIL
\e[0m
17182 cic:/Rocq/COMPILER/Mini_ML/Proof_ident.con
\e[0;31mFAIL
\e[0m
17183 cic:/Rocq/COMPILER/Mini_ML/Proof_int.con
\e[0;31mFAIL
\e[0m
17184 cic:/Rocq/COMPILER/Mini_ML/Proof_op.con
\e[0;31mFAIL
\e[0m
17185 cic:/Rocq/COMPILER/Mini_ML/compilation_id_rect.con
\e[0;31mFAIL
\e[0m
17186 cic:/Rocq/COMPILER/Mini_ML/compilation_rect.con
\e[0;31mFAIL
\e[0m
17187 cic:/Rocq/COC/Termes/lift_rec.con
\e[0;32mOK
\e[0m 0.02
17188 cic:/Rocq/COC/Names/find_free.con
\e[0;32mOK
\e[0m 0.12
17189 cic:/Rocq/COC/MyList/ins_gt.con
\e[0;32mOK
\e[0m 0.03
17190 cic:/Rocq/COC/MyList/ins_le.con
\e[0;32mOK
\e[0m 0.02
17191 cic:/Rocq/COC/ListType/Tins_gt.con
\e[0;32mOK
\e[0m 0.02
17192 cic:/Rocq/COC/ListType/Tins_le.con
\e[0;32mOK
\e[0m 0.02
17193 cic:/Rocq/COC/Int_typ/ins_int_inv.con
\e[0;32mOK
\e[0m 0.11
17194 cic:/Rocq/COC/Int_typ/int_cons.con
\e[0;32mOK
\e[0m 0.01
17195 cic:/Rocq/COC/Int_typ/int_inv_int_eq_can.con
\e[0;32mOK
\e[0m 0.01
17196 cic:/Rocq/COC/Expr/term_of_expr.con
\e[0;32mOK
\e[0m 0.34
17197 cic:/Rocq/ARITH/ZChinese/rings/div_mult.con
\e[0;32mOK
\e[0m 0.07
17198 cic:/Rocq/ARITH/ZChinese/rings/gcd_null2.con
\e[0;32mOK
\e[0m 0.02
17199 cic:/Rocq/ARITH/ZChinese/rings/mult_opp_l.con
\e[0;32mOK
\e[0m 0.08
17200 cic:/Rocq/ARITH/ZChinese/rings/mult_opp_r.con
\e[0;32mOK
\e[0m 0.08
17201 cic:/Rocq/ARITH/ZChinese/rings/opp_O.con
\e[0;32mOK
\e[0m 0.02
17202 cic:/Rocq/ARITH/ZChinese/Zgcd/gcdZ_i.con
\e[0;32mOK
\e[0m 0.02
17203 cic:/Rocq/ARITH/ZChinese/Zgcd/have_gcdZ.con
\e[0;32mOK
\e[0m 0.01
17204 cic:/Rocq/ARITH/ZChinese/Zgcd/is_gcdZ_ind.con
\e[0;32mOK
\e[0m 0.02
17205 cic:/Rocq/ARITH/Chinese/rings/div_mult.con
\e[0;32mOK
\e[0m 0.07
17206 cic:/Rocq/ARITH/Chinese/rings/gcd_null2.con
\e[0;32mOK
\e[0m 0.03
17207 cic:/Rocq/ARITH/Chinese/rings/mult_opp_l.con
\e[0;32mOK
\e[0m 0.08
17208 cic:/Rocq/ARITH/Chinese/rings/mult_opp_r.con
\e[0;32mOK
\e[0m 0.09
17209 cic:/Rocq/ARITH/Chinese/rings/opp_O.con
\e[0;32mOK
\e[0m 0.01
17210 cic:/Rocq/ARITH/Chinese/Zrec/Zrec2.con
\e[0;32mOK
\e[0m 0.02
17211 cic:/Rocq/ARITH/Chinese/Zmult/multZ.con
\e[0;32mOK
\e[0m 0.01
17212 cic:/Rocq/ARITH/Chinese/Zadd/pred_addZ_l.con
\e[0;32mOK
\e[0m 0.02
17213 cic:/Rocq/ARITH/Chinese/Zadd/succ_addZ_l.con
\e[0;32mOK
\e[0m 0.02
17214 cic:/Rocq/ARITH/Chinese/Zadd/tech_add_neg_predZ.con
\e[0;32mOK
\e[0m 0.01
17215 cic:/Rocq/ARITH/Chinese/Zadd/tech_add_pos_succZ.con
\e[0;32mOK
\e[0m 0.01
17216 cic:/Rocq/ARITH/Chinese/Nat_complements/lt_minus2.con
\e[0;32mOK
\e[0m 0.02
17217 cic:/Rocq/ARITH/Chinese/Nat_complements/minus_n_Sm.con
\e[0;32mOK
\e[0m 0.01
17218 cic:/Rocq/ALGEBRA/SETOID/Single/Single.con
\e[0;32mOK
\e[0m 0.02
17219 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/sub_setoid/U.var
\e[0;32mOK
\e[0m 0.03
17220 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/restricted_map/A.var
\e[0;32mOK
\e[0m 0.02
17221 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/restricted_map/B.var
\e[0;32mOK
\e[0m 0.00
17222 cic:/Rocq/ALGEBRA/SETOID/SetoidPROD/s_prod/A.var
\e[0;32mOK
\e[0m 0.01
17223 cic:/Rocq/ALGEBRA/SETOID/SetoidPROD/s_prod/B.var
\e[0;32mOK
\e[0m 0.00
17224 cic:/Rocq/ALGEBRA/SETOID/Setoid/Carrier.con
\e[0;32mOK
\e[0m 0.01
17225 cic:/Rocq/ALGEBRA/SETOID/Setoid/Coherence.con
\e[0;32mOK
\e[0m 0.01
17226 cic:/Rocq/ALGEBRA/SETOID/Setoid/PSetoid_ind.con
\e[0;32mOK
\e[0m 0.01
17227 cic:/Rocq/ALGEBRA/SETOID/Setoid/PSetoid_rec.con
\e[0;32mOK
\e[0m 0.01
17228 cic:/Rocq/ALGEBRA/SETOID/Setoid/Set_of_nat.con
\e[0;32mOK
\e[0m 0.01
17229 cic:/Rocq/ALGEBRA/SETOID/Setoid/Setoid_rect.con
\e[0;32mOK
\e[0m 0.01
17230 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/monoid_laws/A.var
\e[0;32mOK
\e[0m 0.02
17231 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/freem_def/A.var
\e[0;32mOK
\e[0m 0.02
17232 cic:/Rocq/ALGEBRA/SETOID/MapProperty/inj_surj_def/A.var
\e[0;32mOK
\e[0m 0.01
17233 cic:/Rocq/ALGEBRA/SETOID/MapProperty/inj_surj_def/B.var
\e[0;32mOK
\e[0m 0.00
17234 cic:/Rocq/ALGEBRA/SETOID/Map2/rew_prop_map2/A.var
\e[0;32mOK
\e[0m 0.00
17235 cic:/Rocq/ALGEBRA/SETOID/Map2/rew_prop_map2/B.var
\e[0;32mOK
\e[0m 0.00
17236 cic:/Rocq/ALGEBRA/SETOID/Map2/rew_prop_map2/C.var
\e[0;32mOK
\e[0m 0.00
17237 cic:/Rocq/ALGEBRA/SETOID/Map2/prop_map2/A.var
\e[0;32mOK
\e[0m 0.01
17238 cic:/Rocq/ALGEBRA/SETOID/Map2/prop_map2/B.var
\e[0;32mOK
\e[0m 0.00
17239 cic:/Rocq/ALGEBRA/SETOID/Map2/prop_map2/C.var
\e[0;32mOK
\e[0m 0.00
17240 cic:/Rocq/ALGEBRA/SETOID/Map2/fun2_to_map2/A.var
\e[0;32mOK
\e[0m 0.01
17241 cic:/Rocq/ALGEBRA/SETOID/Map2/fun2_to_map2/B.var
\e[0;32mOK
\e[0m 0.00
17242 cic:/Rocq/ALGEBRA/SETOID/Map2/fun2_to_map2/C.var
\e[0;32mOK
\e[0m 0.00
17243 cic:/Rocq/ALGEBRA/SETOID/Map/mcomp/A.var
\e[0;32mOK
\e[0m 0.02
17244 cic:/Rocq/ALGEBRA/SETOID/Map/mcomp/B.var
\e[0;32mOK
\e[0m 0.00
17245 cic:/Rocq/ALGEBRA/SETOID/Map/mcomp/C.var
\e[0;32mOK
\e[0m 0.00
17246 cic:/Rocq/ALGEBRA/SETOID/Map/maps/A.var
\e[0;32mOK
\e[0m 0.01
17247 cic:/Rocq/ALGEBRA/SETOID/Map/maps/B.var
\e[0;32mOK
\e[0m 0.00
17248 cic:/Rocq/ALGEBRA/SETOID/Map/id_map_def/A.var
\e[0;32mOK
\e[0m 0.01
17249 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Equiv_preorder.con
\e[0;32mOK
\e[0m 0.02
17250 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Equivalence_ind.con
\e[0;32mOK
\e[0m 0.01
17251 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Equivalence_rec.con
\e[0;32mOK
\e[0m 0.01
17252 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Order_ind.con
\e[0;32mOK
\e[0m 0.01
17253 cic:/Rocq/ALGEBRA/RELATIONS/Relations/Order_rec.con
\e[0;32mOK
\e[0m 0.01
17254 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/TAIT/Tait/Strong_confluence_confluence.con
\e[0;32mOK
\e[0m 0.04
17255 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/NEWMAN/Newman/Newman.con
\e[0;32mOK
\e[0m 0.08
17256 cic:/Rocq/ALGEBRA/RELATIONS/CONFLUENCE/Coherence/star_monotone.con
\e[0;32mOK
\e[0m 0.01
17257 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/maps0''/A.var
\e[0;32mOK
\e[0m 0.01
17258 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/maps0''/B.var
\e[0;32mOK
\e[0m 0.00
17259 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/maps''0/A.var
\e[0;32mOK
\e[0m 0.02
17260 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/maps''0/B.var
\e[0;32mOK
\e[0m 0.00
17261 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/bij0''/A.var
\e[0;32mOK
\e[0m 0.01
17262 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/bij0''/B.var
\e[0;32mOK
\e[0m 0.01
17263 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Carrier''.con
\e[0;32mOK
\e[0m 0.02
17264 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Setoid''_rect.con
\e[0;32mOK
\e[0m 0.01
17265 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/prop_map2''/A.var
\e[0;32mOK
\e[0m 0.02
17266 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/prop_map2''/B.var
\e[0;32mOK
\e[0m 0.00
17267 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/prop_map2''/C.var
\e[0;32mOK
\e[0m 0.00
17268 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/maps''/A.var
\e[0;32mOK
\e[0m 0.01
17269 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/maps''/B.var
\e[0;32mOK
\e[0m 0.00
17270 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/fun2_to_map2''/A.var
\e[0;32mOK
\e[0m 0.01
17271 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/fun2_to_map2''/B.var
\e[0;32mOK
\e[0m 0.01
17272 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/fun2_to_map2''/C.var
\e[0;32mOK
\e[0m 0.01
17273 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/composition_to_operator''/H.var
\e[0;32mOK
\e[0m 0.01
17274 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/cat''/Hom''.var
\e[0;32mOK
\e[0m 0.01
17275 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB_mor_setoid.con
\e[0;32mOK
\e[0m 0.02
17276 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/FunForget_UA/ua_fm/A.var
\e[0;32mOK
\e[0m 0.01
17277 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Discr_mor_setoid.con
\e[0;32mOK
\e[0m 0.02
17278 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Carrier'.con
\e[0;32mOK
\e[0m 0.02
17279 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Setoid'_rect.con
\e[0;32mOK
\e[0m 0.01
17280 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/prop_map2'/A.var
\e[0;32mOK
\e[0m 0.02
17281 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/prop_map2'/B.var
\e[0;32mOK
\e[0m 0.01
17282 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/prop_map2'/C.var
\e[0;32mOK
\e[0m 0.01
17283 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/maps'/A.var
\e[0;32mOK
\e[0m 0.01
17284 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/maps'/B.var
\e[0;32mOK
\e[0m 0.00
17285 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/fun2_to_map2'/A.var
\e[0;32mOK
\e[0m 0.01
17286 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/fun2_to_map2'/B.var
\e[0;32mOK
\e[0m 0.00
17287 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/fun2_to_map2'/C.var
\e[0;32mOK
\e[0m 0.00
17288 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunFreeMon/funfreemon_map_def/A.var
\e[0;32mOK
\e[0m 0.01
17289 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunFreeMon/funfreemon_map_def/B.var
\e[0;32mOK
\e[0m 0.01
17290 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/composition_to_operator'/H.var
\e[0;32mOK
\e[0m 0.02
17291 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/cat'/Hom'.var
\e[0;32mOK
\e[0m 0.02
17292 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/One_mor_setoid.con
\e[0;32mOK
\e[0m 0.02
17293 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/composition_to_operator/H.var
\e[0;32mOK
\e[0m 0.02
17294 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/cat/Hom.var
\e[0;32mOK
\e[0m 0.02
17295 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Terminal/set_terminal/S.var
\e[0;32mOK
\e[0m 0.03
17296 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/s_pulb_def/A.var
\e[0;32mOK
\e[0m 0.01
17297 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/s_pulb_def/B.var
\e[0;32mOK
\e[0m 0.01
17298 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/s_pulb_def/C.var
\e[0;32mOK
\e[0m 0.01
17299 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/s_pulb_def/s_pulb_diese_def/D.var
\e[0;32mOK
\e[0m 0.01
17300 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/verif_expo/A.var
\e[0;32mOK
\e[0m 0.02
17301 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/verif_expo/B.var
\e[0;32mOK
\e[0m 0.01
17302 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/verif_expo/set_lambda_def/C.var
\e[0;32mOK
\e[0m 0.02
17303 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/s_equaz_def/A.var
\e[0;32mOK
\e[0m 0.02
17304 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/s_equaz_def/B.var
\e[0;32mOK
\e[0m 0.01
17305 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/s_equaz_def/s_equaz_diese_def/D.var
\e[0;32mOK
\e[0m 0.01
17306 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_BinProds/verif_prod/A.var
\e[0;32mOK
\e[0m 0.02
17307 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_BinProds/verif_prod/B.var
\e[0;32mOK
\e[0m 0.01
17308 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_BinProds/verif_prod/set_op_together_def/C.var
\e[0;32mOK
\e[0m 0.02
17309 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SETProperty/set_epic_monic/A.var
\e[0;32mOK
\e[0m 0.01
17310 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SETProperty/set_epic_monic/B.var
\e[0;32mOK
\e[0m 0.01
17311 cic:/Paris/ZF/src/couples/lem_OaN.con
\e[0;32mOK
\e[0m 0.15
17312 cic:/Paris/ZF/src/couples/lem_couple_propertie_lr.con
\e[0;32mOK
\e[0m 0.01
17313 cic:/Paris/ZF/src/couples/lem_couple_propertie_rl.con
\e[0;32mOK
\e[0m 0.02
17314 cic:/Paris/ZF/src/couples/lem_eq_cart_power.con
\e[0;32mOK
\e[0m 0.01
17315 cic:/Paris/ZF/src/couples/lem_first_propertie.con
\e[0;32mOK
\e[0m 0.07
17316 cic:/Paris/ZF/src/couples/lem_second_propertie.con
\e[0;32mOK
\e[0m 0.06
17317 cic:/Paris/ZF/src/axs_fundation/lem_x_not_in_x.con
\e[0;32mOK
\e[0m 0.04
17318 cic:/Paris/ZF/src/applications/App.con
\e[0;32mOK
\e[0m 0.02
17319 cic:/Paris/ZF/src/applications/fun_bij.con
\e[0;32mOK
\e[0m 0.01
17320 cic:/Paris/ZF/src/applications/fun_inj.con
\e[0;32mOK
\e[0m 0.02
17321 cic:/Paris/ZF/src/applications/fun_recip.con
\e[0;32mOK
\e[0m 0.02
17322 cic:/Paris/ZF/src/applications/fun_sig.con
\e[0;32mOK
\e[0m 0.01
17323 cic:/Paris/ZF/src/applications/fun_surj.con
\e[0;32mOK
\e[0m 0.01
17324 cic:/Paris/ZF/src/applications/index.con
\e[0;32mOK
\e[0m 0.01
17325 cic:/Paris/ZF/src/applications/lem_dom_vide.con
\e[0;32mOK
\e[0m 0.03
17326 cic:/Paris/ZF/src/applications/lem_exp_elem_is_fun.con
\e[0;32mOK
\e[0m 0.08
17327 cic:/Paris/ZF/src/applications/lem_fun_and_dom.con
\e[0;32mOK
\e[0m 0.04
17328 cic:/Paris/ZF/src/applications/lem_fun_and_img.con
\e[0;32mOK
\e[0m 0.04
17329 cic:/Paris/ZF/src/applications/lem_img_vide.con
\e[0;32mOK
\e[0m 0.03
17330 cic:/Paris/ZF/src/ZFrelations/irreflexivity.con
\e[0;32mOK
\e[0m 0.02
17331 cic:/Paris/ZF/src/ZFrelations/lem_Vide_Img.con
\e[0;32mOK
\e[0m 0.03
17332 cic:/Paris/ZF/src/ZFrelations/lem_Vide_dom.con
\e[0;32mOK
\e[0m 0.03
17333 cic:/Paris/ZF/src/ZFrelations/lem_antisym_not_sym.con
\e[0;32mOK
\e[0m 0.03
17334 cic:/Paris/ZF/src/ZFrelations/lem_rId_dom.con
\e[0;32mOK
\e[0m 0.06
17335 cic:/Paris/ZF/src/ZFrelations/lem_rImg_eq_rImg2.con
\e[0;32mOK
\e[0m 0.10
17336 cic:/Paris/ZF/src/ZFrelations/lem_rdom_eq_rdom2.con
\e[0;32mOK
\e[0m 0.10
17337 cic:/Paris/ZF/src/ZFrelations/lem_rel_Comp_rel_sig.con
\e[0;32mOK
\e[0m 0.22
17338 cic:/Paris/ZF/src/ZFrelations/lem_rel_and_rImg.con
\e[0;32mOK
\e[0m 0.04
17339 cic:/Paris/ZF/src/ZFrelations/lem_rel_and_rdom.con
\e[0;32mOK
\e[0m 0.04
17340 cic:/Paris/ZF/src/ZFrelations/lem_rel_inter_prop.con
\e[0;32mOK
\e[0m 0.03
17341 cic:/Paris/ZF/src/ZFrelations/lem_rel_inter_rel_sig.con
\e[0;32mOK
\e[0m 0.09
17342 cic:/Paris/ZF/src/ZFrelations/lem_rel_inv_is_rel_sig.con
\e[0;32mOK
\e[0m 0.03
17343 cic:/Paris/ZF/src/ZFrelations/lem_rel_prod_rel_sig.con
\e[0;32mOK
\e[0m 0.03
17344 cic:/Paris/ZF/src/ZFrelations/lem_rel_union_prop.con
\e[0;32mOK
\e[0m 0.02
17345 cic:/Paris/ZF/src/ZFrelations/lem_rel_union_rel_sig.con
\e[0;32mOK
\e[0m 0.08
17346 cic:/Paris/ZF/src/ZFrelations/lem_rfull_Img.con
\e[0;32mOK
\e[0m 0.06
17347 cic:/Paris/ZF/src/ZFrelations/lem_rfull_dom.con
\e[0;32mOK
\e[0m 0.06
17348 cic:/Paris/ZF/src/ZFrelations/lem_sym_not_antisym.con
\e[0;32mOK
\e[0m 0.02
17349 cic:/Paris/ZF/src/ZFrelations/lem_sym_so_rdom_eq_rImg.con
\e[0;32mOK
\e[0m 0.06
17350 cic:/Paris/ZF/src/ZFrelations/reflexivity.con
\e[0;32mOK
\e[0m 0.01
17351 cic:/Paris/ZF/src/ZFrelations/rel_total.con
\e[0;32mOK
\e[0m 0.01
17352 cic:/Orsay/QArith/QArith_base/Qminus.con
\e[0;32mOK
\e[0m 0.01
17353 cic:/Orsay/MiniCompiler/compiler/update.con
\e[0;32mOK
\e[0m 0.01
17354 cic:/Orsay/Maths/prime/rel_prime.con
\e[0;32mOK
\e[0m 0.02
17355 cic:/Orsay/Maths/gcd/Bezout_ind.con
\e[0;32mOK
\e[0m 0.01
17356 cic:/Orsay/Maths/gcd/Euclid.ind
\e[0;32mOK
\e[0m 0.01
17357 cic:/Orsay/Maths/gcd/gcd_rect.con
\e[0;32mOK
\e[0m 0.01
17358 cic:/Orsay/ExactRealArithmetic/definition/B_powerZ.con
\e[0;32mOK
\e[0m 0.01
17359 cic:/Orsay/ExactRealArithmetic/definition/p_max.con
\e[0;32mOK
\e[0m 0.01
17360 cic:/Orsay/ExactRealArithmetic/Zdiv2_complements/Zodd_div2_bis.con
\e[0;32mOK
\e[0m 0.02
17361 cic:/Nijmegen/REM/Rem/Rem.con
\e[0;32mOK
\e[0m 0.02
17362 cic:/Nijmegen/REM/Rem/clopenbasis.con
\e[0;32mOK
\e[0m 0.01
17363 cic:/Nijmegen/QArith/positive_fraction_encoding/fractionalAcc.ind
\e[0;32mOK
\e[0m 0.02
17364 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof10.con
\e[0;32mOK
\e[0m 0.01
17365 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof13.con
\e[0;32mOK
\e[0m 0.01
17366 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof16.con
\e[0;32mOK
\e[0m 0.01
17367 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof19.con
\e[0;32mOK
\e[0m 0.02
17368 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof33.con
\e[0;32mOK
\e[0m 0.01
17369 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof36.con
\e[0;32mOK
\e[0m 0.01
17370 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof39.con
\e[0;32mOK
\e[0m 0.01
17371 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof42.con
\e[0;32mOK
\e[0m 0.01
17372 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof46.con
\e[0;32mOK
\e[0m 0.01
17373 cic:/Nijmegen/QArith/homographic_correctness/spec_positive_fraction_encoding1_positive_fraction_encoding2.con
\e[0;32mOK
\e[0m 0.02
17374 cic:/Nijmegen/QArith/general_Q/Q_to_Z.con
\e[0;32mOK
\e[0m 0.01
17375 cic:/Nijmegen/QArith/general_Q/Qinv_pos.con
\e[0;32mOK
\e[0m 0.01
17376 cic:/Nijmegen/QArith/general_Q/Qle_Qpositive_le_neg.con
\e[0;32mOK
\e[0m 0.01
17377 cic:/Nijmegen/QArith/general_Q/Qle_Qpositive_le_pos.con
\e[0;32mOK
\e[0m 0.01
17378 cic:/Nijmegen/QArith/general_Q/Qlt_mult_neg_pos.con
\e[0;32mOK
\e[0m 0.01
17379 cic:/Nijmegen/QArith/general_Q/Qlt_mult_pos_pos.con
\e[0;32mOK
\e[0m 0.01
17380 cic:/Nijmegen/QArith/general_Q/Qpositive_to_Z_is_integer_part_subproof.con
\e[0;32mOK
\e[0m 0.01
17381 cic:/Nijmegen/QArith/general_Q/Qsgn_10.con
\e[0;32mOK
\e[0m 0.01
17382 cic:/Nijmegen/QArith/general_Q/Qsgn_9.con
\e[0;32mOK
\e[0m 0.01
17383 cic:/Nijmegen/QArith/general_Q/Z_to_Qpositive_Q_tail_pos.con
\e[0;32mOK
\e[0m 0.01
17384 cic:/Nijmegen/QArith/general_Q/Z_to_Qpositive_equal.con
\e[0;32mOK
\e[0m 0.01
17385 cic:/Nijmegen/QArith/general_Q/Z_to_Qpositive_to_Q.con
\e[0;32mOK
\e[0m 0.01
17386 cic:/Nijmegen/QArith/general_Q/length_of_Qpositive_is_length_subproof0.con
\e[0;32mOK
\e[0m 0.01
17387 cic:/Nijmegen/QArith/general_Q/minus_pred_nat_subproof.con
\e[0;32mOK
\e[0m 0.01
17388 cic:/Nijmegen/QArith/general_Q/minus_pred_nat_subproof0.con
\e[0;32mOK
\e[0m 0.01
17389 cic:/Nijmegen/QArith/general_Q/minus_pred_nat_subproof1.con
\e[0;32mOK
\e[0m 0.01
17390 cic:/Nijmegen/QArith/general_Q/minus_pred_nat_subproof2.con
\e[0;32mOK
\e[0m 0.01
17391 cic:/Nijmegen/QArith/general_Q/pred_nat_absolu_subproof.con
\e[0;32mOK
\e[0m 0.01
17392 cic:/Nijmegen/QArith/general_Q/pred_nat_absolu_subproof0.con
\e[0;32mOK
\e[0m 0.01
17393 cic:/Nijmegen/QArith/Zaux/Zmax.con
\e[0;32mOK
\e[0m 0.01
17394 cic:/Nijmegen/QArith/Zaux/absolu_inject_nat.con
\e[0;32mOK
\e[0m 0.01
17395 cic:/Nijmegen/QArith/Zaux/inject_nat_S_inf_subproof.con
\e[0;32mOK
\e[0m 0.01
17396 cic:/Nijmegen/QArith/Zaux/pred_nat_unfolded_subproof.con
\e[0;32mOK
\e[0m 0.01
17397 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_10_subproof.con
\e[0;32mOK
\e[0m 0.20
17398 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_1_subproof.con
\e[0;32mOK
\e[0m 0.42
17399 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_2_subproof.con
\e[0;32mOK
\e[0m 0.44
17400 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_3_subproof.con
\e[0;32mOK
\e[0m 0.21
17401 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_4_subproof.con
\e[0;32mOK
\e[0m 0.21
17402 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_5_subproof.con
\e[0;32mOK
\e[0m 0.20
17403 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_6_subproof.con
\e[0;32mOK
\e[0m 0.21
17404 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_7_subproof.con
\e[0;32mOK
\e[0m 0.21
17405 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_8_subproof.con
\e[0;32mOK
\e[0m 0.21
17406 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_9_subproof.con
\e[0;32mOK
\e[0m 0.20
17407 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sg_denom_nonzero.ind
\e[0;32mOK
\e[0m 0.21
17408 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Z8_eq_is_reflexive.con
\e[0;32mOK
\e[0m 0.28
17409 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Z8_eq_is_symmetric.con
\e[0;32mOK
\e[0m 1.01
17410 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Z8_eq_is_transitive.con
\e[0;32mOK
\e[0m 2.01
17411 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Z8_lt.con
\e[0;32mOK
\e[0m 0.05
17412 cic:/Nijmegen/QArith/Qpositive/Qpositive_c_unfold1.con
\e[0;32mOK
\e[0m 0.02
17413 cic:/Nijmegen/QArith/Qpositive/absolu_inj_nat.con
\e[0;32mOK
\e[0m 0.03
17414 cic:/Nijmegen/QArith/Qpositive/le_minus_O.con
\e[0;32mOK
\e[0m 0.01
17415 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sg_denom_nonzero_ind.con
\e[0;32mOK
\e[0m 0.03
17416 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sg_denom_nonzero_inv_dep.con
\e[0;32mOK
\e[0m 0.06
17417 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_signok_1.con
\e[0;32mOK
\e[0m 0.03
17418 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_signok_2.con
\e[0;32mOK
\e[0m 0.06
17419 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_signok_3.con
\e[0;32mOK
\e[0m 0.05
17420 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z4_eq_is_reflexive.con
\e[0;32mOK
\e[0m 0.07
17421 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z4_eq_is_symmetric.con
\e[0;32mOK
\e[0m 0.18
17422 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z4_eq_is_transitive.con
\e[0;32mOK
\e[0m 0.25
17423 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z4_lt.con
\e[0;32mOK
\e[0m 0.01
17424 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/homographicAcc.ind
\e[0;32mOK
\e[0m 0.10
17425 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/qle.con
\e[0;32mOK
\e[0m 0.01
17426 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_denom_nonzero.ind
\e[0;32mOK
\e[0m 0.01
17427 cic:/Nijmegen/QArith/Q_order/Qgt_total.con
\e[0;32mOK
\e[0m 0.03
17428 cic:/Nijmegen/QArith/Q_order/Qmult_sym.con
\e[0;32mOK
\e[0m 0.01
17429 cic:/Nijmegen/QArith/Q_field/Qplus.con
\e[0;32mOK
\e[0m 0.01
17430 cic:/Nijmegen/QArith/Merge_Order/merge_lt.con
\e[0;32mOK
\e[0m 0.01
17431 cic:/Nijmegen/QArith/Merge_Order/order_lt_le_weak.con
\e[0;32mOK
\e[0m 0.02
17432 cic:/Nijmegen/QArith/Merge_Order/Merge_Order/S1ind_wf.var
\e[0;32mOK
\e[0m 0.00
17433 cic:/Nijmegen/QArith/Merge_Order/Merge_Order/S2ind_wf.var
\e[0;32mOK
\e[0m 0.00
17434 cic:/Nijmegen/Coqoban/Coqoban_engine/solvable.ind
\e[0;32mOK
\e[0m 0.01
17435 cic:/Nancy/FOUnify/term_unif/DIFFELNB_O_clos.con
\e[0;32mOK
\e[0m 0.01
17436 cic:/Nancy/FOUnify/term_unif/DIFFELNBor.con
\e[0;32mOK
\e[0m 0.02
17437 cic:/Nancy/FOUnify/term_unif/REMOVE_n_IS_IN_LV_DIFFELNB_pred.con
\e[0;32mOK
\e[0m 0.06
17438 cic:/Nancy/FOUnify/term_unif/SUB_diff.con
\e[0;32mOK
\e[0m 0.02
17439 cic:/Nancy/FOUnify/term_unif/closConsArg.con
\e[0;32mOK
\e[0m 0.01
17440 cic:/Nancy/FOUnify/term_unif/closConsArg1.con
\e[0;32mOK
\e[0m 0.01
17441 cic:/Nancy/FOUnify/term_unif/closConsArg2.con
\e[0;32mOK
\e[0m 0.01
17442 cic:/Nancy/FOUnify/term_unif/closRoot.con
\e[0;32mOK
\e[0m 0.01
17443 cic:/Nancy/FOUnify/term_unif/clossubst.con
\e[0;32mOK
\e[0m 0.01
17444 cic:/Nancy/FOUnify/term_unif/elem_subst_conserve.con
\e[0;32mOK
\e[0m 0.01
17445 cic:/Nancy/FOUnify/term_unif/exi_REMOVE.con
\e[0;32mOK
\e[0m 0.01
17446 cic:/Nancy/FOUnify/term_unif/idempotent_n_range.con
\e[0;32mOK
\e[0m 0.01
17447 cic:/Nancy/FOUnify/term_unif/infv_st_inclv.con
\e[0;32mOK
\e[0m 0.01
17448 cic:/Nancy/FOUnify/term_unif/min_unif_comp.con
\e[0;32mOK
\e[0m 0.02
17449 cic:/Nancy/FOUnify/term_unif/n_infv_t_clos.con
\e[0;32mOK
\e[0m 0.01
17450 cic:/Nancy/FOUnify/term_unif/st_inclv_Consv_REMOVE_n_IS_IN_LV_st_inclv.con
\e[0;32mOK
\e[0m 0.01
17451 cic:/Nancy/FOUnify/term_unif/st_inclv_infv.con
\e[0;32mOK
\e[0m 0.01
17452 cic:/Nancy/FOUnify/term_unif/under_IS_IN_Subst_IS_IN.con
\e[0;32mOK
\e[0m 0.01
17453 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/Length_SO_term.con
\e[0;32mOK
\e[0m 0.01
17454 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/l_term_L_TERM.con
\e[0;32mOK
\e[0m 0.01
17455 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/quasiterm_eq_decP.con
\e[0;32mOK
\e[0m 0.02
17456 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/term_rect.con
\e[0;32mOK
\e[0m 0.01
17457 cic:/Nancy/FOUnify/listv_is_in_lv/IS_IN_LV_decP.con
\e[0;32mOK
\e[0m 0.01
17458 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/IS_IN_decP.con
\e[0;32mOK
\e[0m 0.01
17459 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/term_subst.ind
\e[0;32mOK
\e[0m 0.00
17460 cic:/Muenchen/Higman/Higman2/L_idx.con
\e[0;32mOK
\e[0m 0.07
17461 cic:/Muenchen/Higman/Higman2/bar_rect.con
\e[0;32mOK
\e[0m 0.01
17462 cic:/Muenchen/Higman/Higman2/good_ind.con
\e[0;32mOK
\e[0m 0.01
17463 cic:/Muenchen/Higman/Higman2/good_rec.con
\e[0;32mOK
\e[0m 0.01
17464 cic:/Muenchen/Higman/Higman2/lemma1.con
\e[0;32mOK
\e[0m 0.01
17465 cic:/Muenchen/Higman/Higman2/lemma2.con
\e[0;32mOK
\e[0m 0.03
17466 cic:/Muenchen/Higman/Higman2/prop1.con
\e[0;32mOK
\e[0m 0.01
17467 cic:/Muenchen/Higman/Higman/bar_rect.con
\e[0;32mOK
\e[0m 0.01
17468 cic:/Muenchen/Higman/Higman/lemma3'.con
\e[0;32mOK
\e[0m 0.06
17469 cic:/Muenchen/Higman/Higman/prop1.con
\e[0;32mOK
\e[0m 0.01
17470 cic:/Montevideo/RailroadCrossing/railroad_crossing/EX_Until_bound_ind.con
\e[0;32mOK
\e[0m 0.01
17471 cic:/Montevideo/RailroadCrossing/railroad_crossing/Equiv1_T.con
\e[0;32mOK
\e[0m 0.04
17472 cic:/Montevideo/RailroadCrossing/railroad_crossing/Equiv2_T.con
\e[0;32mOK
\e[0m 0.04
17473 cic:/Montevideo/RailroadCrossing/railroad_crossing/Equiv3.con
\e[0;32mOK
\e[0m 0.07
17474 cic:/Montevideo/RailroadCrossing/railroad_crossing/Equiv4_T.con
\e[0;32mOK
\e[0m 0.19
17475 cic:/Montevideo/RailroadCrossing/railroad_crossing/Posible_T_ind.con
\e[0;32mOK
\e[0m 0.01
17476 cic:/Montevideo/RailroadCrossing/railroad_crossing/SafePath_T_ind.con
\e[0;32mOK
\e[0m 0.01
17477 cic:/Montevideo/RailroadCrossing/railroad_crossing/TrGlobal_ind.con
\e[0;32mOK
\e[0m 0.04
17478 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial7.con
\e[0;32mOK
\e[0m 0.01
17479 cic:/Montevideo/RailroadCrossing/railroad_crossing/noInvTick.con
\e[0;32mOK
\e[0m 0.01
17480 cic:/Montevideo/FSSecModel/write/write.ind
\e[0;32mOK
\e[0m 0.04
17481 cic:/Montevideo/FSSecModel/unlink/unlink_acl.con
\e[0;32mOK
\e[0m 0.01
17482 cic:/Montevideo/FSSecModel/unlink/unlink_oSC.con
\e[0;32mOK
\e[0m 0.01
17483 cic:/Montevideo/FSSecModel/sscstat/sscstat_rect.con
\e[0;32mOK
\e[0m 0.01
17484 cic:/Montevideo/FSSecModel/rmdir/rmdir_acl.con
\e[0;32mOK
\e[0m 0.01
17485 cic:/Montevideo/FSSecModel/rmdir/rmdir_oSC.con
\e[0;32mOK
\e[0m 0.01
17486 cic:/Montevideo/FSSecModel/readdir/readdir.ind
\e[0;32mOK
\e[0m 0.09
17487 cic:/Montevideo/FSSecModel/read/read.ind
\e[0;32mOK
\e[0m 0.09
17488 cic:/Montevideo/FSSecModel/owner_close/ownerclose_sm.con
\e[0;32mOK
\e[0m 0.01
17489 cic:/Montevideo/FSSecModel/open/open_sm.con
\e[0;32mOK
\e[0m 0.01
17490 cic:/Montevideo/FSSecModel/mkdir/mkdir_oSC.con
\e[0;32mOK
\e[0m 0.01
17491 cic:/Montevideo/FSSecModel/mkdir/Mkdir/NEW.var
\e[0;32mOK
\e[0m 0.01
17492 cic:/Montevideo/FSSecModel/delUsrGrpFromAcl/DelUsrGrpFromAcl/NEW.var
\e[0;32mOK
\e[0m 0.01
17493 cic:/Montevideo/FSSecModel/create/create_oSC.con
\e[0;32mOK
\e[0m 0.01
17494 cic:/Montevideo/FSSecModel/create/Create/NEW.var
\e[0;32mOK
\e[0m 0.01
17495 cic:/Montevideo/FSSecModel/close/close_sm.con
\e[0;32mOK
\e[0m 0.01
17496 cic:/Montevideo/FSSecModel/chsubsc/Chsubsc/t.var
\e[0;32mOK
\e[0m 0.01
17497 cic:/Montevideo/FSSecModel/chown/Chown/NEW.var
\e[0;32mOK
\e[0m 0.01
17498 cic:/Montevideo/FSSecModel/chobjsc/chobjsc_SC.con
\e[0;32mOK
\e[0m 0.01
17499 cic:/Montevideo/FSSecModel/chmod/Chmod/ChangeGAR.var
\e[0;32mOK
\e[0m 0.01
17500 cic:/Montevideo/FSSecModel/chmod/Chmod/ChangeGAW.var
\e[0;32mOK
\e[0m 0.00
17501 cic:/Montevideo/FSSecModel/addUsrGrpToAcl/AddUsrGrpToAcl/NEW.var
\e[0;32mOK
\e[0m 0.01
17502 cic:/Montevideo/FSSecModel/SFSstate/DOMFuncRel3.con
\e[0;32mOK
\e[0m 0.13
17503 cic:/Montevideo/FSSecModel/SFSstate/DOMFuncRel4.con
\e[0;32mOK
\e[0m 0.05
17504 cic:/Montevideo/FSSecModel/SFSstate/UndefWhenRem.con
\e[0;32mOK
\e[0m 0.15
17505 cic:/Montevideo/FSSecModel/ModelProperties/DACCtrlAttrHaveChanged.ind
\e[0;32mOK
\e[0m 0.09
17506 cic:/Montevideo/FSSecModel/ModelProperties/MACObjCtrlAttrHaveChanged.ind
\e[0;32mOK
\e[0m 0.05
17507 cic:/Montevideo/FSSecModel/ModelProperties/MACSecureState.con
\e[0;32mOK
\e[0m 0.22
17508 cic:/Montevideo/FSSecModel/ModelProperties/MACSubCtrlAttrHaveChanged_ind.con
\e[0;32mOK
\e[0m 0.01
17509 cic:/Montevideo/FSSecModel/ModelProperties/StarProperty.con
\e[0;32mOK
\e[0m 0.01
17510 cic:/Montevideo/FSSecModel/ListFunctions/Set_union2.con
\e[0;32mOK
\e[0m 0.02
17511 cic:/Montevideo/FSSecModel/DACandMAC/ExecuterIsOwner.ind
\e[0;32mOK
\e[0m 0.05
17512 cic:/Montevideo/FSSecModel/DACandMAC/PreDACRead.con
\e[0;32mOK
\e[0m 0.01
17513 cic:/Montevideo/FSSecModel/DACandMAC/PreDACWrite.con
\e[0;32mOK
\e[0m 0.01
17514 cic:/Montevideo/FSSecModel/DACandMAC/PreMAC.con
\e[0;32mOK
\e[0m 0.01
17515 cic:/Montevideo/FSSecModel/DACandMAC/PreStarPropRead.con
\e[0;32mOK
\e[0m 0.01
17516 cic:/Montevideo/FSSecModel/DACandMAC/PreStarPropWrite.con
\e[0;32mOK
\e[0m 0.01
17517 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/EqfSSC1.con
\e[0;32mOK
\e[0m 0.02
17518 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/NoMACSubChange.con
\e[0;32mOK
\e[0m 0.04
17519 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/NotInDOMIsUndef2.con
\e[0;32mOK
\e[0m 0.01
17520 cic:/Montevideo/CtlTctl/tctl/EX_Until_bound_ind.con
\e[0;32mOK
\e[0m 0.01
17521 cic:/Montevideo/CtlTctl/tctl/Equiv1_T.con
\e[0;32mOK
\e[0m 0.05
17522 cic:/Montevideo/CtlTctl/tctl/Equiv2_T.con
\e[0;32mOK
\e[0m 0.05
17523 cic:/Montevideo/CtlTctl/tctl/Equiv4_T.con
\e[0;32mOK
\e[0m 0.20
17524 cic:/Montevideo/CtlTctl/tctl/Posible_T_ind.con
\e[0;32mOK
\e[0m 0.01
17525 cic:/Montevideo/CtlTctl/tctl/SafePath_T_ind.con
\e[0;32mOK
\e[0m 0.01
17526 cic:/Montevideo/CtlTctl/ctl/notPosible.con
\e[0;32mOK
\e[0m 0.01
17527 cic:/Marseille/LTL/termination/wf_leadsto_rule.con
\e[0;32mOK
\e[0m 0.24
17528 cic:/Marseille/LTL/safety/induct.con
\e[0;32mOK
\e[0m 0.07
17529 cic:/Marseille/LTL/ltl/safe.con
\e[0;32mOK
\e[0m 0.01
17530 cic:/Marseille/LTL/liveness/always_one_step_leads_to.con
\e[0;32mOK
\e[0m 0.14
17531 cic:/Marseille/LTL/liveness/once_eventually.con
\e[0;32mOK
\e[0m 0.02
17532 cic:/Marseille/LTL/leads_to/trans_leads_to.con
\e[0;32mOK
\e[0m 0.13
17533 cic:/Marseille/LTL/congruence/congruence_infinitely_often.con
\e[0;32mOK
\e[0m 0.02
17534 cic:/Marseille/LTL/congruence/implies_until_state.con
\e[0;32mOK
\e[0m 0.01
17535 cic:/Marseille/LTL/congruence/inv_implies_inf_often.con
\e[0;32mOK
\e[0m 0.01
17536 cic:/Marseille/GC/safety/sweepnogrey/sweep_no_greys_gcend.con
\e[0;32mOK
\e[0m 0.01
17537 cic:/Marseille/GC/safety/sweepnogrey/sweep_no_greys_gcstop.con
\e[0;32mOK
\e[0m 0.02
17538 cic:/Marseille/GC/safety/sweepnogrey/sweep_no_greys_marknode.con
\e[0;32mOK
\e[0m 0.01
17539 cic:/Marseille/GC/safety/safety/implies_safety_prop.con
\e[0;32mOK
\e[0m 0.03
17540 cic:/Marseille/GC/safety/safety/init_invariant_safe.con
\e[0;32mOK
\e[0m 0.01
17541 cic:/Marseille/GC/safety/rtgreyorblack/rt_grey_or_black_gcend.con
\e[0;32mOK
\e[0m 0.01
17542 cic:/Marseille/GC/safety/rtgreyorblack/rt_grey_or_black_gcstop.con
\e[0;32mOK
\e[0m 0.01
17543 cic:/Marseille/GC/safety/rtgreyorblack/rt_grey_or_black_marknode.con
\e[0;32mOK
\e[0m 0.01
17544 cic:/Marseille/GC/safety/nogreyaccnblackn/nogrey_accn_imp_blackn_addedge.con
\e[0;32mOK
\e[0m 0.01
17545 cic:/Marseille/GC/safety/nogreyaccnblackn/nogrey_accn_imp_blackn_alloc.con
\e[0;32mOK
\e[0m 0.03
17546 cic:/Marseille/GC/safety/nogreyaccnblackn/nogrey_accn_imp_blackn_gcfree.con
\e[0;32mOK
\e[0m 0.01
17547 cic:/Marseille/GC/safety/nogreyaccnblackn/nogrey_accn_imp_blackn_gcfree1.con
\e[0;32mOK
\e[0m 0.01
17548 cic:/Marseille/GC/safety/nogreyaccnblackn/nogrey_accn_imp_blackn_removeedge.con
\e[0;32mOK
\e[0m 0.01
17549 cic:/Marseille/GC/safety/noedgeblacktowhite/no_edge_black_to_white_gccall.con
\e[0;32mOK
\e[0m 0.03
17550 cic:/Marseille/GC/safety/noedgeblacktowhite/no_edge_black_to_white_gcend.con
\e[0;32mOK
\e[0m 0.01
17551 cic:/Marseille/GC/safety/noedgeblacktowhite/no_edge_black_to_white_gcfree_bis.con
\e[0;32mOK
\e[0m 0.01
17552 cic:/Marseille/GC/safety/noedgeblacktowhite/no_edge_black_to_white_gcstop.con
\e[0;32mOK
\e[0m 0.01
17553 cic:/Marseille/GC/safety/noedgeblacktowhite/no_edge_black_to_white_marknode.con
\e[0;32mOK
\e[0m 0.01
17554 cic:/Marseille/GC/safety/accnotfree/acc_imp_notfree_addedge.con
\e[0;32mOK
\e[0m 0.01
17555 cic:/Marseille/GC/safety/accnotfree/acc_imp_notfree_alloc.con
\e[0;32mOK
\e[0m 0.02
17556 cic:/Marseille/GC/safety/accnotfree/acc_imp_notfree_removeedge.con
\e[0;32mOK
\e[0m 0.01
17557 cic:/Marseille/GC/mesure/white_card/add_white.con
\e[0;32mOK
\e[0m 0.04
17558 cic:/Marseille/GC/mesure/white_card/alloc_white.con
\e[0;32mOK
\e[0m 0.01
17559 cic:/Marseille/GC/mesure/white_card/card_white_marknode.con
\e[0;32mOK
\e[0m 0.43
17560 cic:/Marseille/GC/mesure/white_card/ex_add_white.con
\e[0;32mOK
\e[0m 0.10
17561 cic:/Marseille/GC/mesure/white_card/ex_remove_white.con
\e[0;32mOK
\e[0m 0.06
17562 cic:/Marseille/GC/mesure/white_card/gcend_white.con
\e[0;32mOK
\e[0m 0.01
17563 cic:/Marseille/GC/mesure/white_card/gcfree1_white.con
\e[0;32mOK
\e[0m 0.02
17564 cic:/Marseille/GC/mesure/white_card/gcfree_white.con
\e[0;32mOK
\e[0m 0.02
17565 cic:/Marseille/GC/mesure/white_card/gcstop_white.con
\e[0;32mOK
\e[0m 0.04
17566 cic:/Marseille/GC/mesure/safe_card/init_conj_inv.con
\e[0;32mOK
\e[0m 0.01
17567 cic:/Marseille/GC/mesure/safe_card/init_inv_conj.con
\e[0;32mOK
\e[0m 0.01
17568 cic:/Marseille/GC/mesure/mesure/add_mesure.con
\e[0;32mOK
\e[0m 0.12
17569 cic:/Marseille/GC/mesure/mesure/gcend_mesure.con
\e[0;32mOK
\e[0m 0.01
17570 cic:/Marseille/GC/mesure/mesure/gcfree_mesure.con
\e[0;32mOK
\e[0m 0.08
17571 cic:/Marseille/GC/mesure/mesure/gcstop_mesure.con
\e[0;32mOK
\e[0m 0.03
17572 cic:/Marseille/GC/mesure/mesure/init_ex_mesure.con
\e[0;32mOK
\e[0m 0.01
17573 cic:/Marseille/GC/mesure/mesure/remove_ex_mesure.con
\e[0;32mOK
\e[0m 0.01
17574 cic:/Marseille/GC/mesure/grey_card/alloc_grey.con
\e[0;32mOK
\e[0m 0.01
17575 cic:/Marseille/GC/mesure/grey_card/card_grey_marknode.con
\e[0;32mOK
\e[0m 0.35
17576 cic:/Marseille/GC/mesure/grey_card/ex_remove_grey.con
\e[0;32mOK
\e[0m 0.01
17577 cic:/Marseille/GC/mesure/grey_card/gcend_grey.con
\e[0;32mOK
\e[0m 0.01
17578 cic:/Marseille/GC/mesure/grey_card/gcfree1_grey.con
\e[0;32mOK
\e[0m 0.01
17579 cic:/Marseille/GC/mesure/grey_card/gcfree_grey.con
\e[0;32mOK
\e[0m 0.01
17580 cic:/Marseille/GC/mesure/grey_card/gcstop_grey.con
\e[0;32mOK
\e[0m 0.01
17581 cic:/Marseille/GC/mesure/black_card/ex_add_black.con
\e[0;32mOK
\e[0m 0.01
17582 cic:/Marseille/GC/mesure/black_card/ex_alloc_black.con
\e[0;32mOK
\e[0m 0.01
17583 cic:/Marseille/GC/mesure/black_card/ex_gccall_black.con
\e[0;32mOK
\e[0m 0.03
17584 cic:/Marseille/GC/mesure/black_card/ex_marknode_black.con
\e[0;32mOK
\e[0m 0.01
17585 cic:/Marseille/GC/mesure/black_card/ex_remove_black.con
\e[0;32mOK
\e[0m 0.01
17586 cic:/Marseille/GC/mesure/black_card/gcend_black.con
\e[0;32mOK
\e[0m 0.01
17587 cic:/Marseille/GC/mesure/black_card/gcfree1_black.con
\e[0;32mOK
\e[0m 0.01
17588 cic:/Marseille/GC/mesure/black_card/gcfree_black.con
\e[0;32mOK
\e[0m 0.01
17589 cic:/Marseille/GC/mesure/black_card/gcstop_black.con
\e[0;32mOK
\e[0m 0.01
17590 cic:/Marseille/GC/logique/well_founded/wf_leadsto_rule.con
\e[0;32mOK
\e[0m 0.21
17591 cic:/Marseille/GC/logique/LTL/always_one_step_leads_to.con
\e[0;32mOK
\e[0m 0.07
17592 cic:/Marseille/GC/logique/LTL/induct.con
\e[0;32mOK
\e[0m 0.03
17593 cic:/Marseille/GC/logique/LTL/leadsto_tx_l_or.con
\e[0;32mOK
\e[0m 0.06
17594 cic:/Marseille/GC/logique/LTL/once_equiv_once.con
\e[0;32mOK
\e[0m 0.01
17595 cic:/Marseille/GC/logique/LTL/once_eventually.con
\e[0;32mOK
\e[0m 0.01
17596 cic:/Marseille/GC/logique/LTL/safe.con
\e[0;32mOK
\e[0m 0.01
17597 cic:/Marseille/GC/liveness/until_zero/and_exist.con
\e[0;32mOK
\e[0m 0.01
17598 cic:/Marseille/GC/liveness/until_zero/trivial_unicity_bis.con
\e[0;32mOK
\e[0m 0.01
17599 cic:/Marseille/GC/liveness/notfree_notacc/alloc_notacces_t.con
\e[0;32mOK
\e[0m 0.07
17600 cic:/Marseille/GC/liveness/notfree_notacc/gccall_notacces_t.con
\e[0;32mOK
\e[0m 0.01
17601 cic:/Marseille/GC/liveness/notfree_notacc/gcfree1_notacces_t.con
\e[0;32mOK
\e[0m 0.01
17602 cic:/Marseille/GC/liveness/notfree_notacc/gcfree_notacces_t.con
\e[0;32mOK
\e[0m 0.01
17603 cic:/Marseille/GC/liveness/notacc_white_nogrey/mark_idem_or_free.con
\e[0;32mOK
\e[0m 0.03
17604 cic:/Marseille/GC/liveness/notacc_init/fairstep_implies_gc_call.con
\e[0;32mOK
\e[0m 0.15
17605 cic:/Marseille/GC/liveness/notacc_init/fairstep_implies_initcol.con
\e[0;32mOK
\e[0m 0.24
17606 cic:/Marseille/GC/liveness/notacc_init/marknode_idem_or_init.con
\e[0;32mOK
\e[0m 0.04
17607 cic:/Marseille/GC/liveness/notacc_black_nogrey/marknode_notacc_black_nogrey.con
\e[0;32mOK
\e[0m 0.05
17608 cic:/Marseille/GC/liveness/fairstr/call_exist_grey_fair.con
\e[0;32mOK
\e[0m 0.05
17609 cic:/Marseille/GC/liveness/fairstr/marknode_fair.con
\e[0;32mOK
\e[0m 0.05
17610 cic:/Marseille/GC/lib_arith/lib_plus/pred_plus_minus.con
\e[0;32mOK
\e[0m 0.04
17611 cic:/Marseille/GC/lemma_step/lemma_stop/gcstop_accest_access.con
\e[0;32mOK
\e[0m 0.01
17612 cic:/Marseille/GC/lemma_step/lemma_stop/gcstop_ancestor_col.con
\e[0;32mOK
\e[0m 0.01
17613 cic:/Marseille/GC/lemma_step/lemma_stop/gcstop_blacks_blackt.con
\e[0;32mOK
\e[0m 0.01
17614 cic:/Marseille/GC/lemma_step/lemma_stop/gcstop_nogrey.con
\e[0;32mOK
\e[0m 0.01
17615 cic:/Marseille/GC/lemma_step/lemma_stop/gcstop_notaccess_notaccest.con
\e[0;32mOK
\e[0m 0.01
17616 cic:/Marseille/GC/lemma_step/lemma_stop/gcstop_notfrees_notfreet.con
\e[0;32mOK
\e[0m 0.01
17617 cic:/Marseille/GC/lemma_step/lemma_stop/gcstop_notgreyt_notgreys.con
\e[0;32mOK
\e[0m 0.01
17618 cic:/Marseille/GC/lemma_step/lemma_stop/gcstop_nowhite.con
\e[0;32mOK
\e[0m 0.01
17619 cic:/Marseille/GC/lemma_step/lemma_stop/gcstop_white.con
\e[0;32mOK
\e[0m 0.01
17620 cic:/Marseille/GC/lemma_step/lemma_remove/remove_ancestor_col.con
\e[0;32mOK
\e[0m 0.01
17621 cic:/Marseille/GC/lemma_step/lemma_remove/remove_notaccess_notaccest.con
\e[0;32mOK
\e[0m 0.05
17622 cic:/Marseille/GC/lemma_step/lemma_mark/mark_ancestor.con
\e[0;32mOK
\e[0m 0.01
17623 cic:/Marseille/GC/lemma_step/lemma_mark/mark_ancestor_col.con
\e[0;32mOK
\e[0m 0.01
17624 cic:/Marseille/GC/lemma_step/lemma_mark/mark_white.con
\e[0;32mOK
\e[0m 0.01
17625 cic:/Marseille/GC/lemma_step/lemma_mark/marknode_accest_access.con
\e[0;32mOK
\e[0m 0.01
17626 cic:/Marseille/GC/lemma_step/lemma_mark/marknode_notaccess_notaccest.con
\e[0;32mOK
\e[0m 0.01
17627 cic:/Marseille/GC/lemma_step/lemma_mark/marknode_notfrees_notfreet.con
\e[0;32mOK
\e[0m 0.01
17628 cic:/Marseille/GC/lemma_step/lemma_end/gcend_accest_access.con
\e[0;32mOK
\e[0m 0.01
17629 cic:/Marseille/GC/lemma_step/lemma_end/gcend_ancestor_col.con
\e[0;32mOK
\e[0m 0.01
17630 cic:/Marseille/GC/lemma_step/lemma_end/gcend_blacks_blackt.con
\e[0;32mOK
\e[0m 0.01
17631 cic:/Marseille/GC/lemma_step/lemma_end/gcend_nogrey.con
\e[0;32mOK
\e[0m 0.01
17632 cic:/Marseille/GC/lemma_step/lemma_end/gcend_notaccess_notaccest.con
\e[0;32mOK
\e[0m 0.01
17633 cic:/Marseille/GC/lemma_step/lemma_end/gcend_notfrees_notfreet.con
\e[0;32mOK
\e[0m 0.01
17634 cic:/Marseille/GC/lemma_step/lemma_end/gcend_notgreyt_notgreys.con
\e[0;32mOK
\e[0m 0.01
17635 cic:/Marseille/GC/lemma_step/lemma_end/gcend_nowhite.con
\e[0;32mOK
\e[0m 0.01
17636 cic:/Marseille/GC/lemma_step/lemma_end/gcend_white.con
\e[0;32mOK
\e[0m 0.01
17637 cic:/Marseille/GC/lemma_step/lemma_alloc/alloc_ancestor_col.con
\e[0;32mOK
\e[0m 0.03
17638 cic:/Marseille/GC/lemma_step/lemma_alloc/alloc_nogrey.con
\e[0;32mOK
\e[0m 0.01
17639 cic:/Marseille/GC/lemma_step/lemma_alloc/alloc_nowhite.con
\e[0;32mOK
\e[0m 0.01
17640 cic:/Marseille/GC/lemma_step/lemma_add/add_ancestor_col.con
\e[0;32mOK
\e[0m 0.08
17641 cic:/Marseille/GC/lemma_step/lemma_add/add_notaccess_notaccest.con
\e[0;32mOK
\e[0m 0.07
17642 cic:/Marseille/GC/card/card/unicity_card.con
\e[0;32mOK
\e[0m 0.04
17643 cic:/Marseille/CCS/Trans_Sys/half_trans_obs_eq1.con
\e[0;31mFAIL
\e[0m
17644 cic:/Marseille/CCS/Trans_Sys/weak_eq_weak_eq1.con
\e[0;31mFAIL
\e[0m
17645 cic:/Lyon/STREAMS/GfpStreams/tail_nth.con
\e[0;32mOK
\e[0m 0.01
17646 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/hdX.var
\e[0;32mOK
\e[0m 0.01
17647 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/Stream_X/hdSX.var
\e[0;32mOK
\e[0m 0.01
17648 cic:/Lyon/STREAMS/Eratosthene/Eratosthene.con
\e[0;32mOK
\e[0m 0.01
17649 cic:/Lyon/STREAMS/Eratosthene/Filtre.con
\e[0;32mOK
\e[0m 0.01
17650 cic:/Lyon/STREAMS/Eratosthene/natext_rect.con
\e[0;32mOK
\e[0m 0.01
17651 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/Result_ind.con
\e[0;32mOK
\e[0m 0.01
17652 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/Result_rec.con
\e[0;32mOK
\e[0m 0.01
17653 cic:/Lyon/PROCESSES/INTERPRETER/Interpreter/simulator.con
\e[0;32mOK
\e[0m 0.12
17654 cic:/Lyon/PROCESSES/ABP/TRACES/Processes/StillHappens.con
\e[0;32mOK
\e[0m 0.02
17655 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/ACKING_UinvR.con
\e[0;31mFAIL
\e[0m
17656 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/ACK_UinvR.con
\e[0;31mFAIL
\e[0m
17657 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/ACK_UinvTC2.con
\e[0;31mFAIL
\e[0m
17658 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/OUT_SinvT.con
\e[0;31mFAIL
\e[0m
17659 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/OUT_UinvR.con
\e[0;31mFAIL
\e[0m
17660 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/SENDING_UinvR.con
\e[0;31mFAIL
\e[0m
17661 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/SENDING_UinvTC1.con
\e[0;31mFAIL
\e[0m
17662 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/SEND_UinvR.con
\e[0;31mFAIL
\e[0m
17663 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/SEND_UinvTC1.con
\e[0;31mFAIL
\e[0m
17664 cic:/Lyon/PROCESSES/ABP/TRACES/Hypotheses/Equity.con
\e[0;31mFAIL
\e[0m
17665 cic:/Lyon/PROCESSES/ABP/TRACES/Hypotheses/InTrace.con
\e[0;31mFAIL
\e[0m
17666 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/ACKING_UinvR.con
\e[0;31mFAIL
\e[0m
17667 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/ACK_UinvR.con
\e[0;31mFAIL
\e[0m
17668 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/ACK_UinvTC2.con
\e[0;31mFAIL
\e[0m
17669 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/OUT_SinvT.con
\e[0;31mFAIL
\e[0m
17670 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/OUT_UinvR.con
\e[0;31mFAIL
\e[0m
17671 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/REPEAT_SinvT.con
\e[0;31mFAIL
\e[0m
17672 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/SENDING_UinvR.con
\e[0;31mFAIL
\e[0m
17673 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/SENDING_UinvTC1.con
\e[0;31mFAIL
\e[0m
17674 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/SEND_UinvR.con
\e[0;31mFAIL
\e[0m
17675 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Lemmas/SEND_UinvTC1.con
\e[0;31mFAIL
\e[0m
17676 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Correctness/state1.con
\e[0;31mFAIL
\e[0m
17677 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Correctness/state2.con
\e[0;31mFAIL
\e[0m
17678 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Correctness/state3.con
\e[0;31mFAIL
\e[0m
17679 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Correctness/state5.con
\e[0;31mFAIL
\e[0m
17680 cic:/Lyon/IEEE754/IEEE754_def/abstract_of_concrete.con
\e[0;32mOK
\e[0m 0.01
17681 cic:/Lyon/IEEE754/IEEE754_def/c_dig.con
\e[0;32mOK
\e[0m 0.01
17682 cic:/Lyon/IEEE754/IEEE754_def/c_exp.con
\e[0;32mOK
\e[0m 0.01
17683 cic:/Lyon/IEEE754/IEEE754_def/c_sign.con
\e[0;32mOK
\e[0m 0.01
17684 cic:/Lyon/IEEE754/IEEE754_def/concrete_IEEE_rect.con
\e[0;32mOK
\e[0m 0.01
17685 cic:/Lyon/IEEE754/IEEE754_def/concrete_of_abstract.con
\e[0;32mOK
\e[0m 0.02
17686 cic:/Lyon/IEEE754/IEEE754_def/diadic_of_abstract.con
\e[0;32mOK
\e[0m 0.01
17687 cic:/Lyon/IEEE754/Diadic/Dadd.con
\e[0;32mOK
\e[0m 0.01
17688 cic:/Lyon/IEEE754/Diadic/Dcompare.con
\e[0;32mOK
\e[0m 0.01
17689 cic:/Lyon/IEEE754/Diadic/Ddouble.con
\e[0;32mOK
\e[0m 0.00
17690 cic:/Lyon/IEEE754/Diadic/Dpred.con
\e[0;32mOK
\e[0m 0.01
17691 cic:/Lyon/GRAPHS-BASICS/Vertices/V_in_dec.con
\e[0;32mOK
\e[0m 0.01
17692 cic:/Lyon/GRAPHS-BASICS/Vertices/V_union_single_dec.con
\e[0;32mOK
\e[0m 0.01
17693 cic:/Lyon/GRAPHS-BASICS/Vertices/V_union_single_single.con
\e[0;32mOK
\e[0m 0.01
17694 cic:/Lyon/GRAPHS-BASICS/Trees/Tree_isa_graph.con
\e[0;31mFAIL
\e[0m
17695 cic:/Lyon/GRAPHS-BASICS/Paths/G_ends_in.con
\e[0;31mFAIL
\e[0m
17696 cic:/Lyon/GRAPHS-BASICS/Paths/Path_ind.con
\e[0;32mOK
\e[0m 0.01
17697 cic:/Lyon/GRAPHS-BASICS/Paths/Path_rec.con
\e[0;32mOK
\e[0m 0.01
17698 cic:/Lyon/GRAPHS-BASICS/Paths/Trail_ind.con
\e[0;32mOK
\e[0m 0.01
17699 cic:/Lyon/GRAPHS-BASICS/Paths/Trail_rec.con
\e[0;32mOK
\e[0m 0.01
17700 cic:/Lyon/GRAPHS-BASICS/Paths/Walk_ind.con
\e[0;32mOK
\e[0m 0.01
17701 cic:/Lyon/GRAPHS-BASICS/Paths/Walk_rec.con
\e[0;32mOK
\e[0m 0.01
17702 cic:/Lyon/GRAPHS-BASICS/Graphs/G_v_dec.con
\e[0;31mFAIL
\e[0m
17703 cic:/Lyon/GRAPHS-BASICS/Graphs/V_union_single_inter.con
\e[0;32mOK
\e[0m 0.02
17704 cic:/Lyon/GRAPHS-BASICS/Edges/E_eq_dec.con
\e[0;32mOK
\e[0m 0.06
17705 cic:/Lyon/GRAPHS-BASICS/Edges/E_set_eq_dec.con
\e[0;32mOK
\e[0m 0.02
17706 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_path_ind.con
\e[0;32mOK
\e[0m 0.01
17707 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_path_rec.con
\e[0;32mOK
\e[0m 0.01
17708 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_trail_ind.con
\e[0;32mOK
\e[0m 0.01
17709 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_trail_rec.con
\e[0;32mOK
\e[0m 0.01
17710 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_walk_ind.con
\e[0;32mOK
\e[0m 0.01
17711 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_walk_rec.con
\e[0;32mOK
\e[0m 0.01
17712 cic:/Lyon/GRAPHS-BASICS/Digraphs/D_v_dec.con
\e[0;31mFAIL
\e[0m
17713 cic:/Lyon/GRAPHS-BASICS/Degrees/In_degree.con
\e[0;31mFAIL
\e[0m
17714 cic:/Lyon/GRAPHS-BASICS/Degrees/In_neighborhood.con
\e[0;31mFAIL
\e[0m
17715 cic:/Lyon/GRAPHS-BASICS/Degrees/Out_degree.con
\e[0;31mFAIL
\e[0m
17716 cic:/Lyon/GRAPHS-BASICS/Degrees/Out_neighborhood.con
\e[0;31mFAIL
\e[0m
17717 cic:/Lyon/GRAPHS-BASICS/Degrees/degree.con
\e[0;31mFAIL
\e[0m
17718 cic:/Lyon/GRAPHS-BASICS/Degrees/neighborhood.con
\e[0;31mFAIL
\e[0m
17719 cic:/Lyon/GRAPHS-BASICS/Connected/Connected_Isa_Graph.con
\e[0;31mFAIL
\e[0m
17720 cic:/Lyon/GRAPHS-BASICS/Arcs/A_eq_dec.con
\e[0;32mOK
\e[0m 0.02
17721 cic:/Lyon/GRAPHS-BASICS/Arcs/A_in_neighborhood.con
\e[0;32mOK
\e[0m 0.01
17722 cic:/Lyon/GRAPHS-BASICS/Arcs/A_out_neighborhood.con
\e[0;32mOK
\e[0m 0.01
17723 cic:/Lyon/GRAPHS-BASICS/Acyclic/Acyclic_Isa_Graph.con
\e[0;31mFAIL
\e[0m
17724 cic:/Lyon/FIRING-SQUAD/trapeze/R1'.con
\e[0;32mOK
\e[0m 0.02
17725 cic:/Lyon/FIRING-SQUAD/trapeze/R1.con
\e[0;32mOK
\e[0m 0.01
17726 cic:/Lyon/FIRING-SQUAD/geom/Rec_Diag.con
\e[0;32mOK
\e[0m 0.03
17727 cic:/Lyon/FIRING-SQUAD/constr/DD_d.con
\e[0;32mOK
\e[0m 0.03
17728 cic:/Lyon/FIRING-SQUAD/constr/Dd_d.con
\e[0;32mOK
\e[0m 0.03
17729 cic:/Lyon/FIRING-SQUAD/constr/dd_d.con
\e[0;32mOK
\e[0m 0.03
17730 cic:/Lyon/FIRING-SQUAD/bib/Sminus_aSb.con
\e[0;32mOK
\e[0m 0.01
17731 cic:/Lyon/FIRING-SQUAD/bib/lt_plus_plus.con
\e[0;32mOK
\e[0m 0.01
17732 cic:/Lyon/FIRING-SQUAD/bib/reste3.con
\e[0;32mOK
\e[0m 0.01
17733 cic:/Lyon/FIRING-SQUAD/bib/tiers.con
\e[0;32mOK
\e[0m 0.01
17734 cic:/Lyon/FIRING-SQUAD/basic/A_Etat.con
\e[0;32mOK
\e[0m 0.01
17735 cic:/Lyon/FIRING-SQUAD/basic/B_Etat.con
\e[0;32mOK
\e[0m 0.01
17736 cic:/Lyon/FIRING-SQUAD/basic/C_Etat.con
\e[0;32mOK
\e[0m 0.01
17737 cic:/Lyon/FIRING-SQUAD/basic/F_Etat.con
\e[0;32mOK
\e[0m 0.01
17738 cic:/Lyon/FIRING-SQUAD/basic/G_Etat.con
\e[0;32mOK
\e[0m 0.01
17739 cic:/Lyon/FIRING-SQUAD/basic/L_Etat.con
\e[0;32mOK
\e[0m 0.01
17740 cic:/Lyon/FIRING-SQUAD/autom/C0N1.con
\e[0;32mOK
\e[0m 0.16
17741 cic:/Lyon/FIRING-SQUAD/autom/G00.con
\e[0;32mOK
\e[0m 0.01
17742 cic:/Lyon/FIRING-SQUAD/autom/G0N.con
\e[0;32mOK
\e[0m 0.05
17743 cic:/Lyon/FIRING-SQUAD/autom/demi_pas.con
\e[0;32mOK
\e[0m 0.01
17744 cic:/Lyon/FIRING-SQUAD/autom/un_pas.con
\e[0;32mOK
\e[0m 0.01
17745 cic:/Lyon/FIRING-SQUAD/algo/constant_correct.con
\e[0;32mOK
\e[0m 0.02
17746 cic:/Lyon/FIRING-SQUAD/algo/length_nth_line.con
\e[0;32mOK
\e[0m 0.01
17747 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/H.con
\e[0;32mOK
\e[0m 0.01
17748 cic:/Lyon/CIRCUITS/Streams/Hd_StrIt.con
\e[0;32mOK
\e[0m 0.01
17749 cic:/Lyon/CIRCUITS/Streams/NTHTL.con
\e[0;32mOK
\e[0m 0.01
17750 cic:/Lyon/CIRCUITS/Streams/Tl_StrIt.con
\e[0;32mOK
\e[0m 0.01
17751 cic:/Lyon/CIRCUITS/Streams/Streams/Invariant_Stream/Generic/Inv_out.var
\e[0;32mOK
\e[0m 0.00
17752 cic:/Lyon/CIRCUITS/Multiplier/XY.con
\e[0;32mOK
\e[0m 0.01
17753 cic:/Lyon/CIRCUITS/Multiplier/circ_mult.con
\e[0;32mOK
\e[0m 0.01
17754 cic:/Lyon/CIRCUITS/Multiplier/iter_nb.con
\e[0;32mOK
\e[0m 0.01
17755 cic:/Lyon/CIRCUITS/Circ/Circuits/Circ.var
\e[0;32mOK
\e[0m 0.00
17756 cic:/Lyon/AUTOMATA/gram_aut/Derisvestar_P_A_3_conserve.con
\e[0;32mOK
\e[0m 0.04
17757 cic:/Lyon/AUTOMATA/gram_aut/Derive_P_A_2_imp_Derive_P_A.con
\e[0;32mOK
\e[0m 0.02
17758 cic:/Lyon/AUTOMATA/gram_aut/Deriveg_imp_Deriveg_App_2.con
\e[0;32mOK
\e[0m 0.01
17759 cic:/Lyon/AUTOMATA/gram_aut/Derivestar_P_A_2_x.con
\e[0;32mOK
\e[0m 0.01
17760 cic:/Lyon/AUTOMATA/gram_aut/cut1.con
\e[0;32mOK
\e[0m 0.01
17761 cic:/Lyon/AUTOMATA/gram_aut/cut2.con
\e[0;32mOK
\e[0m 0.01
17762 cic:/Lyon/AUTOMATA/gram_aut/cut_unicite.con
\e[0;32mOK
\e[0m 0.06
17763 cic:/Lyon/AUTOMATA/gram5/injproducd_V2.con
\e[0;32mOK
\e[0m 0.01
17764 cic:/Lyon/AUTOMATA/gram5/injproducg_V1.con
\e[0;32mOK
\e[0m 0.03
17765 cic:/Lyon/AUTOMATA/gram5/gram5/G1.var
\e[0;32mOK
\e[0m 0.00
17766 cic:/Lyon/AUTOMATA/gram5/gram5/G2.var
\e[0;32mOK
\e[0m 0.00
17767 cic:/Lyon/AUTOMATA/gram4/gram4/Ru.var
\e[0;32mOK
\e[0m 0.00
17768 cic:/Lyon/AUTOMATA/gram4/gram4/Su.var
\e[0;32mOK
\e[0m 0.00
17769 cic:/Lyon/AUTOMATA/gram3/egal_Xim.con
\e[0;32mOK
\e[0m 0.01
17770 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Gim3.var
\e[0;32mOK
\e[0m 0.00
17771 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Vim.var
\e[0;32mOK
\e[0m 0.00
17772 cic:/Lyon/AUTOMATA/gram2/Id_image_X.con
\e[0;32mOK
\e[0m 0.01
17773 cic:/Lyon/AUTOMATA/gram2/inmon_Der_imp_Der.con
\e[0;32mOK
\e[0m 0.02
17774 cic:/Lyon/AUTOMATA/gram2/inmon_Der_imp_Der2.con
\e[0;32mOK
\e[0m 0.02
17775 cic:/Lyon/AUTOMATA/gram2/resultats/Gim3.var
\e[0;32mOK
\e[0m 0.00
17776 cic:/Lyon/AUTOMATA/gram2/resultats/Vim.var
\e[0;32mOK
\e[0m 0.00
17777 cic:/Lyon/AUTOMATA/gram/Regles_V.con
\e[0;32mOK
\e[0m 0.01
17778 cic:/Lyon/AUTOMATA/gram/isGram1.con
\e[0;32mOK
\e[0m 0.01
17779 cic:/Lyon/AUTOMATA/gram/isGram2.con
\e[0;32mOK
\e[0m 0.01
17780 cic:/Lyon/AUTOMATA/gram/isGram3.con
\e[0;32mOK
\e[0m 0.01
17781 cic:/Lyon/AUTOMATA/gram/isGram4.con
\e[0;32mOK
\e[0m 0.01
17782 cic:/Lyon/AUTOMATA/gram/isGram5.con
\e[0;32mOK
\e[0m 0.01
17783 cic:/Lyon/AUTOMATA/fonctions/extension_Id.con
\e[0;32mOK
\e[0m 0.01
17784 cic:/Lyon/AUTOMATA/fonctions/inv1'.con
\e[0;32mOK
\e[0m 0.01
17785 cic:/Lyon/AUTOMATA/fonctions/inv_is_epi.con
\e[0;32mOK
\e[0m 0.02
17786 cic:/Lyon/AUTOMATA/fonctions/inv_is_mono.con
\e[0;32mOK
\e[0m 0.01
17787 cic:/Lyon/AUTOMATA/fonctions/is_epi_f_imp_is_epi_words.con
\e[0;32mOK
\e[0m 0.02
17788 cic:/Lyon/AUTOMATA/fonctions/is_mono_f_imp_is_mono_words.con
\e[0;32mOK
\e[0m 0.02
17789 cic:/Lyon/AUTOMATA/fonctions/mono_epi_imp_iso_words.con
\e[0;32mOK
\e[0m 0.01
17790 cic:/Lyon/AUTOMATA/fonctions/mono_imp_iso_over_image.con
\e[0;32mOK
\e[0m 0.01
17791 cic:/Lyon/AUTOMATA/Words/Append_inmonoid_d.con
\e[0;32mOK
\e[0m 0.01
17792 cic:/Lyon/AUTOMATA/Words/Append_inmonoid_g.con
\e[0;32mOK
\e[0m 0.01
17793 cic:/Lyon/AUTOMATA/Words/inmonoid_Append.con
\e[0;32mOK
\e[0m 0.01
17794 cic:/Lyon/AUTOMATA/Reg/automateA_automate.con
\e[0;32mOK
\e[0m 0.02
17795 cic:/Lyon/AUTOMATA/Reg/chemin_A_e1_g0_abs.con
\e[0;32mOK
\e[0m 0.05
17796 cic:/Lyon/AUTOMATA/Reg/chemin_A_g0_e2.con
\e[0;32mOK
\e[0m 0.06
17797 cic:/Lyon/AUTOMATA/Reg/chemin_D_chemin.con
\e[0;32mOK
\e[0m 0.05
17798 cic:/Lyon/AUTOMATA/Reg/inclus_qaA_qa.con
\e[0;32mOK
\e[0m 0.01
17799 cic:/Lyon/AUTOMATA/Reg/sync_d_def2.con
\e[0;32mOK
\e[0m 0.01
17800 cic:/Lyon/AUTOMATA/RatReg/chemin_extension_2.con
\e[0;32mOK
\e[0m 0.01
17801 cic:/Lyon/AUTOMATA/RatReg/chemin_restriction_2.con
\e[0;32mOK
\e[0m 0.01
17802 cic:/Lyon/AUTOMATA/RatReg/dans_pont_imp_epsilon.con
\e[0;32mOK
\e[0m 0.02
17803 cic:/Lyon/AUTOMATA/RatReg/extension_aut.con
\e[0;32mOK
\e[0m 0.03
17804 cic:/Lyon/AUTOMATA/RatReg/lwordnil_is_reg2.con
\e[0;32mOK
\e[0m 0.04
17805 cic:/Lyon/AUTOMATA/RatReg/restriction_aut.con
\e[0;32mOK
\e[0m 0.06
17806 cic:/Lyon/AUTOMATA/RatReg/restriction_transition_d1.con
\e[0;32mOK
\e[0m 0.03
17807 cic:/Lyon/AUTOMATA/RatReg/transition_a_droite_2.con
\e[0;32mOK
\e[0m 0.01
17808 cic:/Lyon/AUTOMATA/RatReg/transition_a_gauche.con
\e[0;32mOK
\e[0m 0.05
17809 cic:/Lyon/AUTOMATA/RatReg/transition_a_gauche_2.con
\e[0;32mOK
\e[0m 0.05
17810 cic:/Lyon/AUTOMATA/RatReg/transition_dans_d1.con
\e[0;32mOK
\e[0m 0.03
17811 cic:/Lyon/AUTOMATA/RatReg/transition_dans_pont.con
\e[0;32mOK
\e[0m 0.06
17812 cic:/Lyon/AUTOMATA/RatReg/transition_par_epsilon.con
\e[0;32mOK
\e[0m 0.03
17813 cic:/Lyon/AUTOMATA/Rat/isrationnal_ind.con
\e[0;32mOK
\e[0m 0.01
17814 cic:/Lyon/AUTOMATA/PushdownAutomata/LA.con
\e[0;32mOK
\e[0m 0.01
17815 cic:/Lyon/AUTOMATA/PushdownAutomata/P_automata_1.con
\e[0;32mOK
\e[0m 0.01
17816 cic:/Lyon/AUTOMATA/PushdownAutomata/P_automata_2.con
\e[0;32mOK
\e[0m 0.01
17817 cic:/Lyon/AUTOMATA/Ensf_produit/coupl2_inv.con
\e[0;32mOK
\e[0m 0.02
17818 cic:/Lannion/continuations/weight/specif/RESU2_ind.con
\e[0;32mOK
\e[0m 0.01
17819 cic:/Lannion/continuations/weight/specif/RESU2_rec.con
\e[0;32mOK
\e[0m 0.01
17820 cic:/Lannion/continuations/weight/specif/RESUL_ind.con
\e[0;32mOK
\e[0m 0.01
17821 cic:/Lannion/continuations/weight/specif/RESUL_rec.con
\e[0;32mOK
\e[0m 0.01
17822 cic:/Lannion/continuations/weight/specif/RESU_rect.con
\e[0;32mOK
\e[0m 0.01
17823 cic:/Lannion/continuations/weight/specif/lcond_ind.con
\e[0;32mOK
\e[0m 0.01
17824 cic:/Lannion/continuations/weight/specif/lcond_rec.con
\e[0;32mOK
\e[0m 0.01
17825 cic:/Lannion/continuations/weight/specif/other_Sf.con
\e[0;32mOK
\e[0m 0.01
17826 cic:/Lannion/continuations/weight/specif/yet_another_Sf.con
\e[0;32mOK
\e[0m 0.01
17827 cic:/Lannion/continuations/weight/Nxaccu_ex/core_V1.con
\e[0;32mOK
\e[0m 0.03
17828 cic:/Lannion/continuations/weight/Nxaccu_ex/exc_overweight_accu.con
\e[0;32mOK
\e[0m 0.01
17829 cic:/Lannion/continuations/weight/Nmxaccu_ex/exc_overweight_accu.con
\e[0;32mOK
\e[0m 0.02
17830 cic:/Lannion/continuations/weight/Nmxaccu_ex/success2.con
\e[0;32mOK
\e[0m 0.01
17831 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo2/Nmx_elim_Nmx.var
\e[0;32mOK
\e[0m 0.01
17832 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo2/Nmx_handle.var
\e[0;32mOK
\e[0m 0.01
17833 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo2/Nmx_raise.var
\e[0;32mOK
\e[0m 0.01
17834 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo2/Nmx_unit.var
\e[0;32mOK
\e[0m 0.01
17835 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo1/Nmx_elim_Nmx.var
\e[0;32mOK
\e[0m 0.01
17836 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo1/Nmx_handle.var
\e[0;32mOK
\e[0m 0.01
17837 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo1/Nmx_raise.var
\e[0;32mOK
\e[0m 0.01
17838 cic:/Lannion/continuations/weight/Nmxaccu_ex/algo1/Nmx_unit.var
\e[0;32mOK
\e[0m 0.01
17839 cic:/Lannion/continuations/weight/Naccu_cc/algocc/N_seq.var
\e[0;32mOK
\e[0m 0.01
17840 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/Length_SO_term.con
\e[0;32mOK
\e[0m 0.02
17841 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/l_term_L_TERM.con
\e[0;32mOK
\e[0m 0.01
17842 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/quasiterm_eq_decP.con
\e[0;32mOK
\e[0m 0.02
17843 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/term_rect.con
\e[0;32mOK
\e[0m 0.01
17844 cic:/Lannion/continuations/FOUnify_cps/listv_is_in_lv/IS_IN_LV_decP.con
\e[0;32mOK
\e[0m 0.01
17845 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/IS_IN_decP.con
\e[0;32mOK
\e[0m 0.01
17846 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/term_subst.ind
\e[0;32mOK
\e[0m 0.01
17847 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unification_f_ind.con
\e[0;32mOK
\e[0m 0.01
17848 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unification_f_rec.con
\e[0;32mOK
\e[0m 0.01
17849 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/min_unif_comp.con
\e[0;32mOK
\e[0m 0.03
17850 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/one_only_succes.con
\e[0;32mOK
\e[0m 0.04
17851 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/DIFFELNB_O_clos.con
\e[0;32mOK
\e[0m 0.01
17852 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/DIFFELNBor.con
\e[0;32mOK
\e[0m 0.02
17853 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/REMOVE_n_IS_IN_LV_DIFFELNB_pred.con
\e[0;32mOK
\e[0m 0.07
17854 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/SUB_diff.con
\e[0;32mOK
\e[0m 0.03
17855 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/closConsArg.con
\e[0;32mOK
\e[0m 0.01
17856 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/closConsArg1.con
\e[0;32mOK
\e[0m 0.01
17857 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/closConsArg2.con
\e[0;32mOK
\e[0m 0.01
17858 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/closRoot.con
\e[0;32mOK
\e[0m 0.01
17859 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/clossubst.con
\e[0;32mOK
\e[0m 0.01
17860 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/elem_subst_conserve.con
\e[0;32mOK
\e[0m 0.01
17861 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/exi_REMOVE.con
\e[0;32mOK
\e[0m 0.02
17862 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/idempotent_n_range.con
\e[0;32mOK
\e[0m 0.01
17863 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/infv_st_inclv.con
\e[0;32mOK
\e[0m 0.01
17864 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/n_infv_t_clos.con
\e[0;32mOK
\e[0m 0.01
17865 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/st_inclv_Consv_REMOVE_n_IS_IN_LV_st_inclv.con
\e[0;32mOK
\e[0m 0.02
17866 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/st_inclv_infv.con
\e[0;32mOK
\e[0m 0.01
17867 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/under_IS_IN_Subst_IS_IN.con
\e[0;32mOK
\e[0m 0.01
17868 cic:/IdealX/idx-assoc/Assoc/assoc_add_correct_3.con
\e[0;32mOK
\e[0m 0.02
17869 cic:/IdealX/idx-assoc/Assoc/assoc_add_find_effect.con
\e[0;32mOK
\e[0m 0.03
17870 cic:/IdealX/idx-assoc/Assoc/assoc_add_hasmem_effect.con
\e[0;32mOK
\e[0m 0.03
17871 cic:/IdealX/idx-assoc/Assoc/assoc_add_hasmem_invar.con
\e[0;32mOK
\e[0m 0.01
17872 cic:/IdealX/idx-assoc/Assoc/assoc_add_hasmem_invar_contrap.con
\e[0;32mOK
\e[0m 0.01
17873 cic:/IdealX/idx-assoc/Assoc/assoc_add_mem_invar.con
\e[0;32mOK
\e[0m 0.01
17874 cic:/IdealX/idx-assoc/Assoc/assoc_add_mem_invar_contrap.con
\e[0;32mOK
\e[0m 0.01
17875 cic:/IdealX/idx-assoc/Assoc/assoc_add_not_hasmem_invar.con
\e[0;32mOK
\e[0m 0.01
17876 cic:/IdealX/idx-assoc/Assoc/assoc_add_not_hasmem_invar_contrap.con
\e[0;32mOK
\e[0m 0.01
17877 cic:/IdealX/idx-assoc/Assoc/assoc_add_not_mem_invar.con
\e[0;32mOK
\e[0m 0.01
17878 cic:/IdealX/idx-assoc/Assoc/assoc_add_not_mem_invar_contrap.con
\e[0;32mOK
\e[0m 0.01
17879 cic:/IdealX/idx-assoc/Assoc/assoc_del_correct_5.con
\e[0;32mOK
\e[0m 0.01
17880 cic:/Eindhoven/POCKLINGTON/prime/allZPrime.con
\e[0;32mOK
\e[0m 0.01
17881 cic:/Eindhoven/POCKLINGTON/order/Order.con
\e[0;32mOK
\e[0m 0.01
17882 cic:/Eindhoven/POCKLINGTON/natZ/abs_inj.con
\e[0;32mOK
\e[0m 0.01
17883 cic:/Eindhoven/POCKLINGTON/modulo/mod_nx_0_n.con
\e[0;32mOK
\e[0m 0.01
17884 cic:/Eindhoven/POCKLINGTON/modulo/modzmod.con
\e[0;32mOK
\e[0m 0.01
17885 cic:/Eindhoven/POCKLINGTON/modulo/zmod_nx_0_n.con
\e[0;32mOK
\e[0m 0.01
17886 cic:/Eindhoven/POCKLINGTON/list/multdrop_mult.con
\e[0;32mOK
\e[0m 0.03
17887 cic:/Eindhoven/POCKLINGTON/lemmas/le_le_mult.con
\e[0;32mOK
\e[0m 0.01
17888 cic:/Eindhoven/POCKLINGTON/lemmas/le_n_mn.con
\e[0;32mOK
\e[0m 0.01
17889 cic:/Eindhoven/POCKLINGTON/lemmas/lt_plus_plus.con
\e[0;32mOK
\e[0m 0.01
17890 cic:/Eindhoven/POCKLINGTON/lemmas/sqrbound.con
\e[0;32mOK
\e[0m 0.01
17891 cic:/Eindhoven/POCKLINGTON/gcd/LinCombMod.con
\e[0;32mOK
\e[0m 0.01
17892 cic:/Eindhoven/POCKLINGTON/gcd/ZLinCombMod.con
\e[0;32mOK
\e[0m 0.02
17893 cic:/Eindhoven/POCKLINGTON/gcd/gcd_opp_l.con
\e[0;32mOK
\e[0m 0.01
17894 cic:/Eindhoven/POCKLINGTON/gcd/gcd_opp_r.con
\e[0;32mOK
\e[0m 0.02
17895 cic:/Eindhoven/POCKLINGTON/gcd/gcd_sym.con
\e[0;32mOK
\e[0m 0.01
17896 cic:/Eindhoven/POCKLINGTON/fermat/allex.con
\e[0;32mOK
\e[0m 0.01
17897 cic:/Eindhoven/POCKLINGTON/fermat/nodoubles.con
\e[0;32mOK
\e[0m 0.01
17898 cic:/Eindhoven/POCKLINGTON/fermat/permmod.con
\e[0;32mOK
\e[0m 0.02
17899 cic:/Eindhoven/POCKLINGTON/exp/expzexp.con
\e[0;32mOK
\e[0m 0.01
17900 cic:/Eindhoven/POCKLINGTON/exp/inj_zexp.con
\e[0;32mOK
\e[0m 0.01
17901 cic:/Eindhoven/POCKLINGTON/exp/zexp_eq.con
\e[0;32mOK
\e[0m 0.01
17902 cic:/Eindhoven/POCKLINGTON/divides/bdivdec.con
\e[0;32mOK
\e[0m 0.01
17903 cic:/Eindhoven/POCKLINGTON/divides/div_le1.con
\e[0;32mOK
\e[0m 0.01
17904 cic:/Eindhoven/POCKLINGTON/divides/div_mult_compat_l.con
\e[0;32mOK
\e[0m 0.01
17905 cic:/Eindhoven/POCKLINGTON/divides/div_trans.con
\e[0;32mOK
\e[0m 0.02
17906 cic:/Eindhoven/POCKLINGTON/dec/zeq_bool_eq.con
\e[0;32mOK
\e[0m 0.01
17907 cic:/Eindhoven/POCKLINGTON/dec/zeq_bool_neq.con
\e[0;32mOK
\e[0m 0.02
17908 cic:/Dyade/Otway-Rees/securite/GlobalState_ind.con
\e[0;32mOK
\e[0m 0.01
17909 cic:/Dyade/Otway-Rees/securite/GlobalState_rec.con
\e[0;32mOK
\e[0m 0.01
17910 cic:/Dyade/Otway-Rees/securite/equivS3.con
\e[0;32mOK
\e[0m 0.02
17911 cic:/Dyade/Otway-Rees/securite/equivnknown1.con
\e[0;32mOK
\e[0m 0.01
17912 cic:/Dyade/Otway-Rees/securite/rel.con
\e[0;32mOK
\e[0m 0.01
17913 cic:/Dyade/Otway-Rees/invprel8/POinvprel8.con
\e[0;32mOK
\e[0m 0.05
17914 cic:/Dyade/Otway-Rees/invprel7/POinvprel7.con
\e[0;32mOK
\e[0m 0.03
17915 cic:/Dyade/Otway-Rees/invprel6/POinvprel6.con
\e[0;32mOK
\e[0m 0.05
17916 cic:/Dyade/Otway-Rees/invprel4/POinvprel4.con
\e[0;32mOK
\e[0m 0.03
17917 cic:/Dyade/Otway-Rees/invprel3/POinvprel3.con
\e[0;32mOK
\e[0m 0.11
17918 cic:/Dyade/Otway-Rees/invprel2/POinvprel2.con
\e[0;32mOK
\e[0m 0.04
17919 cic:/Dyade/Otway-Rees/invprel1/POinvprel1.con
\e[0;32mOK
\e[0m 0.10
17920 cic:/Dyade/Otway-Rees/inv1rel8/POinv1rel8.con
\e[0;32mOK
\e[0m 0.04
17921 cic:/Dyade/Otway-Rees/inv1rel6/POinv1rel6.con
\e[0;32mOK
\e[0m 0.04
17922 cic:/Dyade/Otway-Rees/inv1rel4/POinv1rel4.con
\e[0;32mOK
\e[0m 0.04
17923 cic:/Dyade/Otway-Rees/inv1rel3/POinv1rel3.con
\e[0;32mOK
\e[0m 0.19
17924 cic:/Dyade/Otway-Rees/inv1rel2/POinv1rel2.con
\e[0;32mOK
\e[0m 0.04
17925 cic:/Dyade/Otway-Rees/inv1rel1/POinv1rel1.con
\e[0;32mOK
\e[0m 0.16
17926 cic:/Coq/romega/ReflOmegaCore/interp_term.con
\e[0;32mOK
\e[0m 0.01
17927 cic:/Coq/romega/ReflOmegaCore/reduce.con
\e[0;32mOK
\e[0m 0.01
17928 cic:/Coq/romega/ReflOmegaCore/sum5.con
\e[0;32mOK
\e[0m 0.02
17929 cic:/Coq/ring/Setoid_ring_theory/STh_mult_zero_left2.con
\e[0;32mOK
\e[0m 0.01
17930 cic:/Coq/ring/Setoid_ring_theory/STh_mult_zero_right.con
\e[0;32mOK
\e[0m 0.02
17931 cic:/Coq/ring/Setoid_ring_theory/STh_mult_zero_right2.con
\e[0;32mOK
\e[0m 0.01
17932 cic:/Coq/ring/Setoid_ring_theory/STh_opp_mult_left.con
\e[0;32mOK
\e[0m 0.01
17933 cic:/Coq/ring/Setoid_ring_theory/STh_opp_opp2.con
\e[0;32mOK
\e[0m 0.01
17934 cic:/Coq/ring/Setoid_ring_theory/Semi_Setoid_Ring_Theory_of.con
\e[0;32mOK
\e[0m 0.01
17935 cic:/Coq/ring/Setoid_ring_normalize/interp_setcs.con
\e[0;32mOK
\e[0m 0.01
17936 cic:/Coq/ring/Setoid_ring_normalize/setpolynomial_normalize.con
\e[0;32mOK
\e[0m 0.02
17937 cic:/Coq/ring/Setoid_ring_normalize/setspolynomial_normalize.con
\e[0;32mOK
\e[0m 0.01
17938 cic:/Coq/ring/Setoid_ring_normalize/varlist_merge_ok.con
\e[0;32mOK
\e[0m 0.08
17939 cic:/Coq/ring/Ring_theory/Semi_Ring_Theory_of.con
\e[0;32mOK
\e[0m 0.02
17940 cic:/Coq/ring/Ring_theory/Th_mult_zero_left2.con
\e[0;32mOK
\e[0m 0.01
17941 cic:/Coq/ring/Ring_theory/Th_mult_zero_right.con
\e[0;32mOK
\e[0m 0.01
17942 cic:/Coq/ring/Ring_theory/Th_mult_zero_right2.con
\e[0;32mOK
\e[0m 0.01
17943 cic:/Coq/ring/Ring_theory/Th_opp_mult_left.con
\e[0;32mOK
\e[0m 0.01
17944 cic:/Coq/ring/Ring_theory/Th_opp_opp2.con
\e[0;32mOK
\e[0m 0.01
17945 cic:/Coq/ring/Ring_normalize/interp_cs.con
\e[0;32mOK
\e[0m 0.01
17946 cic:/Coq/ring/Ring_normalize/polynomial_normalize.con
\e[0;32mOK
\e[0m 0.01
17947 cic:/Coq/ring/Ring_normalize/spolynomial_normalize.con
\e[0;32mOK
\e[0m 0.01
17948 cic:/Coq/ring/Ring_normalize/varlist_merge_ok.con
\e[0;32mOK
\e[0m 0.05
17949 cic:/Coq/ring/Ring_abstract/apolynomial_normalize.con
\e[0;32mOK
\e[0m 0.01
17950 cic:/Coq/ring/Ring_abstract/aspolynomial_normalize.con
\e[0;32mOK
\e[0m 0.01
17951 cic:/Coq/ring/Ring_abstract/interp_acs.con
\e[0;32mOK
\e[0m 0.01
17952 cic:/Coq/ring/Ring_abstract/interp_sacs.con
\e[0;32mOK
\e[0m 0.01
17953 cic:/Coq/omega/OmegaLemmas/OMEGA20.con
\e[0;32mOK
\e[0m 0.01
17954 cic:/Coq/omega/OmegaLemmas/OMEGA6.con
\e[0;32mOK
\e[0m 0.01
17955 cic:/Coq/omega/OmegaLemmas/fast_Zopp_Zplus.con
\e[0;32mOK
\e[0m 0.01
17956 cic:/Coq/omega/OmegaLemmas/fast_Zplus_sym.con
\e[0;32mOK
\e[0m 0.01
17957 cic:/Coq/omega/OmegaLemmas/fast_Zred_factor0.con
\e[0;32mOK
\e[0m 0.01
17958 cic:/Coq/omega/OmegaLemmas/fast_Zred_factor5.con
\e[0;32mOK
\e[0m 0.01
17959 cic:/Coq/fourier/Fourier_util/Rfourier_le_lt.con
\e[0;32mOK
\e[0m 0.01
17960 cic:/Coq/fourier/Fourier_util/Rfourier_not_ge_lt.con
\e[0;32mOK
\e[0m 0.01
17961 cic:/Coq/fourier/Fourier_util/Rfourier_not_gt_le.con
\e[0;32mOK
\e[0m 0.01
17962 cic:/Coq/field/Field_Theory/interp_ExprA.con
\e[0;32mOK
\e[0m 0.01
17963 cic:/Coq/field/Field_Theory/monom_simplif_rem.con
\e[0;32mOK
\e[0m 0.96
17964 cic:/Coq/field/Field_Theory/Theory_of_fields/RTT.var
\e[0;32mOK
\e[0m 0.01
17965 cic:/Coq/field/Field_Theory/Theory_of_fields/Th_inv_defT.var
\e[0;32mOK
\e[0m 0.01
17966 cic:/Coq/ZArith/auxiliary/Zred_factor6.con
\e[0;32mOK
\e[0m 0.01
17967 cic:/Coq/ZArith/Zwf/wf_proof_up/f.var
\e[0;32mOK
\e[0m 0.01
17968 cic:/Coq/ZArith/Zwf/wf_proof/f.var
\e[0;32mOK
\e[0m 0.01
17969 cic:/Coq/ZArith/Zsqrt/sqrt_data_rect.con
\e[0;32mOK
\e[0m 0.01
17970 cic:/Coq/ZArith/Zpower/Zdiv_rest_aux.con
\e[0;32mOK
\e[0m 0.01
17971 cic:/Coq/ZArith/Zpower/Zdiv_rest_proofs_rect.con
\e[0;32mOK
\e[0m 0.01
17972 cic:/Coq/ZArith/Zorder/Zgt_asym.con
\e[0;32mOK
\e[0m 0.01
17973 cic:/Coq/ZArith/Zorder/Zgt_lt.con
\e[0;32mOK
\e[0m 0.01
17974 cic:/Coq/ZArith/Zorder/Zlt_gt.con
\e[0;32mOK
\e[0m 0.01
17975 cic:/Coq/ZArith/Zorder/Ztrichotomy.con
\e[0;32mOK
\e[0m 0.01
17976 cic:/Coq/ZArith/Zorder/dec_Zne.con
\e[0;32mOK
\e[0m 0.02
17977 cic:/Coq/ZArith/Zorder/dec_eq.con
\e[0;32mOK
\e[0m 0.02
17978 cic:/Coq/ZArith/Zorder/not_Zeq.con
\e[0;32mOK
\e[0m 0.02
17979 cic:/Coq/ZArith/Znumtheory/Bezout_ind.con
\e[0;32mOK
\e[0m 0.01
17980 cic:/Coq/ZArith/Znumtheory/Euclid.ind
\e[0;32mOK
\e[0m 0.02
17981 cic:/Coq/ZArith/Znumtheory/Zis_gcd_rect.con
\e[0;32mOK
\e[0m 0.01
17982 cic:/Coq/ZArith/Znumtheory/rel_prime.con
\e[0;32mOK
\e[0m 0.01
17983 cic:/Coq/ZArith/Znat/inj_neq.con
\e[0;32mOK
\e[0m 0.02
17984 cic:/Coq/ZArith/Zlogarithm/log_inf.con
\e[0;32mOK
\e[0m 0.01
17985 cic:/Coq/ZArith/Zlogarithm/log_near.con
\e[0;32mOK
\e[0m 0.01
17986 cic:/Coq/ZArith/Zeven/Zeven_Sn.con
\e[0;32mOK
\e[0m 0.01
17987 cic:/Coq/ZArith/Zeven/Zeven_pred.con
\e[0;32mOK
\e[0m 0.01
17988 cic:/Coq/ZArith/Zeven/Zodd_Sn.con
\e[0;32mOK
\e[0m 0.01
17989 cic:/Coq/ZArith/Zeven/Zodd_div2_neg.con
\e[0;32mOK
\e[0m 0.02
17990 cic:/Coq/ZArith/Zeven/Zodd_pred.con
\e[0;32mOK
\e[0m 0.01
17991 cic:/Coq/ZArith/Zdiv/Zdiv_eucl_POS.con
\e[0;32mOK
\e[0m 0.01
17992 cic:/Coq/ZArith/Zcomplements/Zlength_aux.con
\e[0;32mOK
\e[0m 0.01
17993 cic:/Coq/ZArith/Zcompare/weaken_Zcompare_Zplus_compatible.con
\e[0;32mOK
\e[0m 0.02
17994 cic:/Coq/ZArith/Zbool/Z_ge_lt_bool.con
\e[0;32mOK
\e[0m 0.01
17995 cic:/Coq/ZArith/Zbool/Z_gt_le_bool.con
\e[0;32mOK
\e[0m 0.01
17996 cic:/Coq/ZArith/Zbool/Z_le_gt_bool.con
\e[0;32mOK
\e[0m 0.01
17997 cic:/Coq/ZArith/Zbool/Z_lt_ge_bool.con
\e[0;32mOK
\e[0m 0.01
17998 cic:/Coq/ZArith/Zbool/Zle_bool_refl.con
\e[0;32mOK
\e[0m 0.01
17999 cic:/Coq/ZArith/Zbool/Zle_bool_total.con
\e[0;32mOK
\e[0m 0.02
18000 cic:/Coq/ZArith/Zbinary/Zmod2.con
\e[0;32mOK
\e[0m 0.01
18001 cic:/Coq/ZArith/Zbinary/binary_value_Sn.con
\e[0;32mOK
\e[0m 0.02
18002 cic:/Coq/ZArith/Zbinary/two_compl_value_Sn.con
\e[0;32mOK
\e[0m 0.03
18003 cic:/Coq/ZArith/ZArith_dec/Z_eq_dec.con
\e[0;32mOK
\e[0m 0.02
18004 cic:/Coq/ZArith/ZArith_dec/Z_le_lt_eq_dec.con
\e[0;32mOK
\e[0m 0.02
18005 cic:/Coq/ZArith/Wf_Z/ZL4_inf.con
\e[0;32mOK
\e[0m 0.02
18006 cic:/Coq/ZArith/BinInt/Zminus_0_r.con
\e[0;32mOK
\e[0m 0.01
18007 cic:/Coq/ZArith/BinInt/Zminus_diag.con
\e[0;32mOK
\e[0m 0.01
18008 cic:/Coq/ZArith/BinInt/Zneg_xI.con
\e[0;32mOK
\e[0m 0.01
18009 cic:/Coq/ZArith/BinInt/Zplus_0_r_reverse.con
\e[0;32mOK
\e[0m 0.01
18010 cic:/Coq/ZArith/BinInt/Zplus_0_simpl_l.con
\e[0;32mOK
\e[0m 0.01
18011 cic:/Coq/ZArith/BinInt/Zplus_0_simpl_l_reverse.con
\e[0;32mOK
\e[0m 0.01
18012 cic:/Coq/ZArith/BinInt/Zplus_opp_l.con
\e[0;32mOK
\e[0m 0.01
18013 cic:/Coq/ZArith/BinInt/Zpos_succ_morphism.con
\e[0;32mOK
\e[0m 0.01
18014 cic:/Coq/ZArith/BinInt/Zsucc_eq_compat.con
\e[0;32mOK
\e[0m 0.01
18015 cic:/Coq/Wellfounded/Well_Ordering/wof.con
\e[0;32mOK
\e[0m 0.01
18016 cic:/Coq/Wellfounded/Union/wf_union.con
\e[0;32mOK
\e[0m 0.01
18017 cic:/Coq/Wellfounded/Lexicographic_Product/wf_lexprod.con
\e[0;32mOK
\e[0m 0.01
18018 cic:/Coq/Sorting/Sorting/merge_lem_rect.con
\e[0;32mOK
\e[0m 0.02
18019 cic:/Coq/Sorting/Permutation/permut_app.con
\e[0;32mOK
\e[0m 0.02
18020 cic:/Coq/Sorting/Permutation/permut_middle.con
\e[0;32mOK
\e[0m 0.03
18021 cic:/Coq/Sorting/Permutation/permut_refl.con
\e[0;32mOK
\e[0m 0.01
18022 cic:/Coq/Sorting/Permutation/permut_right.con
\e[0;32mOK
\e[0m 0.01
18023 cic:/Coq/Sorting/Permutation/permut_tran.con
\e[0;32mOK
\e[0m 0.01
18024 cic:/Coq/Sorting/Heap/build_heap_rect.con
\e[0;32mOK
\e[0m 0.01
18025 cic:/Coq/Sorting/Heap/flat_spec_rect.con
\e[0;32mOK
\e[0m 0.01
18026 cic:/Coq/Sorting/Heap/insert_spec_rect.con
\e[0;32mOK
\e[0m 0.01
18027 cic:/Coq/Sets/Uniset/treesort_twist2.con
\e[0;32mOK
\e[0m 0.01
18028 cic:/Coq/Sets/Relations_3_facts/Newman.con
\e[0;32mOK
\e[0m 0.06
18029 cic:/Coq/Sets/Relations_3_facts/Strong_confluence.con
\e[0;32mOK
\e[0m 0.03
18030 cic:/Coq/Sets/Relations_3_facts/Strong_confluence_direct.con
\e[0;32mOK
\e[0m 0.04
18031 cic:/Coq/Sets/Relations_2_facts/star_monotone.con
\e[0;32mOK
\e[0m 0.01
18032 cic:/Coq/Sets/Relations_1_facts/Equiv_from_preorder.con
\e[0;32mOK
\e[0m 0.02
18033 cic:/Coq/Sets/Powerset_facts/Add_commutative.con
\e[0;32mOK
\e[0m 0.02
18034 cic:/Coq/Sets/Powerset_facts/Empty_set_zero'.con
\e[0;32mOK
\e[0m 0.01
18035 cic:/Coq/Sets/Powerset_facts/Triple_as_Couple.con
\e[0;32mOK
\e[0m 0.01
18036 cic:/Coq/Sets/Powerset_facts/Triple_as_Couple_Singleton.con
\e[0;32mOK
\e[0m 0.02
18037 cic:/Coq/Sets/Powerset_facts/Union_add.con
\e[0;32mOK
\e[0m 0.01
18038 cic:/Coq/Sets/Powerset_Classical_facts/Included_Add.con
\e[0;32mOK
\e[0m 0.04
18039 cic:/Coq/Sets/Powerset_Classical_facts/Sub_Add_new.con
\e[0;32mOK
\e[0m 0.01
18040 cic:/Coq/Sets/Powerset/Inclusion_is_transitive.con
\e[0;32mOK
\e[0m 0.01
18041 cic:/Coq/Sets/Powerset/Power_set_PO.con
\e[0;32mOK
\e[0m 0.01
18042 cic:/Coq/Sets/Partial_Order/PO_cond1.con
\e[0;32mOK
\e[0m 0.01
18043 cic:/Coq/Sets/Partial_Order/PO_cond2.con
\e[0;32mOK
\e[0m 0.01
18044 cic:/Coq/Sets/Partial_Order/PO_ind.con
\e[0;32mOK
\e[0m 0.01
18045 cic:/Coq/Sets/Partial_Order/PO_rec.con
\e[0;32mOK
\e[0m 0.01
18046 cic:/Coq/Sets/Partial_Order/Strict_Rel_of.con
\e[0;32mOK
\e[0m 0.01
18047 cic:/Coq/Sets/Multiset/multiset_twist2.con
\e[0;32mOK
\e[0m 0.01
18048 cic:/Coq/Sets/Multiset/treesort_twist1.con
\e[0;32mOK
\e[0m 0.01
18049 cic:/Coq/Sets/Infinite_sets/Approximant_rect.con
\e[0;32mOK
\e[0m 0.01
18050 cic:/Coq/Sets/Infinite_sets/Image_set_continuous.con
\e[0;32mOK
\e[0m 0.10
18051 cic:/Coq/Sets/Finite_sets_facts/Add_preserves_Finite.con
\e[0;32mOK
\e[0m 0.01
18052 cic:/Coq/Sets/Finite_sets_facts/G_aux.con
\e[0;32mOK
\e[0m 0.01
18053 cic:/Coq/Sets/Finite_sets_facts/cardinal_finite.con
\e[0;32mOK
\e[0m 0.01
18054 cic:/Coq/Sets/Finite_sets_facts/finite_cardinal.con
\e[0;32mOK
\e[0m 0.01
18055 cic:/Coq/Sets/Finite_sets/cardinal_elim.con
\e[0;32mOK
\e[0m 0.01
18056 cic:/Coq/Sets/Finite_sets/cardinal_invert.con
\e[0;32mOK
\e[0m 0.02
18057 cic:/Coq/Sets/Cpo/Bounds/C.var
\e[0;32mOK
\e[0m 0.00
18058 cic:/Coq/Sets/Cpo/Bounds/R.var
\e[0;32mOK
\e[0m 0.00
18059 cic:/Coq/Sets/Constructive_sets/Add_not_Empty.con
\e[0;32mOK
\e[0m 0.01
18060 cic:/Coq/Sets/Classical_sets/Strict_Included_inv.con
\e[0;32mOK
\e[0m 0.01
18061 cic:/Coq/Relations/Relations/inverse_image_of_equivalence.con
\e[0;32mOK
\e[0m 0.01
18062 cic:/Coq/Relations/Newman/Diagram.con
\e[0;32mOK
\e[0m 0.01
18063 cic:/Coq/Reals/SeqProp/majorant.con
\e[0;32mOK
\e[0m 0.01
18064 cic:/Coq/Reals/SeqProp/minorant.con
\e[0;32mOK
\e[0m 0.01
18065 cic:/Coq/Reals/Rlimit/dist_pos.con
\e[0;32mOK
\e[0m 0.01
18066 cic:/Coq/Reals/Rlimit/dist_refl.con
\e[0;32mOK
\e[0m 0.01
18067 cic:/Coq/Reals/Rlimit/dist_sym.con
\e[0;32mOK
\e[0m 0.01
18068 cic:/Coq/Reals/Rlimit/dist_tri.con
\e[0;32mOK
\e[0m 0.01
18069 cic:/Coq/Reals/Rlimit/limit_in.con
\e[0;32mOK
\e[0m 0.01
18070 cic:/Coq/Reals/R_Ifp/Int_part.con
\e[0;32mOK
\e[0m 0.01
18071 cic:/Coq/Reals/RList/RList_P5.con
\e[0;32mOK
\e[0m 0.02
18072 cic:/Coq/Reals/RIneq/INR_IZR_INZ.con
\e[0;32mOK
\e[0m 0.01
18073 cic:/Coq/Reals/RIneq/Req_dec.con
\e[0;32mOK
\e[0m 0.02
18074 cic:/Coq/Reals/RIneq/Rle_dec.con
\e[0;32mOK
\e[0m 0.02
18075 cic:/Coq/Reals/RIneq/Rle_not_lt.con
\e[0;32mOK
\e[0m 0.01
18076 cic:/Coq/Reals/RIneq/Rlt_dec.con
\e[0;32mOK
\e[0m 0.02
18077 cic:/Coq/Reals/RIneq/Rlt_not_le.con
\e[0;32mOK
\e[0m 0.01
18078 cic:/Coq/Reals/RIneq/Rmult_le_reg_l.con
\e[0;32mOK
\e[0m 0.02
18079 cic:/Coq/Reals/RIneq/Rplus_eq_R0.con
\e[0;32mOK
\e[0m 0.01
18080 cic:/Coq/Reals/Binomial/pascal_step1.con
\e[0;32mOK
\e[0m 0.01
18081 cic:/Coq/NArith/Pnat/Pmult_nat_mult_permute.con
\e[0;32mOK
\e[0m 0.02
18082 cic:/Coq/NArith/Pnat/ZL4.con
\e[0;32mOK
\e[0m 0.02
18083 cic:/Coq/NArith/Pnat/ZL6.con
\e[0;32mOK
\e[0m 0.01
18084 cic:/Coq/NArith/Pnat/nat_of_P_plus_morphism.con
\e[0;32mOK
\e[0m 0.01
18085 cic:/Coq/NArith/BinPos/Pminus_mask_Gt.con
\e[0;32mOK
\e[0m 0.15
18086 cic:/Coq/NArith/BinPos/Pplus_assoc.con
\e[0;32mOK
\e[0m 0.05
18087 cic:/Coq/NArith/BinPos/Pplus_carry_reg_l.con
\e[0;32mOK
\e[0m 0.01
18088 cic:/Coq/NArith/BinPos/Pplus_carry_reg_r.con
\e[0;32mOK
\e[0m 0.01
18089 cic:/Coq/NArith/BinPos/Pplus_reg_l.con
\e[0;32mOK
\e[0m 0.01
18090 cic:/Coq/NArith/BinNat/Nplus_succ.con
\e[0;32mOK
\e[0m 0.01
18091 cic:/Coq/Logic/Hurkens/paradox.con
\e[0;32mOK
\e[0m 0.01
18092 cic:/Coq/Logic/Eqdep_dec/K_dec.con
\e[0;32mOK
\e[0m 0.01
18093 cic:/Coq/Logic/Eqdep/Streicher_K.con
\e[0;32mOK
\e[0m 0.01
18094 cic:/Coq/Logic/ClassicalFacts/ext_prop_dep_proof_irrel_gen.con
\e[0;32mOK
\e[0m 0.01
18095 cic:/Coq/Logic/Berardi/classical_proof_irrelevence.con
\e[0;32mOK
\e[0m 0.02
18096 cic:/Coq/Lists/TheoryList/Item.con
\e[0;32mOK
\e[0m 0.02
18097 cic:/Coq/Lists/List/rev_involutive.con
\e[0;32mOK
\e[0m 0.01
18098 cic:/Coq/IntMap/Mapsubset/FSubset_refl.con
\e[0;32mOK
\e[0m 0.01
18099 cic:/Coq/IntMap/Mapsubset/FSubset_trans.con
\e[0;32mOK
\e[0m 0.01
18100 cic:/Coq/IntMap/Mapsubset/MapDisjoint_1_imp.con
\e[0;32mOK
\e[0m 0.04
18101 cic:/Coq/IntMap/Mapsubset/MapDisjoint_M1_conv_l.con
\e[0;32mOK
\e[0m 0.01
18102 cic:/Coq/IntMap/Mapsubset/MapDisjoint_M1_conv_r.con
\e[0;32mOK
\e[0m 0.01
18103 cic:/Coq/IntMap/Mapsubset/MapDisjoint_M1_l.con
\e[0;32mOK
\e[0m 0.01
18104 cic:/Coq/IntMap/Mapsubset/MapDisjoint_M1_r.con
\e[0;32mOK
\e[0m 0.01
18105 cic:/Coq/IntMap/Mapsubset/MapSubset_1_imp.con
\e[0;32mOK
\e[0m 0.05
18106 cic:/Coq/IntMap/Mapsubset/MapSubset_Dom_1.con
\e[0;32mOK
\e[0m 0.03
18107 cic:/Coq/IntMap/Mapsubset/MapSubset_Dom_2.con
\e[0;32mOK
\e[0m 0.03
18108 cic:/Coq/IntMap/Maplists/ad_list_has_circuit_stutters.con
\e[0;32mOK
\e[0m 0.02
18109 cic:/Coq/IntMap/Maplists/ad_list_stutters_app_conv_r.con
\e[0;32mOK
\e[0m 0.01
18110 cic:/Coq/IntMap/Maplists/ad_list_stutters_app_l.con
\e[0;32mOK
\e[0m 0.02
18111 cic:/Coq/IntMap/Mapiter/MapCollect.con
\e[0;32mOK
\e[0m 0.01
18112 cic:/Coq/IntMap/Mapiter/MapSweep_semantics_2.con
\e[0;32mOK
\e[0m 0.01
18113 cic:/Coq/IntMap/Mapiter/alist_of_Map_semantics.con
\e[0;32mOK
\e[0m 0.01
18114 cic:/Coq/IntMap/Mapfold/MapFold_distr_l.con
\e[0;32mOK
\e[0m 0.01
18115 cic:/Coq/IntMap/Mapcard/MapCard_Put_1_conv.con
\e[0;32mOK
\e[0m 0.03
18116 cic:/Coq/IntMap/Mapcard/MapCard_Put_lb.con
\e[0;32mOK
\e[0m 0.02
18117 cic:/Coq/IntMap/Mapcard/MapCard_Put_ub.con
\e[0;32mOK
\e[0m 0.02
18118 cic:/Coq/IntMap/Mapcard/MapCard_as_length.con
\e[0;32mOK
\e[0m 0.01
18119 cic:/Coq/IntMap/Mapcard/MapCard_is_one_unique.con
\e[0;32mOK
\e[0m 0.13
18120 cic:/Coq/IntMap/Mapcanon/MapDomRestrTo_canon.con
\e[0;32mOK
\e[0m 0.03
18121 cic:/Coq/IntMap/Mapcanon/MapRemove_canon.con
\e[0;32mOK
\e[0m 0.02
18122 cic:/Coq/IntMap/Mapcanon/mapcanon_exists_2.con
\e[0;32mOK
\e[0m 0.01
18123 cic:/Coq/IntMap/Mapc/FSetUnion_M0_s_c.con
\e[0;32mOK
\e[0m 0.01
18124 cic:/Coq/IntMap/Mapc/FSetUnion_s_M0_c.con
\e[0;32mOK
\e[0m 0.01
18125 cic:/Coq/IntMap/Mapaxioms/FSetInter_s_M0.con
\e[0;32mOK
\e[0m 0.01
18126 cic:/Coq/IntMap/Mapaxioms/FSetUnion_M0_s.con
\e[0;32mOK
\e[0m 0.01
18127 cic:/Coq/IntMap/Mapaxioms/MapDelta_m_empty.con
\e[0;32mOK
\e[0m 0.01
18128 cic:/Coq/IntMap/Mapaxioms/MapDomRestrBy_m_empty.con
\e[0;32mOK
\e[0m 0.01
18129 cic:/Coq/IntMap/Mapaxioms/MapMerge_m_empty.con
\e[0;32mOK
\e[0m 0.01
18130 cic:/Coq/IntMap/Map/makeM2_M2.con
\e[0;32mOK
\e[0m 0.06
18131 cic:/Coq/IntMap/Lsort/ad_comp_double_monotonic.con
\e[0;32mOK
\e[0m 0.01
18132 cic:/Coq/IntMap/Lsort/ad_comp_double_plus_un_monotonic.con
\e[0;32mOK
\e[0m 0.01
18133 cic:/Coq/IntMap/Lsort/alist_of_Map_nth_ad.con
\e[0;32mOK
\e[0m 0.03
18134 cic:/Coq/IntMap/Lsort/alist_semantics_same_tail.con
\e[0;32mOK
\e[0m 0.03
18135 cic:/Coq/IntMap/Fset/MapDom_semantics_3.con
\e[0;32mOK
\e[0m 0.02
18136 cic:/Coq/IntMap/Fset/MapDom_semantics_4.con
\e[0;32mOK
\e[0m 0.02
18137 cic:/Coq/IntMap/Adist/ad_plength_lb.con
\e[0;32mOK
\e[0m 0.02
18138 cic:/Coq/IntMap/Addr/ad_xor_assoc.con
\e[0;32mOK
\e[0m 0.02
18139 cic:/Coq/IntMap/Addr/ad_xor_bit_0.con
\e[0;32mOK
\e[0m 0.01
18140 cic:/Coq/IntMap/Addr/ad_xor_div_2.con
\e[0;32mOK
\e[0m 0.02
18141 cic:/Coq/IntMap/Addr/ad_xor_eq.con
\e[0;32mOK
\e[0m 0.01
18142 cic:/Coq/IntMap/Addec/ad_div_bit_neq.con
\e[0;32mOK
\e[0m 0.02
18143 cic:/Coq/IntMap/Adalloc/ad_alloc_opt.con
\e[0;32mOK
\e[0m 0.01
18144 cic:/Coq/IntMap/Adalloc/ad_le_refl.con
\e[0;32mOK
\e[0m 0.01
18145 cic:/Coq/IntMap/Adalloc/ad_le_trans.con
\e[0;32mOK
\e[0m 0.01
18146 cic:/Coq/IntMap/Adalloc/ad_min_choice.con
\e[0;32mOK
\e[0m 0.01
18147 cic:/Coq/IntMap/Adalloc/nat_le_complete_conv.con
\e[0;32mOK
\e[0m 0.01
18148 cic:/Coq/IntMap/Adalloc/nat_of_ad_of_nat.con
\e[0;32mOK
\e[0m 0.01
18149 cic:/Coq/Init/Wf/Fix_eq.con
\e[0;32mOK
\e[0m 0.02
18150 cic:/Coq/Bool/Bvector/Vtrunc.con
\e[0;32mOK
\e[0m 0.01
18151 cic:/Coq/Arith/Wf_nat/induction_ltof1.con
\e[0;32mOK
\e[0m 0.01
18152 cic:/Coq/Arith/Wf_nat/well_founded_lt_compat.con
\e[0;32mOK
\e[0m 0.01
18153 cic:/Coq/Arith/Wf_nat/well_founded_ltof.con
\e[0;32mOK
\e[0m 0.01
18154 cic:/Coq/Arith/Plus/plus_le_reg_l.con
\e[0;32mOK
\e[0m 0.01
18155 cic:/Coq/Arith/Plus/plus_lt_compat.con
\e[0;32mOK
\e[0m 0.01
18156 cic:/Coq/Arith/Plus/plus_lt_reg_l.con
\e[0;32mOK
\e[0m 0.01
18157 cic:/Coq/Arith/Mult/mult_le_compat_r.con
\e[0;32mOK
\e[0m 0.01
18158 cic:/Coq/Arith/Minus/le_plus_minus_r.con
\e[0;32mOK
\e[0m 0.01
18159 cic:/Coq/Arith/Min/min_l.con
\e[0;32mOK
\e[0m 0.01
18160 cic:/Coq/Arith/Min/min_r.con
\e[0;32mOK
\e[0m 0.01
18161 cic:/Coq/Arith/Lt/lt_S_n.con
\e[0;32mOK
\e[0m 0.01
18162 cic:/Coq/Arith/Lt/lt_irrefl.con
\e[0;32mOK
\e[0m 0.01
18163 cic:/Coq/Arith/Le/le_antisym.con
\e[0;32mOK
\e[0m 0.01
18164 cic:/Coq/Arith/Gt/gt_S.con
\e[0;32mOK
\e[0m 0.01
18165 cic:/Coq/Arith/Gt/gt_S_le.con
\e[0;32mOK
\e[0m 0.01
18166 cic:/Coq/Arith/Gt/gt_S_n.con
\e[0;32mOK
\e[0m 0.01
18167 cic:/Coq/Arith/Gt/gt_trans_S.con
\e[0;32mOK
\e[0m 0.01
18168 cic:/Coq/Arith/Factorial/fact_neq_0.con
\e[0;32mOK
\e[0m 0.01
18169 cic:/Coq/Arith/Div2/double_even.con
\e[0;32mOK
\e[0m 0.01
18170 cic:/Coq/Arith/Div2/double_odd.con
\e[0;32mOK
\e[0m 0.01
18171 cic:/Coq/Arith/Div2/even_double.con
\e[0;32mOK
\e[0m 0.01
18172 cic:/Coq/Arith/Div2/odd_double.con
\e[0;32mOK
\e[0m 0.01
18173 cic:/Coq/Arith/Compare_dec/gt_eq_gt_dec.con
\e[0;32mOK
\e[0m 0.01
18174 cic:/Coq/Arith/Compare_dec/not_eq.con
\e[0;32mOK
\e[0m 0.01
18175 cic:/Coq/Arith/Compare_dec/not_gt.con
\e[0;32mOK
\e[0m 0.01
18176 cic:/Coq/Arith/Compare_dec/not_le.con
\e[0;32mOK
\e[0m 0.01
18177 cic:/Coq/Arith/Compare/discrete_nat.con
\e[0;32mOK
\e[0m 0.02
18178 cic:/Coq/Arith/Compare/le_dec.con
\e[0;32mOK
\e[0m 0.01
18179 cic:/Coq/Arith/Compare/le_or_le_S.con
\e[0;32mOK
\e[0m 0.01
18180 cic:/Coq/Arith/Bool_nat/nat_ge_lt_bool.con
\e[0;32mOK
\e[0m 0.01
18181 cic:/Coq/Arith/Bool_nat/nat_gt_le_bool.con
\e[0;32mOK
\e[0m 0.01
18182 cic:/Coq/Arith/Bool_nat/nat_le_gt_bool.con
\e[0;32mOK
\e[0m 0.01
18183 cic:/Coq/Arith/Bool_nat/nat_lt_ge_bool.con
\e[0;32mOK
\e[0m 0.01
18184 cic:/Coq/Arith/Bool_nat/notzerop_bool.con
\e[0;32mOK
\e[0m 0.01
18185 cic:/Coq/Arith/Between/between_Sk_l.con
\e[0;32mOK
\e[0m 0.01
18186 cic:/Coq/Arith/Between/in_int_p_Sq.con
\e[0;32mOK
\e[0m 0.01
18187 cic:/CoRN/tactics/csetoid_rewrite/syntactic_partial_setoid_expressions/r.var
\e[0;32mOK
\e[0m 0.01
18188 cic:/CoRN/tactics/AlgReflection/MV_mult.con
\e[0;32mOK
\e[0m 0.02
18189 cic:/CoRN/tactics/AlgReflection/le_expr.con
\e[0;32mOK
\e[0m 0.01
18190 cic:/CoRN/tactics/AlgReflection/lt_monom.con
\e[0;32mOK
\e[0m 0.03
18191 cic:/CoRN/model/structures/Qsec/Q_non_zero.con
\e[0;32mOK
\e[0m 0.02
18192 cic:/CoRN/model/structures/Qsec/Qopp_simpl.con
\e[0;32mOK
\e[0m 0.02
18193 cic:/CoRN/model/structures/Qsec/ap_Q_irreflexive0.con
\e[0;32mOK
\e[0m 0.01
18194 cic:/CoRN/model/structures/Qsec/ap_Q_symmetric0.con
\e[0;32mOK
\e[0m 0.01
18195 cic:/CoRN/model/structures/Qsec/injZ_One.con
\e[0;32mOK
\e[0m 0.01
18196 cic:/CoRN/model/structures/Nsec/not_or.con
\e[0;32mOK
\e[0m 0.01
18197 cic:/CoRN/model/setoids/twoelemsetoid/M1_as_CSetoid.con
\e[0;32mOK
\e[0m 0.01
18198 cic:/CoRN/model/setoids/Nsetoid/ap_nat_cotransitive.con
\e[0;32mOK
\e[0m 0.01
18199 cic:/CoRN/model/setoids/Nsetoid/ap_nat_tight.con
\e[0;32mOK
\e[0m 0.01
18200 cic:/CoRN/model/Zmod/Zm/zm/zp_def/Hprime.var
\e[0;32mOK
\e[0m 0.01
18201 cic:/CoRN/model/Zmod/ZMod/Zmodeq.con
\e[0;32mOK
\e[0m 0.01
18202 cic:/CoRN/model/Zmod/ZDivides/Zdivides_abs_elim_lft.con
\e[0;32mOK
\e[0m 0.01
18203 cic:/CoRN/model/Zmod/ZDivides/Zdivides_opp_intro_lft.con
\e[0;32mOK
\e[0m 0.01
18204 cic:/CoRN/model/Zmod/ZBasics/Zabs_Zopp_geq.con
\e[0;32mOK
\e[0m 0.01
18205 cic:/CoRN/model/Zmod/ZBasics/Zsgn_plus_r.con
\e[0;32mOK
\e[0m 0.01
18206 cic:/CoRN/model/Zmod/ZBasics/minus_n_Sk.con
\e[0;32mOK
\e[0m 0.02
18207 cic:/CoRN/model/Zmod/IrrCrit/Hprime.con
\e[0;32mOK
\e[0m 0.01
18208 cic:/CoRN/metrics/CPMSTheory/MSmember.con
\e[0;32mOK
\e[0m 0.01
18209 cic:/CoRN/fta/KeyLemma/chfun.con
\e[0;32mOK
\e[0m 0.01
18210 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/not_or.con
\e[0;32mOK
\e[0m 0.02
18211 cic:/CoRN/devel/loeb/IDA/Ch6/Astar.con
\e[0;32mOK
\e[0m 0.01
18212 cic:/CoRN/devel/loeb/IDA/Ch6/M1_as_CSetoid.con
\e[0;32mOK
\e[0m 0.01
18213 cic:/CoRN/devel/loeb/IDA/Ch6/app.con
\e[0;32mOK
\e[0m 0.01
18214 cic:/CoRN/devel/loeb/IDA/Ch6/empty_word.con
\e[0;32mOK
\e[0m 0.01
18215 cic:/CoRN/devel/loeb/IDA/Ch6/is_nullary_operation.con
\e[0;32mOK
\e[0m 0.01
18216 cic:/CoRN/algebra/CSetoids/CSetoid_ind.con
\e[0;32mOK
\e[0m 0.01
18217 cic:/CoRN/algebra/CSetoids/CSetoid_rec.con
\e[0;32mOK
\e[0m 0.01
18218 cic:/CoRN/algebra/CSetoids/cs_ap.con
\e[0;32mOK
\e[0m 0.01
18219 cic:/CoRN/algebra/CSetoids/cs_eq.con
\e[0;32mOK
\e[0m 0.01
18220 cic:/CoRN/algebra/CSetoids/SubCSetoids/P.var
\e[0;32mOK
\e[0m 0.00
18221 cic:/CoRN/algebra/CSetoids/CSetoid_relations_and_predicates/CsetoidRelations/R.var
\e[0;32mOK
\e[0m 0.00
18222 cic:/CoRN/algebra/CSetoids/CSetoid_relations_and_predicates/CSetoidPredicates/P.var
\e[0;32mOK
\e[0m 0.00
18223 cic:/CoRN/algebra/CSetoids/CSetoid_relations_and_predicates/CSetoidPPredicates/P.var
\e[0;32mOK
\e[0m 0.00
18224 cic:/CoRN/algebra/CSetoids/CSetoid_relations_and_predicates/CCsetoidRelations/R.var
\e[0;32mOK
\e[0m 0.00
18225 cic:/CoRN/algebra/CSetoids/CSetoid_functions/unary_functions/f.var
\e[0;32mOK
\e[0m 0.00
18226 cic:/CoRN/algebra/CSetoids/CSetoid_functions/binary_functions/f.var
\e[0;32mOK
\e[0m 0.00
18227 cic:/CoRN/algebra/CSetoidInc/included.con
\e[0;32mOK
\e[0m 0.01
18228 cic:/CoRN/algebra/CSetoidInc/inclusion/R.var
\e[0;32mOK
\e[0m 0.00
18229 cic:/CoRN/algebra/CSetoidInc/inclusion/Basics/P.var
\e[0;32mOK
\e[0m 0.00
18230 cic:/CoRN/algebra/CSetoidInc/inclusion/Basics/Q.var
\e[0;32mOK
\e[0m 0.00
18231 cic:/CoRN/algebra/CSetoidInc/inclusion/Basics/R.var
\e[0;32mOK
\e[0m 0.00
18232 cic:/CoRN/algebra/CSetoidFun/Astar.con
\e[0;32mOK
\e[0m 0.01
18233 cic:/CoRN/algebra/CSetoidFun/appA.con
\e[0;32mOK
\e[0m 0.01
18234 cic:/CoRN/algebra/CSetoidFun/binproj1.con
\e[0;32mOK
\e[0m 0.01
18235 cic:/CoRN/algebra/CSetoidFun/empty_word.con
\e[0;32mOK
\e[0m 0.01
18236 cic:/CoRN/algebra/CSetoidFun/is_nullary_operation.con
\e[0;32mOK
\e[0m 0.01
18237 cic:/CoRN/algebra/CSetoidFun/SubSets_of_G/Extension/P.var
\e[0;32mOK
\e[0m 0.00
18238 cic:/CoRN/algebra/CSetoidFun/SubSets_of_G/Disjunction/P.var
\e[0;32mOK
\e[0m 0.00
18239 cic:/CoRN/algebra/CSetoidFun/SubSets_of_G/Disjunction/Q.var
\e[0;32mOK
\e[0m 0.00
18240 cic:/CoRN/algebra/CSetoidFun/SubSets_of_G/Conjunction/P.var
\e[0;32mOK
\e[0m 0.00
18241 cic:/CoRN/algebra/CSetoidFun/SubSets_of_G/Conjunction/Q.var
\e[0;32mOK
\e[0m 0.00
18242 cic:/CoRN/algebra/CSetoidFun/CSetoid_Ops/Part_Function_Const/c.var
\e[0;32mOK
\e[0m 0.00
18243 cic:/CoRN/algebra/CLogic/Clt_le_weak.con
\e[0;32mOK
\e[0m 0.01
18244 cic:/CoRN/algebra/CLogic/ZL4'.con
\e[0;32mOK
\e[0m 0.02
18245 cic:/CoRN/algebra/CLogic/lt_pred'.con
\e[0;32mOK
\e[0m 0.01
18246 cic:/CoRN/algebra/CLogic/mon_fun_covers.con
\e[0;32mOK
\e[0m 0.02
18247 cic:/CoRN/algebra/CLogic/toCProp_lt.con
\e[0;32mOK
\e[0m 0.01
18248 cic:/CoRN/algebra/CAbGroups/Nice_Char/plus.var
\e[0;32mOK
\e[0m 0.00
18249 cic:/CoRN/algebra/CAbGroups/Nice_Char/unit.var
\e[0;32mOK
\e[0m 0.00
18250 cic:/CoRN/algebra/Basics/Zodd_Zeven_min1.con
\e[0;32mOK
\e[0m 0.02
18251 cic:/CoRN/algebra/Basics/caseZ_diff_Neg.con
\e[0;32mOK
\e[0m 0.01
18252 cic:/CoRN/algebra/Basics/caseZ_diff_Pos.con
\e[0;32mOK
\e[0m 0.01
18253 cic:/CoRN/algebra/Basics/le_mult_right.con
\e[0;32mOK
\e[0m 0.01
18254 cic:/CoRN/algebra/Basics/le_pred.con
\e[0;32mOK
\e[0m 0.01
18255 cic:/CoRN/algebra/Basics/well_founded_ltof.con
\e[0;32mOK
\e[0m 0.01
18256 cic:/Cachan/SMC/quant/be_le2.con
\e[0;32mOK
\e[0m 0.01
18257 cic:/Cachan/SMC/quant/bool_fun_exl.con
\e[0;32mOK
\e[0m 0.01
18258 cic:/Cachan/SMC/quant/bool_fun_of_be_ext.con
\e[0;32mOK
\e[0m 0.02
18259 cic:/Cachan/SMC/quant/bool_fun_replace_preserves_eq.con
\e[0;32mOK
\e[0m 0.01
18260 cic:/Cachan/SMC/quant/bool_fun_replacel.con
\e[0;32mOK
\e[0m 0.01
18261 cic:/Cachan/SMC/quant/bool_fun_restrict1_eq_restrict.con
\e[0;32mOK
\e[0m 0.01
18262 cic:/Cachan/SMC/quant/bool_fun_subst1.con
\e[0;32mOK
\e[0m 0.01
18263 cic:/Cachan/SMC/quant/bool_fun_univl.con
\e[0;32mOK
\e[0m 0.01
18264 cic:/Cachan/SMC/quant/bool_to_be_to_bf.con
\e[0;32mOK
\e[0m 0.01
18265 cic:/Cachan/SMC/quant/eval_be'.con
\e[0;32mOK
\e[0m 0.01
18266 cic:/Cachan/SMC/quant/exl.con
\e[0;32mOK
\e[0m 0.01
18267 cic:/Cachan/SMC/quant/length_lx_eq_lx'.con
\e[0;32mOK
\e[0m 0.01
18268 cic:/Cachan/SMC/quant/replace_x_free.con
\e[0;32mOK
\e[0m 0.01
18269 cic:/Cachan/SMC/quant/restrict_x_free.con
\e[0;32mOK
\e[0m 0.01
18270 cic:/Cachan/SMC/quant/subst_ok.con
\e[0;32mOK
\e[0m 0.05
18271 cic:/Cachan/SMC/quant/univl.con
\e[0;32mOK
\e[0m 0.01
18272 cic:/Cachan/SMC/myMap/my_alist_of_map_lemma_3.con
\e[0;32mOK
\e[0m 0.01
18273 cic:/Cachan/SMC/myMap/my_fold_right_aapp.con
\e[0;32mOK
\e[0m 0.04
18274 cic:/Cachan/SMC/muset/set_1.con
\e[0;32mOK
\e[0m 0.01
18275 cic:/Cachan/SMC/mu/Evar_env''LSU.con
\e[0;32mOK
\e[0m 0.01
18276 cic:/Cachan/SMC/mu/Evar_env''LU.con
\e[0;32mOK
\e[0m 0.01
18277 cic:/Cachan/SMC/mu/Evar_env'ntoSn_lemma.con
\e[0;32mOK
\e[0m 0.02
18278 cic:/Cachan/SMC/mu/be_iter1_ok.con
\e[0;32mOK
\e[0m 0.01
18279 cic:/Cachan/SMC/mu/be_iter1eq2.con
\e[0;32mOK
\e[0m 0.01
18280 cic:/Cachan/SMC/mu/imagef1orf2.con
\e[0;32mOK
\e[0m 0.01
18281 cic:/Cachan/SMC/mu/le_minus_minus.con
\e[0;32mOK
\e[0m 0.01
18282 cic:/Cachan/SMC/mu/lx'N.con
\e[0;32mOK
\e[0m 0.01
18283 cic:/Cachan/SMC/mu/lxN.con
\e[0;32mOK
\e[0m 0.01
18284 cic:/Cachan/SMC/misc/BDDvar_max_max.con
\e[0;32mOK
\e[0m 0.01
18285 cic:/Cachan/SMC/misc/lt_max_1.con
\e[0;32mOK
\e[0m 0.02
18286 cic:/Cachan/SMC/make/BDD_make/xl_lt_x.var
\e[0;32mOK
\e[0m 0.01
18287 cic:/Cachan/SMC/make/BDD_make/xr_lt_x.var
\e[0;32mOK
\e[0m 0.01
18288 cic:/Cachan/SMC/gc/clean'2_1.con
\e[0;32mOK
\e[0m 0.01
18289 cic:/Cachan/SMC/gc/clean2.con
\e[0;32mOK
\e[0m 0.01
18290 cic:/Cachan/SMC/gc/mark.con
\e[0;32mOK
\e[0m 0.01
18291 cic:/Cachan/SMC/config/BDDbounded_node_OK.con
\e[0;32mOK
\e[0m 0.06
18292 cic:/Cachan/SMC/config/BDDorm_put_nodes_preserved.con
\e[0;32mOK
\e[0m 0.13
18293 cic:/Cachan/SMC/config/BDDum_put_nodes_preserved.con
\e[0;32mOK
\e[0m 0.13
18294 cic:/Cachan/SMC/config/bool_fun_of_BDD_1_ext.con
\e[0;32mOK
\e[0m 0.02
18295 cic:/Cachan/SMC/config/bool_fun_of_BDD_bs.con
\e[0;32mOK
\e[0m 0.01
18296 cic:/Cachan/SMC/config/cfg_comp.con
\e[0;32mOK
\e[0m 0.25
18297 cic:/Cachan/SMC/config/high_used_bs.con
\e[0;32mOK
\e[0m 0.01
18298 cic:/Cachan/SMC/config/initBDDsharing_map_OK.con
\e[0;32mOK
\e[0m 0.02
18299 cic:/Cachan/SMC/config/initBDDstate_OK.con
\e[0;32mOK
\e[0m 0.02
18300 cic:/Cachan/SMC/config/internal_node_lemma.con
\e[0;32mOK
\e[0m 0.13
18301 cic:/Cachan/SMC/config/low_used_bs.con
\e[0;32mOK
\e[0m 0.01
18302 cic:/Cachan/SMC/config/no_duplicate_node.con
\e[0;32mOK
\e[0m 0.03
18303 cic:/Cachan/SMC/config/node_OK_BDD_OK.con
\e[0;32mOK
\e[0m 0.04
18304 cic:/Cachan/SMC/config/node_OK_list_OK_bs.con
\e[0;32mOK
\e[0m 0.01
18305 cic:/Cachan/SMC/config/node_preserved_bs_node_height_eq.con
\e[0;32mOK
\e[0m 0.14
18306 cic:/Cachan/SMC/config/nodes_preserved_bs_node_height_eq.con
\e[0;32mOK
\e[0m 0.10
18307 cic:/Cachan/SMC/config/nodes_preserved_config_node_OK.con
\e[0;32mOK
\e[0m 0.01
18308 cic:/Cachan/SMC/config/nodes_reachableBDDone.con
\e[0;32mOK
\e[0m 0.05
18309 cic:/Cachan/SMC/config/nodes_reachableBDDzero.con
\e[0;32mOK
\e[0m 0.05
18310 cic:/Cachan/SMC/config/not_zero_is_one.con
\e[0;32mOK
\e[0m 0.02
18311 cic:/Cachan/SMC/config/one_OK.con
\e[0;32mOK
\e[0m 0.01
18312 cic:/Cachan/SMC/config/used_list_OK.con
\e[0;32mOK
\e[0m 0.01
18313 cic:/Cachan/SMC/config/used_node'.con
\e[0;32mOK
\e[0m 0.01
18314 cic:/Cachan/SMC/config/used_node'_used_node_bs.con
\e[0;32mOK
\e[0m 0.01
18315 cic:/Cachan/SMC/config/used_node_cons_node'_ul.con
\e[0;32mOK
\e[0m 0.02
18316 cic:/Cachan/SMC/config/used_node_cons_node_ul.con
\e[0;32mOK
\e[0m 0.01
18317 cic:/Cachan/SMC/config/used_nodes_preserved.con
\e[0;32mOK
\e[0m 0.01
18318 cic:/Cachan/SMC/config/used_nodes_preserved_bs_cons.con
\e[0;32mOK
\e[0m 0.01
18319 cic:/Cachan/SMC/config/used_nodes_preserved_list_OK_bs.con
\e[0;32mOK
\e[0m 0.01
18320 cic:/Cachan/SMC/config/used_nodes_preserved_preserved_bs.con
\e[0;32mOK
\e[0m 0.02
18321 cic:/Cachan/SMC/config/zero_OK.con
\e[0;32mOK
\e[0m 0.01
18322 cic:/Cachan/SMC/bool_fun/bool_fun_eq_independent.con
\e[0;32mOK
\e[0m 0.01
18323 cic:/Cachan/SMC/bool_fun/bool_fun_ex_lemma.con
\e[0;32mOK
\e[0m 0.02
18324 cic:/Cachan/SMC/bool_fun/bool_fun_ex_preserves_eq.con
\e[0;32mOK
\e[0m 0.01
18325 cic:/Cachan/SMC/bool_fun/bool_fun_forall_independent.con
\e[0;32mOK
\e[0m 0.01
18326 cic:/Cachan/SMC/bool_fun/bool_fun_forall_one.con
\e[0;32mOK
\e[0m 0.01
18327 cic:/Cachan/SMC/bool_fun/bool_fun_forall_orthogonal.con
\e[0;32mOK
\e[0m 0.02
18328 cic:/Cachan/SMC/bool_fun/bool_fun_forall_preserves_eq.con
\e[0;32mOK
\e[0m 0.01
18329 cic:/Cachan/SMC/bool_fun/bool_fun_forall_zero.con
\e[0;32mOK
\e[0m 0.01
18330 cic:/Cachan/SMC/bool_fun/bool_fun_if_restrict_false_independent.con
\e[0;32mOK
\e[0m 0.01
18331 cic:/Cachan/SMC/bool_fun/bool_fun_if_restrict_true_independent.con
\e[0;32mOK
\e[0m 0.01
18332 cic:/Cachan/SMC/bool_fun/bool_fun_independent_if.con
\e[0;32mOK
\e[0m 0.01
18333 cic:/Cachan/SMC/bool_fun/bool_fun_independent_one.con
\e[0;32mOK
\e[0m 0.01
18334 cic:/Cachan/SMC/bool_fun/bool_fun_independent_zero.con
\e[0;32mOK
\e[0m 0.01
18335 cic:/Cachan/SMC/alloc/BDDalloc.con
\e[0;32mOK
\e[0m 0.02
18336 cic:/Cachan/SMC/alloc/BDD_alloc/no_dup.var
\e[0;32mOK
\e[0m 0.01
18337 cic:/Cachan/SMC/alloc/BDD_alloc/xl_lt_x.var
\e[0;32mOK
\e[0m 0.01
18338 cic:/Cachan/SMC/alloc/BDD_alloc/xr_lt_x.var
\e[0;32mOK
\e[0m 0.01
18339 cic:/BellLabs/lazyPCF/SubjRed/valid/valid_c.con
\e[0;32mOK
\e[0m 0.01
18340 cic:/BellLabs/lazyPCF/SubjRed/valid/valid_config.ind
\e[0;32mOK
\e[0m 0.01
18341 cic:/BellLabs/lazyPCF/SubjRed/valid/valid_env_ind.con
\e[0;32mOK
\e[0m 0.01
18342 cic:/BellLabs/lazyPCF/SubjRed/mapsto/Mp_inv_eqExt.con
\e[0;32mOK
\e[0m 0.06
18343 cic:/BellLabs/lazyPCF/SubjRed/envprops/TCHet_FVeinDomH.con
\e[0;32mOK
\e[0m 0.05
18344 cic:/BellLabs/lazyPCF/SubjRed/TypeThms/TEp_eqExt.con
\e[0;32mOK
\e[0m 0.14
18345 cic:/BellLabs/lazyPCF/SubjRed/TypeThms/TEp_swap.con
\e[0;32mOK
\e[0m 0.13
18346 cic:/BellLabs/lazyPCF/SubjRed/NFprops/Snoe_notFVe.con
\e[0;32mOK
\e[0m 0.01
18347 cic:/BellLabs/lazyPCF/OpSem/typecheck/inv_TC_abs.con
\e[0;32mOK
\e[0m 0.01
18348 cic:/BellLabs/lazyPCF/OpSem/typecheck/inv_TC_appl.con
\e[0;32mOK
\e[0m 0.01
18349 cic:/BellLabs/lazyPCF/OpSem/typecheck/inv_TC_clos.con
\e[0;32mOK
\e[0m 0.01
18350 cic:/BellLabs/lazyPCF/OpSem/typecheck/inv_TC_cond.con
\e[0;32mOK
\e[0m 0.01
18351 cic:/BellLabs/lazyPCF/OpSem/typecheck/inv_TC_fff.con
\e[0;32mOK
\e[0m 0.01
18352 cic:/BellLabs/lazyPCF/OpSem/typecheck/inv_TC_fix.con
\e[0;32mOK
\e[0m 0.01
18353 cic:/BellLabs/lazyPCF/OpSem/typecheck/inv_TC_is_o.con
\e[0;32mOK
\e[0m 0.01
18354 cic:/BellLabs/lazyPCF/OpSem/typecheck/inv_TC_o.con
\e[0;32mOK
\e[0m 0.01
18355 cic:/BellLabs/lazyPCF/OpSem/typecheck/inv_TC_prd.con
\e[0;32mOK
\e[0m 0.01
18356 cic:/BellLabs/lazyPCF/OpSem/typecheck/inv_TC_succ.con
\e[0;32mOK
\e[0m 0.01
18357 cic:/BellLabs/lazyPCF/OpSem/typecheck/inv_TC_ttt.con
\e[0;32mOK
\e[0m 0.01
18358 cic:/BellLabs/lazyPCF/OpSem/typecheck/inv_TC_var.con
\e[0;32mOK
\e[0m 0.01
18359 cic:/BellLabs/lazyPCF/OpSem/rename/RenNotFree.con
\e[0;32mOK
\e[0m 0.06
18360 cic:/BellLabs/lazyPCF/OpSem/environments/config_ind.con
\e[0;32mOK
\e[0m 0.01
18361 cic:/BellLabs/lazyPCF/OpSem/environments/config_rec.con
\e[0;32mOK
\e[0m 0.01
18362 cic:/BellLabs/lazyPCF/OpSem/OSrules/Ap_ind.con
\e[0;32mOK
\e[0m 0.02
18363 cic:/BellLabs/lazyPCF/OpSem/OSrules/OSred.ind
\e[0;32mOK
\e[0m 0.04
18364 cic:/Utrecht/Ramsey/Ramsey/enumerate_YA.con
\e[0;32mOK
\e[0m 0.01
18365 cic:/Utrecht/ABP/abp_lem3/Lem22.con
\e[0;32mOK
\e[0m 0.16
18366 cic:/Utrecht/ABP/abp_lem3/Lem31.con
\e[0;32mOK
\e[0m 0.17
18367 cic:/Utrecht/ABP/abp_lem3/Lem41.con
\e[0;32mOK
\e[0m 0.16
18368 cic:/Utrecht/ABP/abp_lem25/Lem12.con
\e[0;32mOK
\e[0m 0.16
18369 cic:/Suresnes/MiniC/Utilitaires/BlockDecl/bdecl_WellFormed_ind.con
\e[0;32mOK
\e[0m 0.01
18370 cic:/Suresnes/MiniC/MiniC/State/addressOfAssgnExpValue.con
\e[0;31mFAIL
\e[0m
18371 cic:/Suresnes/MiniC/MiniC/State/addressOfVar.con
\e[0;31mFAIL
\e[0m
18372 cic:/Suresnes/MiniC/MiniC/State/c_assgnExpValue_rect.con
\e[0;31mFAIL
\e[0m
18373 cic:/Suresnes/MiniC/MiniC/State/c_expValue_rect.con
\e[0;31mFAIL
\e[0m
18374 cic:/Suresnes/MiniC/MiniC/State/domc_assgnExp.con
\e[0;31mFAIL
\e[0m
18375 cic:/Suresnes/MiniC/MiniC/State/domc_exp.con
\e[0;31mFAIL
\e[0m
18376 cic:/Suresnes/MiniC/MiniC/State/domc_funDecl.ind
\e[0;31mFAIL
\e[0m
18377 cic:/Suresnes/MiniC/MiniC/State/domc_program.con
\e[0;31mFAIL
\e[0m
18378 cic:/Suresnes/MiniC/MiniC/State/segmentOfVar.con
\e[0;31mFAIL
\e[0m
18379 cic:/Suresnes/MiniC/MiniC/State/stateOfAssgnExpValue.con
\e[0;31mFAIL
\e[0m
18380 cic:/Suresnes/MiniC/MiniC/State/stateOfExpValue.con
\e[0;31mFAIL
\e[0m
18381 cic:/Suresnes/MiniC/MiniC/State/state_ind.con
\e[0;31mFAIL
\e[0m
18382 cic:/Suresnes/MiniC/MiniC/State/state_rec.con
\e[0;31mFAIL
\e[0m
18383 cic:/Suresnes/MiniC/MiniC/State/storeBlockAtAddress.con
\e[0;31mFAIL
\e[0m
18384 cic:/Suresnes/MiniC/MiniC/State/typeOfAssgnExpValue.con
\e[0;31mFAIL
\e[0m
18385 cic:/Suresnes/MiniC/MiniC/State/valueOfAssgnExpValue.con
\e[0;31mFAIL
\e[0m
18386 cic:/Suresnes/MiniC/MiniC/State/valueOfExpValue.con
\e[0;31mFAIL
\e[0m
18387 cic:/Suresnes/MiniC/MiniC/CSemantics/allocateDynamic.con
\e[0;31mFAIL
\e[0m
18388 cic:/Suresnes/MiniC/MiniC/CSemantics/coerceType.con
\e[0;31mFAIL
\e[0m
18389 cic:/Suresnes/MiniC/MiniC/CSemantics/compareMemo.con
\e[0;31mFAIL
\e[0m
18390 cic:/Suresnes/MiniC/MiniC/CSemantics/copyMemo.con
\e[0;31mFAIL
\e[0m
18391 cic:/Suresnes/MiniC/MiniC/CSemantics/denc_binds.con
\e[0;31mFAIL
\e[0m
18392 cic:/Suresnes/MiniC/MiniC/CSemantics/denc_seq.con
\e[0;31mFAIL
\e[0m
18393 cic:/Suresnes/MiniC/MiniC/CSemantics/eqMorph.con
\e[0;31mFAIL
\e[0m
18394 cic:/Suresnes/MiniC/MiniC/CSemantics/irArithBinMorph.con
\e[0;31mFAIL
\e[0m
18395 cic:/Suresnes/MiniC/MiniC/CSemantics/lazyAnd.con
\e[0;31mFAIL
\e[0m
18396 cic:/Suresnes/MiniC/MiniC/CSemantics/outState.con
\e[0;31mFAIL
\e[0m
18397 cic:/Suresnes/MiniC/MiniC/CSemantics/powerMorph.con
\e[0;31mFAIL
\e[0m
18398 cic:/Suresnes/MiniC/MiniC/CSemantics/printError.con
\e[0;31mFAIL
\e[0m
18399 cic:/Suresnes/MiniC/MiniC/CSemantics/univArithBinMorph.con
\e[0;31mFAIL
\e[0m
18400 cic:/Suresnes/MiniC/MiniC/CSemantics/univArithCompareMorph.con
\e[0;31mFAIL
\e[0m
18401 cic:/Suresnes/MiniC/MiniC/CSemantics/univBoolBinMorph.con
\e[0;31mFAIL
\e[0m
18402 cic:/Suresnes/MiniC/MiniC/CSemantics/univBoolUnMorph.con
\e[0;31mFAIL
\e[0m
18403 cic:/Suresnes/MiniC/MiniC/CSemantics/univIntBinMorph.con
\e[0;31mFAIL
\e[0m
18404 cic:/Suresnes/MiniC/MiniC/CSemantics/univIntUnMorph.con
\e[0;31mFAIL
\e[0m
18405 cic:/Suresnes/MiniC/MiniC/CSemantics/univNatBinMorph.con
\e[0;31mFAIL
\e[0m
18406 cic:/Suresnes/MiniC/MiniC/CSemantics/While_True_Statement/whileTrue.var
\e[0;31mFAIL
\e[0m
18407 cic:/Suresnes/MiniC/MiniC/CSemantics/Memory_Allocation/Denotation_Of_Expressions_And_Statements/Switch_Semantics/denc_statement.var
\e[0;31mFAIL
\e[0m
18408 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_bodyOfFunDecl.con
\e[0;31mFAIL
\e[0m
18409 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_funDecl_rect.con
\e[0;31mFAIL
\e[0m
18410 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_funDecls.con
\e[0;31mFAIL
\e[0m
18411 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_localVarsOfFunDecl.con
\e[0;31mFAIL
\e[0m
18412 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_nameOfFunDecl.con
\e[0;31mFAIL
\e[0m
18413 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_paramOfFunDecl.con
\e[0;31mFAIL
\e[0m
18414 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_statement_ind.con
\e[0;31mFAIL
\e[0m
18415 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_statement_rec.con
\e[0;31mFAIL
\e[0m
18416 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_typeOfFunDecl.con
\e[0;31mFAIL
\e[0m
18417 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/skipStmt.con
\e[0;31mFAIL
\e[0m
18418 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Correct.con
\e[0;32mOK
\e[0m 0.01
18419 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/LC2_C_fac1.con
\e[0;32mOK
\e[0m 0.01
18420 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/LC2_S_fac1.con
\e[0;32mOK
\e[0m 0.01
18421 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Prime_ordered.con
\e[0;32mOK
\e[0m 0.01
18422 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Ass_of_well_defined.con
\e[0;32mOK
\e[0m 0.04
18423 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Assign_of_cons_eq.con
\e[0;32mOK
\e[0m 0.03
18424 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Assign_of_sub.con
\e[0;32mOK
\e[0m 0.01
18425 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Cons_equal_head_equal.con
\e[0;32mOK
\e[0m 0.01
18426 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Head_of_solution_le_dim.con
\e[0;32mOK
\e[0m 0.01
18427 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/La_4bis.con
\e[0;32mOK
\e[0m 0.01
18428 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Ordered_p_ordered_sub_pi.con
\e[0;32mOK
\e[0m 0.02
18429 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Outof_p_outof_sub_ip.con
\e[0;32mOK
\e[0m 0.01
18430 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Pth_ord9.con
\e[0;32mOK
\e[0m 0.01
18431 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/Def_notImplicant.con
\e[0;32mOK
\e[0m 0.01
18432 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/L1.con
\e[0;32mOK
\e[0m 0.01
18433 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/L10.con
\e[0;32mOK
\e[0m 0.01
18434 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/L4.con
\e[0;32mOK
\e[0m 0.02
18435 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/L5.con
\e[0;32mOK
\e[0m 0.02
18436 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Monotony/Divides_Inf.con
\e[0;32mOK
\e[0m 0.01
18437 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Monotony/Mon_Frestr_Mon.con
\e[0;32mOK
\e[0m 0.01
18438 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Max_le.con
\e[0;32mOK
\e[0m 0.02
18439 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Max_mon_middle.con
\e[0;32mOK
\e[0m 0.03
18440 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/eq_Max.con
\e[0;32mOK
\e[0m 0.01
18441 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/gt_mn_gt_Max_mn.con
\e[0;32mOK
\e[0m 0.01
18442 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/gt_neq.con
\e[0;32mOK
\e[0m 0.01
18443 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Existence_Not_BDT.con
\e[0;32mOK
\e[0m 0.07
18444 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Commute_Frestr_IF.con
\e[0;32mOK
\e[0m 0.01
18445 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Dep_Var.con
\e[0;32mOK
\e[0m 0.01
18446 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/FShannon_expansion.con
\e[0;32mOK
\e[0m 0.01
18447 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/F_eq_Frestr_eq.con
\e[0;32mOK
\e[0m 0.01
18448 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Frestr_Fi_false.con
\e[0;32mOK
\e[0m 0.02
18449 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Frestr_Fi_i_b.con
\e[0;32mOK
\e[0m 0.02
18450 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Frestr_Fi_j.con
\e[0;32mOK
\e[0m 0.02
18451 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Frestr_Fi_true.con
\e[0;32mOK
\e[0m 0.02
18452 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Restr_Fcst.con
\e[0;32mOK
\e[0m 0.01
18453 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Dim_node_gt_O.con
\e[0;32mOK
\e[0m 0.01
18454 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Maxdim.con
\e[0;32mOK
\e[0m 0.01
18455 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/ordered_node_a_son_neq_zero.con
\e[0;32mOK
\e[0m 0.01
18456 cic:/Suresnes/BDD/canonicite/Vars/eq_Var_sym.con
\e[0;32mOK
\e[0m 0.01
18457 cic:/Suresnes/BDD/canonicite/Vars/eq_Var_trans.con
\e[0;32mOK
\e[0m 0.01
18458 cic:/Suresnes/BDD/canonicite/Prelude1/le_dec_0.con
\e[0;32mOK
\e[0m 0.01
18459 cic:/Suresnes/BDD/canonicite/Finite_sets/P_dec_AllP_dec.con
\e[0;32mOK
\e[0m 0.01
18460 cic:/Suresnes/BDD/canonicite/Finite_sets/onQ_not_All_Exist_not.con
\e[0;32mOK
\e[0m 0.03
18461 cic:/Suresnes/BDD/canonicite/Complete_induction/course_of_values.con
\e[0;32mOK
\e[0m 0.01
18462 cic:/Suresnes/BDD/canonicite/Complete_induction/nat_wf_ind.con
\e[0;32mOK
\e[0m 0.01
18463 cic:/Suresnes/BDD/canonicite/Boolean_functions/Assign_eq_sym.con
\e[0;32mOK
\e[0m 0.01
18464 cic:/Suresnes/BDD/canonicite/Boolean_functions/Assign_eq_trans.con
\e[0;32mOK
\e[0m 0.01
18465 cic:/Suresnes/BDD/canonicite/Boolean_functions/BF_eq_congr.con
\e[0;32mOK
\e[0m 0.01
18466 cic:/Suresnes/BDD/canonicite/Boolean_functions/BF_eq_refl.con
\e[0;32mOK
\e[0m 0.01
18467 cic:/Suresnes/BDD/canonicite/Boolean_functions/BF_eq_sym.con
\e[0;32mOK
\e[0m 0.01
18468 cic:/Suresnes/BDD/canonicite/Boolean_functions/BF_eq_trans.con
\e[0;32mOK
\e[0m 0.01
18469 cic:/Suresnes/BDD/canonicite/Boolean_functions/Constant_fct_ind.con
\e[0;32mOK
\e[0m 0.01
18470 cic:/Suresnes/BDD/canonicite/Boolean_functions/Restr_le.con
\e[0;32mOK
\e[0m 0.01
18471 cic:/Suresnes/BDD/canonicite/Boolean_functions/Upd.con
\e[0;32mOK
\e[0m 0.01
18472 cic:/Suresnes/BDD/canonicite/Boolean_functions/eq_Var_eq_values.con
\e[0;32mOK
\e[0m 0.01
18473 cic:/Suresnes/BDD/canonicite/BDTs/BDT_eq_ind.con
\e[0;32mOK
\e[0m 0.01
18474 cic:/Suresnes/BDD/canonicite/BDTs/Dim_le_n.con
\e[0;32mOK
\e[0m 0.01
18475 cic:/Suresnes/BDD/canonicite/BDTs/OBDT.ind
\e[0;32mOK
\e[0m 0.01
18476 cic:/Suresnes/BDD/canonicite/BDTs/dim_Dim.con
\e[0;32mOK
\e[0m 0.01
18477 cic:/Suresnes/BDD/canonicite/BDTs/dim_functional.con
\e[0;32mOK
\e[0m 0.01
18478 cic:/Suresnes/BDD/canonicite/BDTs/inv_BDT_eq.con
\e[0;32mOK
\e[0m 0.01
18479 cic:/Suresnes/BDD/canonicite/BDTs/inv_OBDT_eq.con
\e[0;32mOK
\e[0m 0.01
18480 cic:/Suresnes/BDD/canonicite/BDTs/ne_Fzero_Fone.con
\e[0;32mOK
\e[0m 0.01
18481 cic:/Sophia-Antipolis/param_pi/typing_proofs/addenv_unused_name.con
\e[0;32mOK
\e[0m 0.37
18482 cic:/Sophia-Antipolis/param_pi/typing_proofs/redundant_addenv.con
\e[0;32mOK
\e[0m 0.79
18483 cic:/Sophia-Antipolis/param_pi/swaps_proofs/typing_after_swap.con
\e[0;32mOK
\e[0m 0.39
18484 cic:/Sophia-Antipolis/param_pi/subtyping/weaken_env.con
\e[0;32mOK
\e[0m 0.02
18485 cic:/Sophia-Antipolis/param_pi/out_red/out_emits_correct_type.con
\e[0;32mOK
\e[0m 0.55
18486 cic:/Sophia-Antipolis/param_pi/fresh/inp_on_known_name.con
\e[0;32mOK
\e[0m 0.32
18487 cic:/Sophia-Antipolis/param_pi/fresh/out_known_name.con
\e[0;32mOK
\e[0m 0.36
18488 cic:/Sophia-Antipolis/Rsa/Rsa/phi_gt_SO.con
\e[0;32mOK
\e[0m 0.08
18489 cic:/Sophia-Antipolis/Rsa/MiscRsa/div_SxS.con
\e[0;32mOK
\e[0m 0.03
18490 cic:/Sophia-Antipolis/Rsa/MiscRsa/div_pred.con
\e[0;32mOK
\e[0m 0.07
18491 cic:/Sophia-Antipolis/Rsa/MiscRsa/le_plus_le.con
\e[0;32mOK
\e[0m 0.01
18492 cic:/Sophia-Antipolis/Rsa/MiscRsa/lt_minus_O_lt.con
\e[0;32mOK
\e[0m 0.05
18493 cic:/Sophia-Antipolis/Rsa/MiscRsa/mult_eq_Sn.con
\e[0;32mOK
\e[0m 0.02
18494 cic:/Sophia-Antipolis/Rsa/MiscRsa/simpl_mult_r.con
\e[0;32mOK
\e[0m 0.02
18495 cic:/Sophia-Antipolis/Rsa/Divides/cong1_le.con
\e[0;32mOK
\e[0m 0.07
18496 cic:/Sophia-Antipolis/Rsa/Divides/cong_pow.con
\e[0;32mOK
\e[0m 0.01
18497 cic:/Sophia-Antipolis/Rsa/Divides/divides_antisym.con
\e[0;32mOK
\e[0m 0.05
18498 cic:/Sophia-Antipolis/Rsa/Divides/prime_gcd.con
\e[0;32mOK
\e[0m 0.03
18499 cic:/Sophia-Antipolis/Rsa/Binomials/binomial_def3.con
\e[0;32mOK
\e[0m 0.06
18500 cic:/Sophia-Antipolis/RecursiveDefinition/data8/pgcd_F.con
\e[0;32mOK
\e[0m 0.01
18501 cic:/Sophia-Antipolis/RecursiveDefinition/data1/sqrt_F.con
\e[0;32mOK
\e[0m 0.01
18502 cic:/Sophia-Antipolis/MATHS/Z/Zle/leZ_antisymmetric.con
\e[0;32mOK
\e[0m 0.02
18503 cic:/Sophia-Antipolis/MATHS/Z/Zadd/addZ_associativity.con
\e[0;32mOK
\e[0m 0.07
18504 cic:/Sophia-Antipolis/MATHS/Z/Zadd/add_OZ.con
\e[0;32mOK
\e[0m 0.02
18505 cic:/Sophia-Antipolis/MATHS/Z/Zadd/pred_addZ_r.con
\e[0;32mOK
\e[0m 0.02
18506 cic:/Sophia-Antipolis/MATHS/Z/Zadd/succ_addZ_r.con
\e[0;32mOK
\e[0m 0.07
18507 cic:/Sophia-Antipolis/MATHS/Z/Zadd/tech_add_neg_negZ.con
\e[0;32mOK
\e[0m 0.01
18508 cic:/Sophia-Antipolis/MATHS/Z/Zadd/tech_add_pos_posZ.con
\e[0;32mOK
\e[0m 0.01
18509 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/cancellation.con
\e[0;32mOK
\e[0m 0.04
18510 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/resolve.con
\e[0;32mOK
\e[0m 0.02
18511 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/triv1.con
\e[0;32mOK
\e[0m 0.01
18512 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/triv2.con
\e[0;32mOK
\e[0m 0.01
18513 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/phi.con
\e[0;32mOK
\e[0m 0.01
18514 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/Cinq/h.var
\e[0;32mOK
\e[0m 0.01
18515 cic:/Sophia-Antipolis/MATHS/GROUPS/g2/Prod_ind.con
\e[0;32mOK
\e[0m 0.03
18516 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/G0'.con
\e[0;32mOK
\e[0m 0.01
18517 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/G1'.con
\e[0;32mOK
\e[0m 0.01
18518 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/G2a'.con
\e[0;32mOK
\e[0m 0.01
18519 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/G2b'.con
\e[0;32mOK
\e[0m 0.01
18520 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/G2c'.con
\e[0;32mOK
\e[0m 0.01
18521 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/G3a'.con
\e[0;32mOK
\e[0m 0.01
18522 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/G3b'.con
\e[0;32mOK
\e[0m 0.01
18523 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/G3c'.con
\e[0;32mOK
\e[0m 0.03
18524 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Subgroup_inhabited.con
\e[0;32mOK
\e[0m 0.01
18525 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/exp_unfold_neg.con
\e[0;32mOK
\e[0m 0.01
18526 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/exp_unfold_pos.con
\e[0;32mOK
\e[0m 0.01
18527 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/powers.ind
\e[0;32mOK
\e[0m 0.01
18528 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Premier/eH_in_H.var
\e[0;32mOK
\e[0m 0.01
18529 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/subgroup_ind.con
\e[0;32mOK
\e[0m 0.01
18530 cic:/Sophia-Antipolis/MATHS/GROUPS/Group_definitions/subgroup_rec.con
\e[0;32mOK
\e[0m 0.01
18531 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/A.var
\e[0;32mOK
\e[0m 0.00
18532 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/B.var
\e[0;32mOK
\e[0m 0.00
18533 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/Base.var
\e[0;32mOK
\e[0m 0.03
18534 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/C.var
\e[0;32mOK
\e[0m 0.00
18535 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/S1.var
\e[0;32mOK
\e[0m 0.00
18536 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/thm4_5ia.con
\e[0;32mOK
\e[0m 0.01
18537 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/thm4_5ib.con
\e[0;32mOK
\e[0m 0.01
18538 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part2/Symmetry_of_Apart.con
\e[0;32mOK
\e[0m 0.01
18539 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/Convergent_imp_distinct.con
\e[0;32mOK
\e[0m 0.01
18540 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/cong_eqln_inc.con
\e[0;32mOK
\e[0m 0.01
18541 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/cong_eqln_par.con
\e[0;32mOK
\e[0m 0.01
18542 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/cong_eqpt_inc.con
\e[0;32mOK
\e[0m 0.01
18543 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/flip.con
\e[0;32mOK
\e[0m 0.01
18544 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/reverse.con
\e[0;32mOK
\e[0m 0.05
18545 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/sym_SPar.con
\e[0;32mOK
\e[0m 0.01
18546 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/cmp_unort_con.con
\e[0;32mOK
\e[0m 0.02
18547 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/delicate/b.var
\e[0;32mOK
\e[0m 0.00
18548 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Parallelogram_ind.con
\e[0;32mOK
\e[0m 0.01
18549 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Parallelogram_rec.con
\e[0;32mOK
\e[0m 0.01
18550 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Tri_cond.con
\e[0;32mOK
\e[0m 0.01
18551 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Triangle_ind.con
\e[0;32mOK
\e[0m 0.01
18552 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Triangle_rec.con
\e[0;32mOK
\e[0m 0.01
18553 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/connect1.con
\e[0;32mOK
\e[0m 0.01
18554 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/connect2.con
\e[0;32mOK
\e[0m 0.01
18555 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/equiv_EqLn.con
\e[0;32mOK
\e[0m 0.01
18556 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/equiv_EqPt.con
\e[0;32mOK
\e[0m 0.01
18557 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/equiv_Par.con
\e[0;32mOK
\e[0m 0.01
18558 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/parsides_i.con
\e[0;32mOK
\e[0m 0.02
18559 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/parsides_ii.con
\e[0;32mOK
\e[0m 0.02
18560 cic:/Sophia-Antipolis/MATHS/GEOMETRY/affinity/spar.con
\e[0;32mOK
\e[0m 0.01
18561 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Rel_of_antisymmetric.con
\e[0;32mOK
\e[0m 0.01
18562 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Rel_of_reflexive.con
\e[0;32mOK
\e[0m 0.01
18563 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Rel_of_transitive.con
\e[0;32mOK
\e[0m 0.01
18564 cic:/Sophia-Antipolis/Huffman/Weight/frequency_length.con
\e[0;32mOK
\e[0m 0.23
18565 cic:/Sophia-Antipolis/Huffman/Weight/restrict_code_unique_key.con
\e[0;32mOK
\e[0m 0.03
18566 cic:/Sophia-Antipolis/Huffman/SubstPred/height_pred_subst_pred.con
\e[0;32mOK
\e[0m 0.09
18567 cic:/Sophia-Antipolis/Huffman/SubstPred/ordered_cover_subst_pred.con
\e[0;32mOK
\e[0m 0.06
18568 cic:/Sophia-Antipolis/Huffman/Restrict/restrict_code_unique_key.con
\e[0;32mOK
\e[0m 0.03
18569 cic:/Sophia-Antipolis/Huffman/Restrict/restrict_unique_prefix.con
\e[0;32mOK
\e[0m 0.07
18570 cic:/Sophia-Antipolis/Huffman/Permutation/permutation/permutation_all_permutations_aux.var
\e[0;32mOK
\e[0m 0.04
18571 cic:/Sophia-Antipolis/Huffman/PBTree/pbbuild_compute_perm.con
\e[0;32mOK
\e[0m 0.14
18572 cic:/Sophia-Antipolis/Huffman/PBTree/pbbuild_distinct_pbleaves.con
\e[0;32mOK
\e[0m 0.06
18573 cic:/Sophia-Antipolis/Huffman/Ordered/ordered_perm_antisym_eq.con
\e[0;32mOK
\e[0m 0.03
18574 cic:/Sophia-Antipolis/Huffman/Frequency/frequency_list_perm.con
\e[0;32mOK
\e[0m 0.02
18575 cic:/Sophia-Antipolis/Huffman/Frequency/frequency_number_of_occurrences.con
\e[0;32mOK
\e[0m 0.03
18576 cic:/Sophia-Antipolis/Huffman/Cover/all_cover_aux_cover.con
\e[0;32mOK
\e[0m 0.06
18577 cic:/Sophia-Antipolis/Huffman/Cover/cover_permutation.con
\e[0;32mOK
\e[0m 0.02
18578 cic:/Sophia-Antipolis/Huffman/Code/decode_correct.con
\e[0;32mOK
\e[0m 0.01
18579 cic:/Sophia-Antipolis/Huffman/Code/encode_permutation.con
\e[0;32mOK
\e[0m 0.02
18580 cic:/Sophia-Antipolis/Huffman/Code/frequency_not_null.con
\e[0;32mOK
\e[0m 0.09
18581 cic:/Sophia-Antipolis/Huffman/Build/build_permutation.con
\e[0;32mOK
\e[0m 0.06
18582 cic:/Sophia-Antipolis/Huffman/BTree/length_compute_lt_O.con
\e[0;32mOK
\e[0m 0.08
18583 cic:/Sophia-Antipolis/Huffman/Aux/le_bool_correct2.con
\e[0;32mOK
\e[0m 0.01
18584 cic:/Sophia-Antipolis/Huffman/Aux/lt_minus_O.con
\e[0;32mOK
\e[0m 0.01
18585 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/R1_eq1.con
\e[0;32mOK
\e[0m 0.01
18586 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/R1_eq2.con
\e[0;32mOK
\e[0m 0.01
18587 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/R2_eq1.con
\e[0;32mOK
\e[0m 0.01
18588 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/R2_eq2.con
\e[0;32mOK
\e[0m 0.01
18589 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_replace/length_replace.con
\e[0;32mOK
\e[0m 0.02
18590 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_replace/replace_newer.con
\e[0;32mOK
\e[0m 0.02
18591 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_replace/replace_sym.con
\e[0;32mOK
\e[0m 0.04
18592 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/length_elemlist.con
\e[0;32mOK
\e[0m 0.02
18593 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/strip_O.con
\e[0;32mOK
\e[0m 0.01
18594 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/strip_cons_S.con
\e[0;32mOK
\e[0m 0.06
18595 cic:/Sophia-Antipolis/HARDWARE/GENE/BV/BV_to_nat_app2.con
\e[0;32mOK
\e[0m 0.01
18596 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_spec/length_al.con
\e[0;32mOK
\e[0m 0.01
18597 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/ad'.con
\e[0;32mOK
\e[0m 0.01
18598 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/al'.con
\e[0;32mOK
\e[0m 0.01
18599 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/cx'.con
\e[0;32mOK
\e[0m 0.01
18600 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/da'.con
\e[0;32mOK
\e[0m 0.01
18601 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/di'.con
\e[0;32mOK
\e[0m 0.01
18602 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_impl/mem'.con
\e[0;32mOK
\e[0m 0.01
18603 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_defs/IsNull_BV_null.con
\e[0;32mOK
\e[0m 0.01
18604 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/BV_full_adder_carry_sym.con
\e[0;32mOK
\e[0m 0.03
18605 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/BV_full_adder_carry_v_nil_false.con
\e[0;32mOK
\e[0m 0.01
18606 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/BV_full_adder_sum_sym.con
\e[0;32mOK
\e[0m 0.04
18607 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/BV_full_adder_sum_v_nil_false.con
\e[0;32mOK
\e[0m 0.01
18608 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/B_sub_V_proof_Out.con
\e[0;31mFAIL
\e[0m
18609 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/COMP.con
\e[0;32mOK
\e[0m 0.01
18610 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Cartesian.con
\e[0;32mOK
\e[0m 0.01
18611 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_INTERp.con
\e[0;32mOK
\e[0m 0.01
18612 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_intern.con
\e[0;32mOK
\e[0m 0.01
18613 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_pair.con
\e[0;32mOK
\e[0m 0.01
18614 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_prop_rect.con
\e[0;32mOK
\e[0m 0.01
18615 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_trans_proof_Out.con
\e[0;32mOK
\e[0m 0.01
18616 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Intersection_pr1.con
\e[0;31mFAIL
\e[0m
18617 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Intersection_pr2.con
\e[0;31mFAIL
\e[0m
18618 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Nexts_element_of_NN.con
\e[0;32mOK
\e[0m 0.01
18619 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Set_Of_th4.con
\e[0;31mFAIL
\e[0m
18620 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th1_sub1_Out.con
\e[0;32mOK
\e[0m 0.01
18621 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Union_intermediate_th1.con
\e[0;32mOK
\e[0m 0.01
18622 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Union_intermediate_th2.con
\e[0;32mOK
\e[0m 0.01
18623 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/empty_function_relation.con
\e[0;32mOK
\e[0m 0.01
18624 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/empty_function_well_definedness.con
\e[0;32mOK
\e[0m 0.01
18625 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/first_uniqueness_Out.con
\e[0;32mOK
\e[0m 0.01
18626 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_is_a_relation.con
\e[0;32mOK
\e[0m 0.01
18627 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_well_definedness.con
\e[0;32mOK
\e[0m 0.01
18628 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/gr1_Out.con
\e[0;32mOK
\e[0m 0.01
18629 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/gr2_Out.con
\e[0;32mOK
\e[0m 0.01
18630 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_pair.con
\e[0;32mOK
\e[0m 0.01
18631 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_pr1.con
\e[0;32mOK
\e[0m 0.01
18632 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_pr2.con
\e[0;32mOK
\e[0m 0.01
18633 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_rect.con
\e[0;32mOK
\e[0m 0.01
18634 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_then_strictsub_Zero.con
\e[0;32mOK
\e[0m 0.01
18635 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/intersection_th1.con
\e[0;31mFAIL
\e[0m
18636 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/intersection_th2.con
\e[0;31mFAIL
\e[0m
18637 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/intersection_th3.con
\e[0;31mFAIL
\e[0m
18638 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/is_a_function_on.ind
\e[0;32mOK
\e[0m 0.01
18639 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/is_a_function_rect.con
\e[0;32mOK
\e[0m 0.01
18640 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_ind_hyp_ind.con
\e[0;32mOK
\e[0m 0.01
18641 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_ind_hyp_rec.con
\e[0;32mOK
\e[0m 0.01
18642 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relation_1_Out.con
\e[0;32mOK
\e[0m 0.01
18643 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_th1.con
\e[0;31mFAIL
\e[0m
18644 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_th2.con
\e[0;31mFAIL
\e[0m
18645 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_th3.con
\e[0;31mFAIL
\e[0m
18646 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_refl.con
\e[0;32mOK
\e[0m 0.01
18647 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th1_OutA.con
\e[0;32mOK
\e[0m 0.01
18648 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/well_definedness_sub.con
\e[0;32mOK
\e[0m 0.01
18649 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/V_pr1.var
\e[0;31mFAIL
\e[0m
18650 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/V_pr2.var
\e[0;31mFAIL
\e[0m
18651 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/step7.var
\e[0;32mOK
\e[0m 0.01
18652 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/B_sub_V_proof/step4.var
\e[0;31mFAIL
\e[0m
18653 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th1_proof/step1.var
\e[0;31mFAIL
\e[0m
18654 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_and_pairs_1/step3.var
\e[0;31mFAIL
\e[0m
18655 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_and_pairs_1/step4.var
\e[0;31mFAIL
\e[0m
18656 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_and_pairs_1/step5.var
\e[0;31mFAIL
\e[0m
18657 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_trans1_proof/strictsub_trans1a/step4.var
\e[0;32mOK
\e[0m 0.01
18658 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_next_proof/strictsub_next1/step3.var
\e[0;31mFAIL
\e[0m
18659 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/singletons_have_leq_1_elements_proof/step3.var
\e[0;32mOK
\e[0m 0.01
18660 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1a/U.var
\e[0;32mOK
\e[0m 0.01
18661 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_3/f.var
\e[0;32mOK
\e[0m 0.01
18662 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2/M.var
\e[0;32mOK
\e[0m 0.01
18663 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2/f.var
\e[0;32mOK
\e[0m 0.01
18664 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relations_in_cartesian_proof/step1.var
\e[0;32mOK
\e[0m 0.01
18665 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power5/step2.var
\e[0;32mOK
\e[0m 0.01
18666 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power1/step3.var
\e[0;32mOK
\e[0m 0.01
18667 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/neq_symm_proof/step1.var
\e[0;32mOK
\e[0m 0.01
18668 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/h1.var
\e[0;32mOK
\e[0m 0.01
18669 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/h2.var
\e[0;32mOK
\e[0m 0.01
18670 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/in_A_N.var
\e[0;31mFAIL
\e[0m
18671 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/naturals_main_induction3b/step3b2.var
\e[0;32mOK
\e[0m 0.01
18672 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction2/naturals_main_induction2c/step2c3.var
\e[0;31mFAIL
\e[0m
18673 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/step3.var
\e[0;31mFAIL
\e[0m
18674 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/step5.var
\e[0;31mFAIL
\e[0m
18675 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/its_empty_implies_equals_emptyset_proof/step2.var
\e[0;32mOK
\e[0m 0.01
18676 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_bounded_proof/cpb1/i.var
\e[0;32mOK
\e[0m 0.01
18677 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/e.var
\e[0;32mOK
\e[0m 0.01
18678 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/f.var
\e[0;32mOK
\e[0m 0.01
18679 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/g.var
\e[0;32mOK
\e[0m 0.01
18680 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_section_1/f.var
\e[0;32mOK
\e[0m 0.01
18681 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_evaluation_proof/f.var
\e[0;32mOK
\e[0m 0.01
18682 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyset_subset_everything/step2.var
\e[0;32mOK
\e[0m 0.01
18683 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_symm_proof/e.var
\e[0;32mOK
\e[0m 0.01
18684 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/e.var
\e[0;32mOK
\e[0m 0.01
18685 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/f.var
\e[0;32mOK
\e[0m 0.01
18686 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/g.var
\e[0;32mOK
\e[0m 0.01
18687 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_eq_proof/e.var
\e[0;32mOK
\e[0m 0.01
18688 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_eq_proof/f.var
\e[0;32mOK
\e[0m 0.01
18689 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_eq_proof/g.var
\e[0;32mOK
\e[0m 0.01
18690 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_eq_proof/step1.var
\e[0;32mOK
\e[0m 0.01
18691 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_eq_proof/step2.var
\e[0;32mOK
\e[0m 0.01
18692 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/iA.var
\e[0;31mFAIL
\e[0m
18693 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/iB.var
\e[0;31mFAIL
\e[0m
18694 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/doubleton_uniqueness_2/step1_1.var
\e[0;32mOK
\e[0m 0.01
18695 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/doubleton_th4_sub2/step2_2.var
\e[0;32mOK
\e[0m 0.01
18696 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/doubleton_th4_sub1/step1_2.var
\e[0;32mOK
\e[0m 0.01
18697 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/distinct_doubletons_have_geq_2_elements_proof/iXD.var
\e[0;31mFAIL
\e[0m
18698 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/distinct_doubletons_have_geq_2_elements_proof/iYD.var
\e[0;31mFAIL
\e[0m
18699 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/f.var
\e[0;32mOK
\e[0m 0.01
18700 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/g.var
\e[0;32mOK
\e[0m 0.01
18701 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/step0a.var
\e[0;32mOK
\e[0m 0.01
18702 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/step1.var
\e[0;32mOK
\e[0m 0.01
18703 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/step2.var
\e[0;32mOK
\e[0m 0.01
18704 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/step7.var
\e[0;32mOK
\e[0m 0.01
18705 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/step8.var
\e[0;32mOK
\e[0m 0.01
18706 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_prop_3/c.var
\e[0;32mOK
\e[0m 0.01
18707 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_3/f.var
\e[0;32mOK
\e[0m 0.01
18708 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_3/g.var
\e[0;32mOK
\e[0m 0.02
18709 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/big_extensionality_proof/eYX.var
\e[0;32mOK
\e[0m 0.01
18710 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/big_extensionality_proof/iXD.var
\e[0;31mFAIL
\e[0m
18711 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/big_extensionality_proof/iYD.var
\e[0;31mFAIL
\e[0m
18712 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/a_pair_is_a_pair_proof/step1.var
\e[0;32mOK
\e[0m 0.01
18713 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th1_proof/Singleton_th1_sub1/step2.var
\e[0;32mOK
\e[0m 0.01
18714 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_prop_bounded_proof/T.var
\e[0;32mOK
\e[0m 0.01
18715 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/M12.var
\e[0;32mOK
\e[0m 0.01
18716 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/N12.var
\e[0;32mOK
\e[0m 0.01
18717 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/U.var
\e[0;32mOK
\e[0m 0.01
18718 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_prop_bounded_proof/T.var
\e[0;32mOK
\e[0m 0.01
18719 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops2/step1.var
\e[0;31mFAIL
\e[0m
18720 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_NN_proof/step2.var
\e[0;32mOK
\e[0m 0.01
18721 cic:/Sophia-Antipolis/Float/Zenum/mZlist.con
\e[0;32mOK
\e[0m 0.01
18722 cic:/Sophia-Antipolis/Float/Zdivides/Zquotient.con
\e[0;32mOK
\e[0m 0.01
18723 cic:/Sophia-Antipolis/Float/Paux/Pdivless.con
\e[0;32mOK
\e[0m 0.01
18724 cic:/Sophia-Antipolis/Float/MSB/MSB.con
\e[0;32mOK
\e[0m 0.01
18725 cic:/Sophia-Antipolis/Float/FroundProp/isMaxComp.con
\e[0;32mOK
\e[0m 0.04
18726 cic:/Sophia-Antipolis/Float/FroundProp/isMinComp.con
\e[0;32mOK
\e[0m 0.04
18727 cic:/Sophia-Antipolis/Float/Fround/MaxCompatible.con
\e[0;32mOK
\e[0m 0.02
18728 cic:/Sophia-Antipolis/Float/Fround/MinCompatible.con
\e[0;32mOK
\e[0m 0.02
18729 cic:/Sophia-Antipolis/Float/Fround/MinOrMaxP.con
\e[0;32mOK
\e[0m 0.01
18730 cic:/Sophia-Antipolis/Float/Fround/ToInfinityP.con
\e[0;32mOK
\e[0m 0.01
18731 cic:/Sophia-Antipolis/Float/Fround/ToZeroP.con
\e[0;32mOK
\e[0m 0.01
18732 cic:/Sophia-Antipolis/Float/Fop/Fdigit_abs.con
\e[0;32mOK
\e[0m 0.02
18733 cic:/Sophia-Antipolis/Float/Fop/Fdigit_opp.con
\e[0;32mOK
\e[0m 0.03
18734 cic:/Sophia-Antipolis/Float/Fop/Fminus.con
\e[0;32mOK
\e[0m 0.01
18735 cic:/Sophia-Antipolis/Float/Fmin/MinExList.con
\e[0;32mOK
\e[0m 0.09
18736 cic:/Sophia-Antipolis/Float/Fmin/isMax_inv1.con
\e[0;32mOK
\e[0m 0.01
18737 cic:/Sophia-Antipolis/Float/Fmin/isMin_inv1.con
\e[0;32mOK
\e[0m 0.01
18738 cic:/Sophia-Antipolis/Float/Float/floatDec.con
\e[0;32mOK
\e[0m 0.02
18739 cic:/Sophia-Antipolis/Float/Fcomp/Fcompare.con
\e[0;32mOK
\e[0m 0.01
18740 cic:/Sophia-Antipolis/Float/Fcomp/Fle_Fge.con
\e[0;32mOK
\e[0m 0.01
18741 cic:/Sophia-Antipolis/Float/Fcomp/Fle_refl.con
\e[0;32mOK
\e[0m 0.01
18742 cic:/Sophia-Antipolis/Float/Fcomp/Fle_trans.con
\e[0;32mOK
\e[0m 0.01
18743 cic:/Sophia-Antipolis/Float/Fcomp/Flt_Fgt.con
\e[0;32mOK
\e[0m 0.01
18744 cic:/Sophia-Antipolis/Float/Faux/NconvertO.con
\e[0;32mOK
\e[0m 0.01
18745 cic:/Sophia-Antipolis/Float/Faux/Zmax_le1.con
\e[0;32mOK
\e[0m 0.01
18746 cic:/Sophia-Antipolis/Float/Faux/absolu_Zs.con
\e[0;32mOK
\e[0m 0.01
18747 cic:/Sophia-Antipolis/Float/Faux/convert_not_O.con
\e[0;32mOK
\e[0m 0.01
18748 cic:/Sophia-Antipolis/Float/Faux/lt_comp_mult_r.con
\e[0;32mOK
\e[0m 0.01
18749 cic:/Sophia-Antipolis/Float/Faux/minus_le.con
\e[0;32mOK
\e[0m 0.02
18750 cic:/Sophia-Antipolis/Float/Faux/mult_eq_inv.con
\e[0;32mOK
\e[0m 0.01
18751 cic:/Sophia-Antipolis/Float/Faux/notEqLt.con
\e[0;32mOK
\e[0m 0.01
18752 cic:/Sophia-Antipolis/Float/FSucc/FSucc.con
\e[0;32mOK
\e[0m 0.01
18753 cic:/Sophia-Antipolis/Float/FPred/FPred.con
\e[0;32mOK
\e[0m 0.01
18754 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Singleton_is_finite.con
\e[0;32mOK
\e[0m 0.01
18755 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Union_of_finite_is_finite.con
\e[0;32mOK
\e[0m 0.02
18756 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Bounds/C.var
\e[0;32mOK
\e[0m 0.00
18757 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Bounds/R.var
\e[0;32mOK
\e[0m 0.00
18758 cic:/Sophia-Antipolis/Cours-de-Coq/podefs/SRel_of.con
\e[0;32mOK
\e[0m 0.01
18759 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1_facts/Equiv_from_order.con
\e[0;32mOK
\e[0m 0.01
18760 cic:/Sophia-Antipolis/Cours-de-Coq/Relations_1_facts/same_relation_is_equivalence.con
\e[0;32mOK
\e[0m 0.01
18761 cic:/Sophia-Antipolis/Cours-de-Coq/Partial_order_facts/Couple_included_in_carrier.con
\e[0;32mOK
\e[0m 0.01
18762 cic:/Sophia-Antipolis/Cours-de-Coq/Partial_order_facts/Rel_of_antisymmetric.con
\e[0;32mOK
\e[0m 0.01
18763 cic:/Sophia-Antipolis/Cours-de-Coq/Partial_order_facts/Rel_of_reflexive.con
\e[0;32mOK
\e[0m 0.01
18764 cic:/Sophia-Antipolis/Cours-de-Coq/Partial_order_facts/Rel_of_transitive.con
\e[0;32mOK
\e[0m 0.01
18765 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/divA_A0_l.con
\e[0;32mOK
\e[0m 0.02
18766 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/invA0_comp.con
\e[0;32mOK
\e[0m 0.01
18767 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/invA_is_invA1.con
\e[0;32mOK
\e[0m 0.09
18768 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/multA_invA_com_l.con
\e[0;32mOK
\e[0m 0.08
18769 cic:/Sophia-Antipolis/Buchberger/WfR0/get_mon.con
\e[0;32mOK
\e[0m 0.01
18770 cic:/Sophia-Antipolis/Buchberger/Term/nZero_invTerm_T1.con
\e[0;32mOK
\e[0m 0.01
18771 cic:/Sophia-Antipolis/Buchberger/Pspminus/divP_is_not_order.con
\e[0;32mOK
\e[0m 0.12
18772 cic:/Sophia-Antipolis/Buchberger/Preducestar/mks.con
\e[0;32mOK
\e[0m 0.01
18773 cic:/Sophia-Antipolis/Buchberger/Preduce/inPolySet.ind
\e[0;32mOK
\e[0m 0.04
18774 cic:/Sophia-Antipolis/Buchberger/Preduce/pickinSetp.ind
\e[0;32mOK
\e[0m 0.05
18775 cic:/Sophia-Antipolis/Buchberger/Preduce/s2p.con
\e[0;32mOK
\e[0m 0.01
18776 cic:/Sophia-Antipolis/Buchberger/Pplus/plusP_zero_pOl.con
\e[0;32mOK
\e[0m 0.09
18777 cic:/Sophia-Antipolis/Buchberger/Pplus/plusP_zero_pOr.con
\e[0;32mOK
\e[0m 0.11
18778 cic:/Sophia-Antipolis/Buchberger/Pplus/plusp.con
\e[0;32mOK
\e[0m 0.15
18779 cic:/Sophia-Antipolis/Buchberger/Pplus/uniq_plusp.con
\e[0;32mOK
\e[0m 1.23
18780 cic:/Sophia-Antipolis/Buchberger/Pmults/twoP_ind.con
\e[0;32mOK
\e[0m 0.05
18781 cic:/Sophia-Antipolis/Buchberger/Pminus/minusP_pO_is_eqP.con
\e[0;32mOK
\e[0m 0.29
18782 cic:/Sophia-Antipolis/Buchberger/Pminus/minusP_refl.con
\e[0;32mOK
\e[0m 0.07
18783 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspp.con
\e[0;32mOK
\e[0m 0.14
18784 cic:/Sophia-Antipolis/Buchberger/Pminus/uniq_minusp.con
\e[0;32mOK
\e[0m 1.34
18785 cic:/Sophia-Antipolis/Buchberger/Peq/eqPf.con
\e[0;32mOK
\e[0m 0.18
18786 cic:/Sophia-Antipolis/Buchberger/Peq/seqP.con
\e[0;32mOK
\e[0m 0.02
18787 cic:/Sophia-Antipolis/Buchberger/POrder/canonical_pX_eqT.con
\e[0;32mOK
\e[0m 0.02
18788 cic:/Sophia-Antipolis/Buchberger/POrder/fspoly.con
\e[0;32mOK
\e[0m 0.01
18789 cic:/Sophia-Antipolis/Buchberger/POrder/ltP_trans.con
\e[0;32mOK
\e[0m 0.20
18790 cic:/Sophia-Antipolis/Buchberger/POrder/sltP.con
\e[0;32mOK
\e[0m 0.01
18791 cic:/Sophia-Antipolis/Buchberger/ListProps/in_rev.con
\e[0;32mOK
\e[0m 0.01
18792 cic:/Sophia-Antipolis/Buchberger/Fred/cb_red_cb1.con
\e[0;32mOK
\e[0m 0.01
18793 cic:/Sophia-Antipolis/Buchberger/Fred/cb_red_cb2.con
\e[0;32mOK
\e[0m 0.01
18794 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_eqTerm_comp.con
\e[0;32mOK
\e[0m 0.04
18795 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_invTerm_r.con
\e[0;32mOK
\e[0m 0.11
18796 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_on_eqT.con
\e[0;32mOK
\e[0m 0.01
18797 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_on_eqT_eqT.con
\e[0;32mOK
\e[0m 0.01
18798 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_multTerm_l.con
\e[0;32mOK
\e[0m 0.05
18799 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_nZ.con
\e[0;32mOK
\e[0m 0.02
18800 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_ppc.con
\e[0;32mOK
\e[0m 0.06
18801 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_ppcl.con
\e[0;32mOK
\e[0m 0.02
18802 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_ppcr.con
\e[0;32mOK
\e[0m 0.02
18803 cic:/Sophia-Antipolis/Buchberger/DivTerm/div_is_T1.con
\e[0;32mOK
\e[0m 0.02
18804 cic:/Sophia-Antipolis/Buchberger/DivTerm/eqT_divTerm_plusTerm.con
\e[0;32mOK
\e[0m 0.13
18805 cic:/Sophia-Antipolis/Buchberger/Dickson/dec_lt.con
\e[0;32mOK
\e[0m 0.01
18806 cic:/Sophia-Antipolis/Buchberger/BuchAux/addEnd.con
\e[0;32mOK
\e[0m 0.02
18807 cic:/Sophia-Antipolis/Buchberger/BuchAux/divp.con
\e[0;32mOK
\e[0m 0.02
18808 cic:/Sophia-Antipolis/Buchberger/BuchAux/foreigner.con
\e[0;32mOK
\e[0m 0.02
18809 cic:/Sophia-Antipolis/Buchberger/BuchAux/ppcp.con
\e[0;32mOK
\e[0m 0.04
18810 cic:/Sophia-Antipolis/Buchberger/BuchAux/sgen.con
\e[0;32mOK
\e[0m 0.01
18811 cic:/Sophia-Antipolis/Buchberger/BuchAux/sp1.con
\e[0;32mOK
\e[0m 0.02
18812 cic:/Sophia-Antipolis/Buchberger/BuchAux/spO.con
\e[0;32mOK
\e[0m 0.01
18813 cic:/Sophia-Antipolis/Buchberger/BuchAux/unit.con
\e[0;32mOK
\e[0m 0.03
18814 cic:/Sophia-Antipolis/Buchberger/BuchAux/zerop.con
\e[0;32mOK
\e[0m 0.01
18815 cic:/Sophia-Antipolis/Buchberger/Buch/Tl.con
\e[0;32mOK
\e[0m 0.01
18816 cic:/Sophia-Antipolis/Buchberger/Buch/cpRes.ind
\e[0;32mOK
\e[0m 0.01
18817 cic:/Sophia-Antipolis/Buchberger/Buch/strip.con
\e[0;32mOK
\e[0m 0.01
18818 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/FPset.var
\e[0;32mOK
\e[0m 0.01
18819 cic:/Sophia-Antipolis/Buchberger/Bar/monGRBar.con
\e[0;32mOK
\e[0m 0.01
18820 cic:/Sophia-Antipolis/Bertrand/Prime/prime_div_prime.con
\e[0;32mOK
\e[0m 0.01
18821 cic:/Sophia-Antipolis/Bertrand/Misc/le_mult_right.con
\e[0;32mOK
\e[0m 0.04
18822 cic:/Sophia-Antipolis/Bertrand/Misc/le_plus_le.con
\e[0;32mOK
\e[0m 0.01
18823 cic:/Sophia-Antipolis/Bertrand/Misc/lt_minus_O_lt.con
\e[0;32mOK
\e[0m 0.01
18824 cic:/Sophia-Antipolis/Bertrand/Misc/minus_O.con
\e[0;32mOK
\e[0m 0.01
18825 cic:/Sophia-Antipolis/Bertrand/Misc/mult_eq_Sn.con
\e[0;32mOK
\e[0m 0.04
18826 cic:/Sophia-Antipolis/Bertrand/Misc/simpl_mult_r.con
\e[0;32mOK
\e[0m 0.02
18827 cic:/Sophia-Antipolis/Bertrand/Knuth_def/convert_not_O.con
\e[0;32mOK
\e[0m 0.02
18828 cic:/Sophia-Antipolis/Bertrand/Gcd/prime_gcd.con
\e[0;32mOK
\e[0m 0.04
18829 cic:/Sophia-Antipolis/Bertrand/Divides/div_SxS.con
\e[0;32mOK
\e[0m 0.02
18830 cic:/Sophia-Antipolis/Bertrand/Divides/div_pred.con
\e[0;32mOK
\e[0m 0.02
18831 cic:/Sophia-Antipolis/Bertrand/Divides/div_x_O_q.con
\e[0;32mOK
\e[0m 0.04
18832 cic:/Sophia-Antipolis/Bertrand/Divides/divides_antisym.con
\e[0;32mOK
\e[0m 0.02
18833 cic:/Sophia-Antipolis/Bertrand/Div/pdiv_def.con
\e[0;32mOK
\e[0m 0.01
18834 cic:/Sophia-Antipolis/Bertrand/Binomial/binomial_def3.con
\e[0;32mOK
\e[0m 0.01
18835 cic:/Sophia-Antipolis/Angles/point_tangente/construction_isocele_base.con
\e[0;32mOK
\e[0m 0.18
18836 cic:/Sophia-Antipolis/Angles/point_napoleon/bissectrice_droite.con
\e[0;32mOK
\e[0m 0.07
18837 cic:/Sophia-Antipolis/Angles/point_napoleon/colineaire_sym.con
\e[0;32mOK
\e[0m 0.02
18838 cic:/Sophia-Antipolis/Angles/point_napoleon/critere_orthogonal_reciproque.con
\e[0;32mOK
\e[0m 0.02
18839 cic:/Sophia-Antipolis/Angles/point_napoleon/double_orthogonal.con
\e[0;32mOK
\e[0m 0.08
18840 cic:/Sophia-Antipolis/Angles/point_napoleon/orthogonal_bissectrice.con
\e[0;32mOK
\e[0m 0.02
18841 cic:/Sophia-Antipolis/Angles/point_cocyclicite/construction_isocele_base.con
\e[0;32mOK
\e[0m 0.17
18842 cic:/Sophia-Antipolis/Angles/point_angle/double_permute.con
\e[0;32mOK
\e[0m 0.07
18843 cic:/Sophia-Antipolis/Angles/point_angle/orthogonal_sym.con
\e[0;32mOK
\e[0m 0.02
18844 cic:/Sophia-Antipolis/Angles/point_angle/somme_permute.con
\e[0;32mOK
\e[0m 0.03
18845 cic:/Sophia-Antipolis/Angles/point_angle/somme_triangle.con
\e[0;32mOK
\e[0m 0.07
18846 cic:/Sophia-Antipolis/Angles/point_Simson/colineaire_sym.con
\e[0;32mOK
\e[0m 0.02
18847 cic:/Sophia-Antipolis/Algebra/Z_group_facts/Zopp1.con
\e[0;32mOK
\e[0m 0.01
18848 cic:/Sophia-Antipolis/Algebra/Z_group_facts/Zopp2.con
\e[0;32mOK
\e[0m 0.06
18849 cic:/Sophia-Antipolis/Algebra/Sets/Leibnitz_set_prop.con
\e[0;31mFAIL
\e[0m
18850 cic:/Sophia-Antipolis/Algebra/Sets/Leibnitz_set_prop_rev.con
\e[0;31mFAIL
\e[0m
18851 cic:/Sophia-Antipolis/Algebra/Sets/Prf_equiv.con
\e[0;32mOK
\e[0m 0.01
18852 cic:/Sophia-Antipolis/Algebra/Sets/fun_compatible.con
\e[0;32mOK
\e[0m 0.01
18853 cic:/Sophia-Antipolis/Algebra/Sets/rel_compatible.con
\e[0;32mOK
\e[0m 0.01
18854 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/oppcomp.var
\e[0;32mOK
\e[0m 0.01
18855 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/ringdistl.var
\e[0;32mOK
\e[0m 0.01
18856 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/ringdistr.var
\e[0;32mOK
\e[0m 0.01
18857 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/ringmultassoc.var
\e[0;32mOK
\e[0m 0.05
18858 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/ringmultcomp.var
\e[0;32mOK
\e[0m 0.01
18859 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/ringoppr.var
\e[0;32mOK
\e[0m 0.01
18860 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/ringplusassoc.var
\e[0;32mOK
\e[0m 0.01
18861 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/ringpluscom.var
\e[0;32mOK
\e[0m 0.01
18862 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/ringpluscomp.var
\e[0;32mOK
\e[0m 0.01
18863 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/ununitlringmult.var
\e[0;32mOK
\e[0m 0.01
18864 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/ununitringmultr.var
\e[0;32mOK
\e[0m 0.01
18865 cic:/Sophia-Antipolis/Algebra/Ring_util/Ring/zerounitringplusr.var
\e[0;32mOK
\e[0m 0.01
18866 cic:/Sophia-Antipolis/Algebra/Parts/pred_compatible.con
\e[0;32mOK
\e[0m 0.01
18867 cic:/Sophia-Antipolis/Algebra/Parts/subtype_image_carrier.con
\e[0;32mOK
\e[0m 0.01
18868 cic:/Sophia-Antipolis/Algebra/Parts/subtype_image_equal.con
\e[0;32mOK
\e[0m 0.01
18869 cic:/Sophia-Antipolis/Algebra/Parts/subtype_image_rect.con
\e[0;32mOK
\e[0m 0.03
18870 cic:/Sophia-Antipolis/Algebra/Monoid_util/Monoid/eunitgenlawl.var
\e[0;32mOK
\e[0m 0.01
18871 cic:/Sophia-Antipolis/Algebra/Monoid_util/Monoid/eunitgenlawr.var
\e[0;32mOK
\e[0m 0.01
18872 cic:/Sophia-Antipolis/Algebra/Monoid_util/Monoid/fcomp.var
\e[0;32mOK
\e[0m 0.01
18873 cic:/Sophia-Antipolis/Algebra/Monoid_util/Monoid/genlawassoc.var
\e[0;32mOK
\e[0m 0.01
18874 cic:/Sophia-Antipolis/Algebra/Monoid_util/Abelian_monoid/eunitgenlawl.var
\e[0;32mOK
\e[0m 0.01
18875 cic:/Sophia-Antipolis/Algebra/Monoid_util/Abelian_monoid/eunitgenlawr.var
\e[0;32mOK
\e[0m 0.11
18876 cic:/Sophia-Antipolis/Algebra/Monoid_util/Abelian_monoid/fcom.var
\e[0;32mOK
\e[0m 0.06
18877 cic:/Sophia-Antipolis/Algebra/Monoid_util/Abelian_monoid/fcomp.var
\e[0;32mOK
\e[0m 0.01
18878 cic:/Sophia-Antipolis/Algebra/Monoid_util/Abelian_monoid/genlawassoc.var
\e[0;32mOK
\e[0m 0.01
18879 cic:/Sophia-Antipolis/Algebra/Module_util/Module/eunitgenlawr.var
\e[0;32mOK
\e[0m 0.01
18880 cic:/Sophia-Antipolis/Algebra/Module_util/Module/fcom.var
\e[0;32mOK
\e[0m 0.00
18881 cic:/Sophia-Antipolis/Algebra/Module_util/Module/fcomp.var
\e[0;32mOK
\e[0m 0.00
18882 cic:/Sophia-Antipolis/Algebra/Module_util/Module/geninvr.var
\e[0;32mOK
\e[0m 0.00
18883 cic:/Sophia-Antipolis/Algebra/Module_util/Module/genlawassoc.var
\e[0;32mOK
\e[0m 0.01
18884 cic:/Sophia-Antipolis/Algebra/Module_util/Module/invcomp.var
\e[0;32mOK
\e[0m 0.00
18885 cic:/Sophia-Antipolis/Algebra/Group_util/Group/eunitgenlawr.var
\e[0;32mOK
\e[0m 0.00
18886 cic:/Sophia-Antipolis/Algebra/Group_util/Group/fcomp.var
\e[0;32mOK
\e[0m 0.01
18887 cic:/Sophia-Antipolis/Algebra/Group_util/Group/geninvr.var
\e[0;32mOK
\e[0m 0.00
18888 cic:/Sophia-Antipolis/Algebra/Group_util/Group/genlawassoc.var
\e[0;32mOK
\e[0m 0.00
18889 cic:/Sophia-Antipolis/Algebra/Group_util/Group/invcomp.var
\e[0;32mOK
\e[0m 0.00
18890 cic:/Sophia-Antipolis/Algebra/Group_util/Abelian_group/eunitgenlawr.var
\e[0;32mOK
\e[0m 0.00
18891 cic:/Sophia-Antipolis/Algebra/Group_util/Abelian_group/fcom.var
\e[0;32mOK
\e[0m 0.00
18892 cic:/Sophia-Antipolis/Algebra/Group_util/Abelian_group/fcomp.var
\e[0;32mOK
\e[0m 0.01
18893 cic:/Sophia-Antipolis/Algebra/Group_util/Abelian_group/geninvr.var
\e[0;32mOK
\e[0m 0.00
18894 cic:/Sophia-Antipolis/Algebra/Group_util/Abelian_group/genlawassoc.var
\e[0;32mOK
\e[0m 0.00
18895 cic:/Sophia-Antipolis/Algebra/Group_util/Abelian_group/invcomp.var
\e[0;32mOK
\e[0m 0.00
18896 cic:/Sophia-Antipolis/Algebra/Cartesian/cart_l.con
\e[0;32mOK
\e[0m 0.01
18897 cic:/Sophia-Antipolis/Algebra/Cartesian/cart_r.con
\e[0;32mOK
\e[0m 0.01
18898 cic:/Sophia-Antipolis/Algebra/Cartesian/cart_type_rect.con
\e[0;32mOK
\e[0m 0.01
18899 cic:/Sophia-Antipolis/Algebra/Cartesian/fun2_compatible.con
\e[0;32mOK
\e[0m 0.01
18900 cic:/Rocq/ZF/zfc/Big_closed_for_power.con
\e[0;32mOK
\e[0m 0.01
18901 cic:/Rocq/ZF/zfc/Couple_Prod_IN.con
\e[0;32mOK
\e[0m 0.04
18902 cic:/Rocq/ZF/zfc/IN_Omega_EXType.con
\e[0;32mOK
\e[0m 0.01
18903 cic:/Rocq/ZF/zfc/Nat_IN_Omega.con
\e[0;32mOK
\e[0m 0.01
18904 cic:/Rocq/ZF/Russell/Russell.con
\e[0;32mOK
\e[0m 0.02
18905 cic:/Rocq/ZF/Replacement/classical_Collection_Replacement.con
\e[0;32mOK
\e[0m 0.08
18906 cic:/Rocq/ZF/Plump/Succ.con
\e[0;32mOK
\e[0m 0.01
18907 cic:/Rocq/ZF/Plump/ord_sound.con
\e[0;32mOK
\e[0m 0.09
18908 cic:/Rocq/ZF/Ordinal_theory/IN_Vee_EXType.con
\e[0;32mOK
\e[0m 0.02
18909 cic:/Rocq/ZF/Omega/INC_Class_succ.con
\e[0;32mOK
\e[0m 0.01
18910 cic:/Rocq/ZF/Omega/IN_Class_succ.con
\e[0;32mOK
\e[0m 0.01
18911 cic:/Rocq/ZF/Omega/IN_Class_succ_or.con
\e[0;32mOK
\e[0m 0.02
18912 cic:/Rocq/ZF/Omega/IN_Omega_EXType.con
\e[0;32mOK
\e[0m 0.01
18913 cic:/Rocq/ZF/Omega/Nat_IN_Omega.con
\e[0;32mOK
\e[0m 0.01
18914 cic:/Rocq/ZF/Cartesian/Couple_inj_right.con
\e[0;32mOK
\e[0m 0.12
18915 cic:/Rocq/ZF/Axioms/IN_Inter'_all.con
\e[0;32mOK
\e[0m 0.01
18916 cic:/Rocq/ZF/Axioms/Power_mon.con
\e[0;32mOK
\e[0m 0.01
18917 cic:/Rocq/ZF/Axioms/Power_sound.con
\e[0;32mOK
\e[0m 0.01
18918 cic:/Rocq/ZF/Axioms/Union_mon.con
\e[0;32mOK
\e[0m 0.01
18919 cic:/Rocq/ZF/Axioms/all_IN_Inter'.con
\e[0;32mOK
\e[0m 0.01
18920 cic:/Rocq/TreeAutomata/union_correct/udta_conv_0_correct_wrt_sign_invar_0.con
\e[0;32mOK
\e[0m 0.09
18921 cic:/Rocq/TreeAutomata/union_correct/udta_conv_1_correct_wrt_sign_invar_0.con
\e[0;32mOK
\e[0m 0.09
18922 cic:/Rocq/TreeAutomata/union/mpl_compat_7_0.con
\e[0;32mOK
\e[0m 0.01
18923 cic:/Rocq/TreeAutomata/union/mpl_compat_7_1.con
\e[0;32mOK
\e[0m 0.03
18924 cic:/Rocq/TreeAutomata/union/mpl_compat_7_2.con
\e[0;32mOK
\e[0m 0.03
18925 cic:/Rocq/TreeAutomata/union/mpl_compat_8_0.con
\e[0;32mOK
\e[0m 0.01
18926 cic:/Rocq/TreeAutomata/union/mpl_compat_8_2.con
\e[0;32mOK
\e[0m 0.17
18927 cic:/Rocq/TreeAutomata/union/new_preDTA_ad.con
\e[0;32mOK
\e[0m 0.01
18928 cic:/Rocq/TreeAutomata/union/u_conv0_0.con
\e[0;32mOK
\e[0m 0.01
18929 cic:/Rocq/TreeAutomata/union/u_conv0_1.con
\e[0;32mOK
\e[0m 0.01
18930 cic:/Rocq/TreeAutomata/union/u_conv0_1r.con
\e[0;32mOK
\e[0m 0.02
18931 cic:/Rocq/TreeAutomata/union/u_conv0_2.con
\e[0;32mOK
\e[0m 0.01
18932 cic:/Rocq/TreeAutomata/union/u_conv0_2r.con
\e[0;32mOK
\e[0m 0.01
18933 cic:/Rocq/TreeAutomata/union/u_conv0_3.con
\e[0;32mOK
\e[0m 0.01
18934 cic:/Rocq/TreeAutomata/union/u_conv0_3r.con
\e[0;32mOK
\e[0m 0.02
18935 cic:/Rocq/TreeAutomata/union/u_conv0_4.con
\e[0;32mOK
\e[0m 0.01
18936 cic:/Rocq/TreeAutomata/union/u_conv0_4r.con
\e[0;32mOK
\e[0m 0.02
18937 cic:/Rocq/TreeAutomata/union/u_conv1_0.con
\e[0;32mOK
\e[0m 0.01
18938 cic:/Rocq/TreeAutomata/union/u_conv1_1.con
\e[0;32mOK
\e[0m 0.01
18939 cic:/Rocq/TreeAutomata/union/u_conv1_1r.con
\e[0;32mOK
\e[0m 0.01
18940 cic:/Rocq/TreeAutomata/union/u_conv1_2.con
\e[0;32mOK
\e[0m 0.01
18941 cic:/Rocq/TreeAutomata/union/u_conv1_2r.con
\e[0;32mOK
\e[0m 0.01
18942 cic:/Rocq/TreeAutomata/union/u_conv1_3.con
\e[0;32mOK
\e[0m 0.01
18943 cic:/Rocq/TreeAutomata/union/u_conv1_3r.con
\e[0;32mOK
\e[0m 0.02
18944 cic:/Rocq/TreeAutomata/union/u_conv1_4.con
\e[0;32mOK
\e[0m 0.01
18945 cic:/Rocq/TreeAutomata/union/u_conv1_4r.con
\e[0;32mOK
\e[0m 0.02
18946 cic:/Rocq/TreeAutomata/union/u_conv_0_invar_5.con
\e[0;32mOK
\e[0m 0.01
18947 cic:/Rocq/TreeAutomata/union/u_conv_1_invar_5.con
\e[0;32mOK
\e[0m 0.01
18948 cic:/Rocq/TreeAutomata/union/u_conv_disj.con
\e[0;32mOK
\e[0m 0.01
18949 cic:/Rocq/TreeAutomata/union/u_merge_inv_0_dta.con
\e[0;32mOK
\e[0m 0.02
18950 cic:/Rocq/TreeAutomata/union/u_merge_inv_0_lst.con
\e[0;32mOK
\e[0m 0.01
18951 cic:/Rocq/TreeAutomata/union/u_merge_inv_0_st.con
\e[0;32mOK
\e[0m 0.01
18952 cic:/Rocq/TreeAutomata/union/u_merge_inv_1_dta.con
\e[0;32mOK
\e[0m 0.01
18953 cic:/Rocq/TreeAutomata/union/u_merge_inv_1_lst.con
\e[0;32mOK
\e[0m 0.01
18954 cic:/Rocq/TreeAutomata/union/u_merge_inv_1_st.con
\e[0;32mOK
\e[0m 0.01
18955 cic:/Rocq/TreeAutomata/union/u_merge_invr_0_dta.con
\e[0;32mOK
\e[0m 0.01
18956 cic:/Rocq/TreeAutomata/union/u_merge_invr_0_lst.con
\e[0;32mOK
\e[0m 0.01
18957 cic:/Rocq/TreeAutomata/union/u_merge_invr_0_st.con
\e[0;32mOK
\e[0m 0.01
18958 cic:/Rocq/TreeAutomata/union/u_merge_invr_1_dta.con
\e[0;32mOK
\e[0m 0.01
18959 cic:/Rocq/TreeAutomata/union/u_merge_invr_1_lst.con
\e[0;32mOK
\e[0m 0.01
18960 cic:/Rocq/TreeAutomata/union/u_merge_invr_1_st.con
\e[0;32mOK
\e[0m 0.01
18961 cic:/Rocq/TreeAutomata/union/umpl_conv_0_1_compat.con
\e[0;32mOK
\e[0m 0.02
18962 cic:/Rocq/TreeAutomata/union/umpl_conv_0_compat.con
\e[0;32mOK
\e[0m 0.02
18963 cic:/Rocq/TreeAutomata/union/umpl_conv_1_compat.con
\e[0;32mOK
\e[0m 0.02
18964 cic:/Rocq/TreeAutomata/union/union_opt_state.con
\e[0;32mOK
\e[0m 0.01
18965 cic:/Rocq/TreeAutomata/union/union_pl_0d_1.con
\e[0;32mOK
\e[0m 0.10
18966 cic:/Rocq/TreeAutomata/union/union_pl_1d.con
\e[0;32mOK
\e[0m 0.02
18967 cic:/Rocq/TreeAutomata/union/union_pl_r.con
\e[0;32mOK
\e[0m 0.01
18968 cic:/Rocq/TreeAutomata/union/union_s0d_3.con
\e[0;32mOK
\e[0m 0.01
18969 cic:/Rocq/TreeAutomata/union/union_s1d_0.con
\e[0;32mOK
\e[0m 0.03
18970 cic:/Rocq/TreeAutomata/union/union_s1d_2.con
\e[0;32mOK
\e[0m 0.62
18971 cic:/Rocq/TreeAutomata/union/union_s_rpl_0.con
\e[0;32mOK
\e[0m 0.01
18972 cic:/Rocq/TreeAutomata/union/union_s_rpl_2.con
\e[0;32mOK
\e[0m 0.93
18973 cic:/Rocq/TreeAutomata/union/union_std_def.con
\e[0;32mOK
\e[0m 0.01
18974 cic:/Rocq/TreeAutomata/union/union_str_def.con
\e[0;32mOK
\e[0m 0.01
18975 cic:/Rocq/TreeAutomata/states_kill_empty/DTA_kill.con
\e[0;32mOK
\e[0m 0.01
18976 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_0.con
\e[0;32mOK
\e[0m 1.12
18977 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_1.con
\e[0;32mOK
\e[0m 1.24
18978 cic:/Rocq/TreeAutomata/states_kill_correct/prec_list_kill_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.06
18979 cic:/Rocq/TreeAutomata/signature/dtas_correct_wrt_sign_compatibles.con
\e[0;32mOK
\e[0m 0.02
18980 cic:/Rocq/TreeAutomata/signature/pl_compatible_compat.con
\e[0;32mOK
\e[0m 0.13
18981 cic:/Rocq/TreeAutomata/signature/pl_tl_length_rec_1.con
\e[0;32mOK
\e[0m 0.02
18982 cic:/Rocq/TreeAutomata/signature/pl_tl_length_rec_2.con
\e[0;32mOK
\e[0m 0.06
18983 cic:/Rocq/TreeAutomata/signature/pl_tl_length_rec_3.con
\e[0;32mOK
\e[0m 0.10
18984 cic:/Rocq/TreeAutomata/signature/predta_compatible_compat_0.con
\e[0;32mOK
\e[0m 0.06
18985 cic:/Rocq/TreeAutomata/signature/predta_compatible_compat_2.con
\e[0;32mOK
\e[0m 0.05
18986 cic:/Rocq/TreeAutomata/signature/st_compat_check_complete.con
\e[0;32mOK
\e[0m 0.03
18987 cic:/Rocq/TreeAutomata/signature/st_compat_check_correct.con
\e[0;32mOK
\e[0m 0.01
18988 cic:/Rocq/TreeAutomata/semantics/borne_0.con
\e[0;32mOK
\e[0m 0.01
18989 cic:/Rocq/TreeAutomata/semantics/borne_1.con
\e[0;32mOK
\e[0m 0.01
18990 cic:/Rocq/TreeAutomata/semantics/invar.con
\e[0;31mFAIL
\e[0m
18991 cic:/Rocq/TreeAutomata/semantics/invarl.con
\e[0;31mFAIL
\e[0m
18992 cic:/Rocq/TreeAutomata/semantics/semantic_equiv_0.con
\e[0;31mFAIL
\e[0m
18993 cic:/Rocq/TreeAutomata/semantics/semantic_equiv_1_1.con
\e[0;32mOK
\e[0m 0.01
18994 cic:/Rocq/TreeAutomata/semantics/semantic_equiv_1_2.con
\e[0;32mOK
\e[0m 0.01
18995 cic:/Rocq/TreeAutomata/refcorrect/DTA_main_state_correct_check_complete.con
\e[0;32mOK
\e[0m 0.02
18996 cic:/Rocq/TreeAutomata/refcorrect/DTA_main_state_correct_check_correct.con
\e[0;32mOK
\e[0m 0.01
18997 cic:/Rocq/TreeAutomata/refcorrect/preDTA_ref_ok_distinct_dest.con
\e[0;32mOK
\e[0m 0.02
18998 cic:/Rocq/TreeAutomata/refcorrect/predta_ref_ok_check_0.con
\e[0;32mOK
\e[0m 0.01
18999 cic:/Rocq/TreeAutomata/refcorrect/state_ref_ok_check_complete.con
\e[0;32mOK
\e[0m 0.06
19000 cic:/Rocq/TreeAutomata/refcorrect/state_ref_ok_check_correct.con
\e[0;32mOK
\e[0m 0.03
19001 cic:/Rocq/TreeAutomata/pl_path/liste_rec_length_3.con
\e[0;32mOK
\e[0m 0.01
19002 cic:/Rocq/TreeAutomata/pl_path/pl_path_rec_equiv_0_0.con
\e[0;31mFAIL
\e[0m
19003 cic:/Rocq/TreeAutomata/pl_path/pl_path_rec_equiv_0_1.con
\e[0;31mFAIL
\e[0m
19004 cic:/Rocq/TreeAutomata/pl_path/pl_path_rec_equiv_0_2.con
\e[0;31mFAIL
\e[0m
19005 cic:/Rocq/TreeAutomata/pl_path/pl_path_rec_equiv_1_0.con
\e[0;31mFAIL
\e[0m
19006 cic:/Rocq/TreeAutomata/pl_path/pl_path_rec_equiv_1_1.con
\e[0;31mFAIL
\e[0m
19007 cic:/Rocq/TreeAutomata/pl_path/pl_path_rec_equiv_1_2.con
\e[0;31mFAIL
\e[0m
19008 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_rev.con
\e[0;31mFAIL
\e[0m
19009 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_1.con
\e[0;32mOK
\e[0m 0.01
19010 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_2.con
\e[0;32mOK
\e[0m 0.01
19011 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_3.con
\e[0;32mOK
\e[0m 0.01
19012 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_4.con
\e[0;32mOK
\e[0m 0.01
19013 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_6.con
\e[0;32mOK
\e[0m 0.01
19014 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_8.con
\e[0;32mOK
\e[0m 0.01
19015 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_rec_0.con
\e[0;32mOK
\e[0m 0.01
19016 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_rec_1.con
\e[0;32mOK
\e[0m 0.01
19017 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_rec_2.con
\e[0;32mOK
\e[0m 0.01
19018 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_rec_3.con
\e[0;32mOK
\e[0m 0.01
19019 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_rec_4.con
\e[0;32mOK
\e[0m 0.01
19020 cic:/Rocq/TreeAutomata/lattice_fixpoint/dist_compl_3.con
\e[0;32mOK
\e[0m 0.01
19021 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_eq.con
\e[0;32mOK
\e[0m 0.05
19022 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_incr.con
\e[0;32mOK
\e[0m 0.08
19023 cic:/Rocq/TreeAutomata/lattice_fixpoint/lattice_bounded_1.con
\e[0;32mOK
\e[0m 0.60
19024 cic:/Rocq/TreeAutomata/lattice_fixpoint/lattice_bounded_2.con
\e[0;32mOK
\e[0m 3.20
19025 cic:/Rocq/TreeAutomata/lattice_fixpoint/lazy_power_eg_power.con
\e[0;32mOK
\e[0m 0.05
19026 cic:/Rocq/TreeAutomata/lattice_fixpoint/mlattice.con
\e[0;32mOK
\e[0m 0.01
19027 cic:/Rocq/TreeAutomata/lattice_fixpoint/pre_domok_incr_chain.con
\e[0;32mOK
\e[0m 0.01
19028 cic:/Rocq/TreeAutomata/lattice_fixpoint/pre_domok_incr_chain_2.con
\e[0;32mOK
\e[0m 0.01
19029 cic:/Rocq/TreeAutomata/inter/iad_inv_inv_1.con
\e[0;32mOK
\e[0m 0.02
19030 cic:/Rocq/TreeAutomata/inter/indprinciple_pl.con
\e[0;32mOK
\e[0m 0.04
19031 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_1_4.con
\e[0;32mOK
\e[0m 0.83
19032 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_3_4.con
\e[0;32mOK
\e[0m 2.01
19033 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_inj.con
\e[0;32mOK
\e[0m 0.37
19034 cic:/Rocq/TreeAutomata/inter/preDTA_produit_l.con
\e[0;32mOK
\e[0m 0.06
19035 cic:/Rocq/TreeAutomata/inter/preDTA_produit_r.con
\e[0;32mOK
\e[0m 0.01
19036 cic:/Rocq/TreeAutomata/inter/sproductl_0_0.con
\e[0;32mOK
\e[0m 0.01
19037 cic:/Rocq/TreeAutomata/inter/sproductl_0_1.con
\e[0;32mOK
\e[0m 0.10
19038 cic:/Rocq/TreeAutomata/inter/sproductl_0_2.con
\e[0;32mOK
\e[0m 0.10
19039 cic:/Rocq/TreeAutomata/inter/sproductl_1_0.con
\e[0;32mOK
\e[0m 0.06
19040 cic:/Rocq/TreeAutomata/inter/sproductl_1_1.con
\e[0;32mOK
\e[0m 0.10
19041 cic:/Rocq/TreeAutomata/inter/sproductl_1_2.con
\e[0;32mOK
\e[0m 0.80
19042 cic:/Rocq/TreeAutomata/inter/sproductr_0_0.con
\e[0;32mOK
\e[0m 0.06
19043 cic:/Rocq/TreeAutomata/inter/sproductr_0_1.con
\e[0;32mOK
\e[0m 0.09
19044 cic:/Rocq/TreeAutomata/inter/sproductr_0_2.con
\e[0;32mOK
\e[0m 0.11
19045 cic:/Rocq/TreeAutomata/inter/sproductr_1_0.con
\e[0;32mOK
\e[0m 0.02
19046 cic:/Rocq/TreeAutomata/inter/sproductr_1_1.con
\e[0;32mOK
\e[0m 0.12
19047 cic:/Rocq/TreeAutomata/inter/sproductr_1_2.con
\e[0;32mOK
\e[0m 0.77
19048 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_def_0.con
\e[0;32mOK
\e[0m 0.03
19049 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_def_1.con
\e[0;32mOK
\e[0m 0.01
19050 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_def_2.con
\e[0;32mOK
\e[0m 0.01
19051 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_r_def_0.con
\e[0;32mOK
\e[0m 0.01
19052 cic:/Rocq/TreeAutomata/empty_test/dta_app_ne_def_ok.con
\e[0;32mOK
\e[0m 0.01
19053 cic:/Rocq/TreeAutomata/empty_test/dta_app_ne_inc_2.con
\e[0;32mOK
\e[0m 0.04
19054 cic:/Rocq/TreeAutomata/empty_test/dta_non_empty_states.con
\e[0;32mOK
\e[0m 0.01
19055 cic:/Rocq/TreeAutomata/empty_test/dta_non_empty_states_lazy.con
\e[0;32mOK
\e[0m 0.01
19056 cic:/Rocq/TreeAutomata/defs/indprinciple_3_1.con
\e[0;31mFAIL
\e[0m
19057 cic:/Rocq/TreeAutomata/coacc_test/coacc_transitive.con
\e[0;32mOK
\e[0m 0.01
19058 cic:/Rocq/TreeAutomata/coacc_test/lattice_lemd_bounded_1.con
\e[0;32mOK
\e[0m 0.06
19059 cic:/Rocq/TreeAutomata/coacc_test/lattice_lemd_bounded_2.con
\e[0;32mOK
\e[0m 0.07
19060 cic:/Rocq/TreeAutomata/coacc_test/map_replace_inc_d.con
\e[0;32mOK
\e[0m 0.01
19061 cic:/Rocq/TreeAutomata/coacc_test/pl_coacc_def_ok.con
\e[0;32mOK
\e[0m 0.01
19062 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc.con
\e[0;32mOK
\e[0m 0.01
19063 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_0_rev.con
\e[0;32mOK
\e[0m 0.40
19064 cic:/Rocq/TreeAutomata/bases/le_disj.con
\e[0;32mOK
\e[0m 0.01
19065 cic:/Rocq/THREE_GAP/Nat_compl/princip_min.con
\e[0;32mOK
\e[0m 0.03
19066 cic:/Rocq/SUBST/terminaison_SL/lexfg_app_l.con
\e[0;32mOK
\e[0m 0.06
19067 cic:/Rocq/SUBST/terminaison_SL/lexfg_cons_t.con
\e[0;32mOK
\e[0m 0.06
19068 cic:/Rocq/SUBST/terminaison_SL/lexfg_lambda.con
\e[0;32mOK
\e[0m 0.05
19069 cic:/Rocq/SUBST/sur_les_relations/noetherian_induction.con
\e[0;32mOK
\e[0m 0.01
19070 cic:/Rocq/SUBST/resoudPC_SL/PC1_app_ctxt_l.con
\e[0;32mOK
\e[0m 0.01
19071 cic:/Rocq/SUBST/resoudPC_SL/PC1_assenv_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
19072 cic:/Rocq/SUBST/resoudPC_SL/PC1_assenv_idr.con
\e[0;32mOK
\e[0m 0.01
19073 cic:/Rocq/SUBST/resoudPC_SL/PC1_clos_ctxt_l.con
\e[0;32mOK
\e[0m 0.01
19074 cic:/Rocq/SUBST/resoudPC_SL/PC1_fvarlift2_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
19075 cic:/Rocq/SUBST/resoudPC_SL/PC1_lift1_liftid.con
\e[0;32mOK
\e[0m 0.01
19076 cic:/Rocq/SUBST/resoudPC_SL/PC1_lift2_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
19077 cic:/Rocq/SUBST/resoudPC_SL/PC1_lift2_liftid.con
\e[0;32mOK
\e[0m 0.01
19078 cic:/Rocq/SUBST/resoudPC_SL/PC1_liftenv_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
19079 cic:/Rocq/SUBST/resoudPC_SL/PC1_mapenv_ctxt_l.con
\e[0;32mOK
\e[0m 0.01
19080 cic:/Rocq/SUBST/resoudPC_SL/PC1_rvarcons_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
19081 cic:/Rocq/SUBST/resoudPC_SL/PC1_rvarlift2_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
19082 cic:/Rocq/SUBST/resoudPC_SL/PC1_shiftlift2_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
19083 cic:/Rocq/SUBST/resoudPC_SL/PC2_app_ctxt_l.con
\e[0;32mOK
\e[0m 0.01
19084 cic:/Rocq/SUBST/resoudPC_SL/PC2_assenv_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
19085 cic:/Rocq/SUBST/resoudPC_SL/PC2_assenv_idr.con
\e[0;32mOK
\e[0m 0.01
19086 cic:/Rocq/SUBST/resoudPC_SL/PC2_clos_ctxt_l.con
\e[0;32mOK
\e[0m 0.01
19087 cic:/Rocq/SUBST/resoudPC_SL/PC2_clos_id.con
\e[0;32mOK
\e[0m 0.01
19088 cic:/Rocq/SUBST/resoudPC_SL/PC2_fvarlift2_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
19089 cic:/Rocq/SUBST/resoudPC_SL/PC2_lift1_liftid.con
\e[0;32mOK
\e[0m 0.01
19090 cic:/Rocq/SUBST/resoudPC_SL/PC2_lift2_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
19091 cic:/Rocq/SUBST/resoudPC_SL/PC2_lift2_liftid.con
\e[0;32mOK
\e[0m 0.01
19092 cic:/Rocq/SUBST/resoudPC_SL/PC2_liftenv_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
19093 cic:/Rocq/SUBST/resoudPC_SL/PC2_mapenv_ctxt_l.con
\e[0;32mOK
\e[0m 0.01
19094 cic:/Rocq/SUBST/resoudPC_SL/PC2_rvarcons_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
19095 cic:/Rocq/SUBST/resoudPC_SL/PC2_rvarlift2_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
19096 cic:/Rocq/SUBST/resoudPC_SL/PC2_shiftlift2_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
19097 cic:/Rocq/SUBST/resoudPC_SL/PC_assenv_ctxt_l.con
\e[0;32mOK
\e[0m 0.01
19098 cic:/Rocq/SUBST/resoudPC_SL/PC_assenv_idl.con
\e[0;32mOK
\e[0m 0.01
19099 cic:/Rocq/SUBST/resoudPC_SL/PC_assenv_lift1.con
\e[0;32mOK
\e[0m 0.01
19100 cic:/Rocq/SUBST/resoudPC_SL/PC_clos_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
19101 cic:/Rocq/SUBST/resoudPC_SL/PC_clos_fvarlift1.con
\e[0;32mOK
\e[0m 0.01
19102 cic:/Rocq/SUBST/resoudPC_SL/PC_clos_varshift1.con
\e[0;32mOK
\e[0m 0.01
19103 cic:/Rocq/SUBST/resoudPC_SL/PC_fvarlift2_liftid.con
\e[0;32mOK
\e[0m 0.01
19104 cic:/Rocq/SUBST/resoudPC_SL/PC_lambda_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
19105 cic:/Rocq/SUBST/resoudPC_SL/PC_lift1_ctxt_l.con
\e[0;32mOK
\e[0m 0.01
19106 cic:/Rocq/SUBST/resoudPC_SL/PC_lift1_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
19107 cic:/Rocq/SUBST/resoudPC_SL/PC_lift2_ctxt_l.con
\e[0;32mOK
\e[0m 0.02
19108 cic:/Rocq/SUBST/resoudPC_SL/PC_liftenv_ctxt_l.con
\e[0;32mOK
\e[0m 0.01
19109 cic:/Rocq/SUBST/resoudPC_SL/PC_liftenv_liftid.con
\e[0;32mOK
\e[0m 0.01
19110 cic:/Rocq/SUBST/resoudPC_SL/PC_rvarlift1_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
19111 cic:/Rocq/SUBST/resoudPC_SL/PC_rvarlift2_idr.con
\e[0;32mOK
\e[0m 0.02
19112 cic:/Rocq/SUBST/resoudPC_SL/PC_rvarlift2_liftenv.con
\e[0;32mOK
\e[0m 0.02
19113 cic:/Rocq/SUBST/resoudPC_SL/PC_shiftlift1_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
19114 cic:/Rocq/SUBST/resoudPC_SL/PC_shiftlift2_idr.con
\e[0;32mOK
\e[0m 0.01
19115 cic:/Rocq/SUBST/resoudPC_SL/PC_shiftlift2_liftenv.con
\e[0;32mOK
\e[0m 0.02
19116 cic:/Rocq/SUBST/resoudPC_SL/PC_shiftlift2_liftid.con
\e[0;32mOK
\e[0m 0.01
19117 cic:/Rocq/SUBST/resoudPC_SL/PC_varshift2_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
19118 cic:/Rocq/SUBST/resoudPC_SL/PC_varshift2_shiftcons.con
\e[0;32mOK
\e[0m 0.01
19119 cic:/Rocq/SUBST/resoudPC_SL/PC_varshift2_shiftlift1.con
\e[0;32mOK
\e[0m 0.02
19120 cic:/Rocq/SUBST/resoudPC_SL/PC_varshift2_shiftlift2.con
\e[0;32mOK
\e[0m 0.02
19121 cic:/Rocq/SUBST/lambda_sigma_lift/LSLstar_context_app_l.con
\e[0;32mOK
\e[0m 0.01
19122 cic:/Rocq/SUBST/lambda_sigma_lift/LSLstar_context_app_r.con
\e[0;32mOK
\e[0m 0.01
19123 cic:/Rocq/SUBST/lambda_sigma_lift/LSLstar_context_comp_l.con
\e[0;32mOK
\e[0m 0.01
19124 cic:/Rocq/SUBST/lambda_sigma_lift/LSLstar_context_comp_r.con
\e[0;32mOK
\e[0m 0.01
19125 cic:/Rocq/SUBST/lambda_sigma_lift/LSLstar_context_cons_s.con
\e[0;32mOK
\e[0m 0.01
19126 cic:/Rocq/SUBST/lambda_sigma_lift/LSLstar_context_cons_t.con
\e[0;32mOK
\e[0m 0.01
19127 cic:/Rocq/SUBST/lambda_sigma_lift/LSLstar_context_env_s.con
\e[0;32mOK
\e[0m 0.01
19128 cic:/Rocq/SUBST/lambda_sigma_lift/LSLstar_context_env_t.con
\e[0;32mOK
\e[0m 0.01
19129 cic:/Rocq/SUBST/lambda_sigma_lift/LSLstar_context_lambda.con
\e[0;32mOK
\e[0m 0.01
19130 cic:/Rocq/SUBST/lambda_sigma_lift/LSLstar_context_lift.con
\e[0;32mOK
\e[0m 0.01
19131 cic:/Rocq/SUBST/lambda_sigma_lift/exemple.con
\e[0;32mOK
\e[0m 0.15
19132 cic:/Rocq/SUBST/inversionSL/lemma1_invSL.con
\e[0;32mOK
\e[0m 0.34
19133 cic:/Rocq/SUBST/conf_strong_betapar/sconf_betapar.con
\e[0;32mOK
\e[0m 0.17
19134 cic:/Rocq/SUBST/commutation/e_diag1.con
\e[0;32mOK
\e[0m 0.01
19135 cic:/Rocq/SUBST/SLstar_bpar_SLstar/betapar_slbpsl.con
\e[0;32mOK
\e[0m 0.01
19136 cic:/Rocq/SUBST/SLstar_bpar_SLstar/slbpsl_context_app_l.con
\e[0;32mOK
\e[0m 0.02
19137 cic:/Rocq/SUBST/SLstar_bpar_SLstar/slbpsl_context_app_r.con
\e[0;32mOK
\e[0m 0.02
19138 cic:/Rocq/SUBST/SLstar_bpar_SLstar/slbpsl_context_beta_l.con
\e[0;32mOK
\e[0m 0.02
19139 cic:/Rocq/SUBST/SLstar_bpar_SLstar/slbpsl_context_beta_r.con
\e[0;32mOK
\e[0m 0.02
19140 cic:/Rocq/SUBST/SLstar_bpar_SLstar/slbpsl_context_comp_l.con
\e[0;32mOK
\e[0m 0.02
19141 cic:/Rocq/SUBST/SLstar_bpar_SLstar/slbpsl_context_comp_r.con
\e[0;32mOK
\e[0m 0.02
19142 cic:/Rocq/SUBST/SLstar_bpar_SLstar/slbpsl_context_cons_s.con
\e[0;32mOK
\e[0m 0.02
19143 cic:/Rocq/SUBST/SLstar_bpar_SLstar/slbpsl_context_cons_t.con
\e[0;32mOK
\e[0m 0.02
19144 cic:/Rocq/SUBST/SLstar_bpar_SLstar/slbpsl_context_env_s.con
\e[0;32mOK
\e[0m 0.02
19145 cic:/Rocq/SUBST/SLstar_bpar_SLstar/slbpsl_context_env_t.con
\e[0;32mOK
\e[0m 0.02
19146 cic:/Rocq/SUBST/SLstar_bpar_SLstar/slbpsl_context_lambda.con
\e[0;32mOK
\e[0m 0.02
19147 cic:/Rocq/SUBST/SLstar_bpar_SLstar/slbpsl_context_lift.con
\e[0;32mOK
\e[0m 0.02
19148 cic:/Rocq/SHUFFLE/Gilbreath/Case1.con
\e[0;32mOK
\e[0m 0.03
19149 cic:/Rocq/SHUFFLE/Gilbreath/Case2.con
\e[0;32mOK
\e[0m 0.03
19150 cic:/Rocq/SHUFFLE/Gilbreath/Opp_uv.con
\e[0;32mOK
\e[0m 0.01
19151 cic:/Rocq/SCHROEDER/Schroeder/J_dans_FJ.con
\e[0;32mOK
\e[0m 0.02
19152 cic:/Rocq/SCHROEDER/Schroeder/h.ind
\e[0;32mOK
\e[0m 0.01
19153 cic:/Rocq/PARADOXES/Reynolds1/G0.con
\e[0;32mOK
\e[0m 0.01
19154 cic:/Rocq/PARADOXES/Reynolds1/INTER.con
\e[0;32mOK
\e[0m 0.01
19155 cic:/Rocq/PARADOXES/Reynolds1/f0.con
\e[0;32mOK
\e[0m 0.01
19156 cic:/Rocq/PARADOXES/Reynolds1/inter.con
\e[0;32mOK
\e[0m 0.01
19157 cic:/Rocq/PARADOXES/Reynolds1/per_E0.con
\e[0;32mOK
\e[0m 0.01
19158 cic:/Rocq/PARADOXES/Hurkens_Set/not_EM_set_neg.con
\e[0;32mOK
\e[0m 0.01
19159 cic:/Rocq/PARADOXES/BuraliForti/Omega_refl.con
\e[0;32mOK
\e[0m 0.01
19160 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fnf2.con
\e[0;32mOK
\e[0m 0.02
19161 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fnt1.con
\e[0;32mOK
\e[0m 0.02
19162 cic:/Rocq/LAMBDA/Test/le_lt.con
\e[0;32mOK
\e[0m 0.02
19163 cic:/Rocq/LAMBDA/Terms/lift_rec.con
\e[0;32mOK
\e[0m 0.01
19164 cic:/Rocq/LAMBDA/Substitution/lift_rec_r.con
\e[0;32mOK
\e[0m 0.01
19165 cic:/Rocq/HIGMAN/Higman/Mincex.con
\e[0;32mOK
\e[0m 0.01
19166 cic:/Rocq/HIGMAN/Higman/eqgn_Minbadns.con
\e[0;32mOK
\e[0m 0.02
19167 cic:/Rocq/HIGMAN/Higman/little_inf_A0_or_inf_A1.con
\e[0;32mOK
\e[0m 0.01
19168 cic:/Rocq/HIGMAN/Higman/lt_connected.con
\e[0;32mOK
\e[0m 0.01
19169 cic:/Rocq/HIGMAN/Higman/lt_minus.con
\e[0;32mOK
\e[0m 0.01
19170 cic:/Rocq/HIGMAN/Higman/wfi_slexn.con
\e[0;32mOK
\e[0m 0.08
19171 cic:/Rocq/GRAPHS/cgraph/CGS_solve_1.con
\e[0;32mOK
\e[0m 0.01
19172 cic:/Rocq/GRAPHS/cgraph/CGSnot_complete.con
\e[0;32mOK
\e[0m 0.05
19173 cic:/Rocq/GRAPHS/cgraph/CGSnot_correct.con
\e[0;32mOK
\e[0m 0.03
19174 cic:/Rocq/GRAPHS/cgraph/CG_add_card_le.con
\e[0;32mOK
\e[0m 0.02
19175 cic:/Rocq/GRAPHS/cgraph/CG_leq.con
\e[0;32mOK
\e[0m 0.01
19176 cic:/Rocq/GRAPHS/cgraph/CG_path_ind.con
\e[0;32mOK
\e[0m 0.01
19177 cic:/Rocq/GRAPHS/cgraph/CG_path_rec.con
\e[0;32mOK
\e[0m 0.01
19178 cic:/Rocq/GRAPHS/cgraph/CG_standard_rho.con
\e[0;32mOK
\e[0m 0.01
19179 cic:/Rocq/GRAPHS/cgraph/CGanchored_then_consistent.con
\e[0;32mOK
\e[0m 0.01
19180 cic:/Rocq/GRAPHS/cgraph/CGconsistent_then_anchored.con
\e[0;32mOK
\e[0m 0.02
19181 cic:/Rocq/GRAPHS/cgraph/Ddmin_le_4.con
\e[0;32mOK
\e[0m 0.01
19182 cic:/Rocq/GRAPHS/cgraph/Dle_lt_2.con
\e[0;32mOK
\e[0m 0.02
19183 cic:/Rocq/GRAPHS/cgraph/Dnotle_plus_mono_1.con
\e[0;32mOK
\e[0m 0.02
19184 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_dist_d_1.con
\e[0;32mOK
\e[0m 0.02
19185 cic:/Rocq/GRAPHS/cgraph/all_min_le_1.con
\e[0;32mOK
\e[0m 0.07
19186 cic:/Rocq/GRAPHS/cgraph/ConstraintGraphs/CGDist/CGConsistent/P.var
\e[0;32mOK
\e[0m 0.01
19187 cic:/Rocq/COMPILER/Mini_ML/compilation_id_ind.con
\e[0;31mFAIL
\e[0m
19188 cic:/Rocq/COMPILER/Mini_ML/compilation_id_rec.con
\e[0;31mFAIL
\e[0m
19189 cic:/Rocq/COMPILER/Mini_ML/compilation_ind.con
\e[0;31mFAIL
\e[0m
19190 cic:/Rocq/COMPILER/Mini_ML/compilation_rec.con
\e[0;31mFAIL
\e[0m
19191 cic:/Rocq/COC/Types/ins_in_env.ind
\e[0;32mOK
\e[0m 0.02
19192 cic:/Rocq/COC/Termes/lift.con
\e[0;32mOK
\e[0m 0.01
19193 cic:/Rocq/COC/Termes/lift_rec0.con
\e[0;32mOK
\e[0m 0.02
19194 cic:/Rocq/COC/Termes/mem_sort_lift.con
\e[0;32mOK
\e[0m 0.14
19195 cic:/Rocq/COC/Names/find_free_var.con
\e[0;32mOK
\e[0m 0.03
19196 cic:/Rocq/COC/Ered/mem_sort2_lift.con
\e[0;32mOK
\e[0m 0.12
19197 cic:/Rocq/COC/Class/cl_term_lift.con
\e[0;32mOK
\e[0m 0.08
19198 cic:/Rocq/ARITH/ZChinese/rings/div_opp.con
\e[0;32mOK
\e[0m 0.07
19199 cic:/Rocq/ARITH/ZChinese/rings/mult_opp_opp.con
\e[0;32mOK
\e[0m 0.04
19200 cic:/Rocq/ARITH/ZChinese/rings/simplification_integrity.con
\e[0;32mOK
\e[0m 0.08
19201 cic:/Rocq/ARITH/ZChinese/Zgcd/P.con
\e[0;32mOK
\e[0m 0.01
19202 cic:/Rocq/ARITH/ZChinese/Zgcd/positive_is_gcdZ.con
\e[0;32mOK
\e[0m 0.01
19203 cic:/Rocq/ARITH/Chinese/rings/div_opp.con
\e[0;32mOK
\e[0m 0.07
19204 cic:/Rocq/ARITH/Chinese/rings/mult_opp_opp.con
\e[0;32mOK
\e[0m 0.04
19205 cic:/Rocq/ARITH/Chinese/rings/simplification_integrity.con
\e[0;32mOK
\e[0m 0.07
19206 cic:/Rocq/ARITH/Chinese/Zmult/multZ_eq1.con
\e[0;32mOK
\e[0m 0.01
19207 cic:/Rocq/ARITH/Chinese/Zmult/multZ_eq2.con
\e[0;32mOK
\e[0m 0.01
19208 cic:/Rocq/ARITH/Chinese/Zmult/multZ_eq3.con
\e[0;32mOK
\e[0m 0.01
19209 cic:/Rocq/ARITH/Chinese/Zmult/multZ_eq4.con
\e[0;32mOK
\e[0m 0.01
19210 cic:/Rocq/ARITH/Chinese/Zmult/multZ_eq5.con
\e[0;32mOK
\e[0m 0.01
19211 cic:/Rocq/ARITH/Chinese/Zle/leZ_antisymmetric.con
\e[0;32mOK
\e[0m 0.02
19212 cic:/Rocq/ARITH/Chinese/Zgcd/congruentZ.con
\e[0;32mOK
\e[0m 0.01
19213 cic:/Rocq/ARITH/Chinese/Zdiv/is_diveuclZ.con
\e[0;32mOK
\e[0m 0.01
19214 cic:/Rocq/ARITH/Chinese/Zadd/addZ_associativity.con
\e[0;32mOK
\e[0m 0.02
19215 cic:/Rocq/ARITH/Chinese/Zadd/add_OZ.con
\e[0;32mOK
\e[0m 0.01
19216 cic:/Rocq/ARITH/Chinese/Zadd/pred_addZ_r.con
\e[0;32mOK
\e[0m 0.02
19217 cic:/Rocq/ARITH/Chinese/Zadd/succ_addZ_r.con
\e[0;32mOK
\e[0m 0.02
19218 cic:/Rocq/ARITH/Chinese/Zadd/tech_add_neg_negZ.con
\e[0;32mOK
\e[0m 0.01
19219 cic:/Rocq/ARITH/Chinese/Zadd/tech_add_pos_posZ.con
\e[0;32mOK
\e[0m 0.01
19220 cic:/Rocq/ALGEBRA/SETOID/SetoidPROD/Sprod.ind
\e[0;32mOK
\e[0m 0.01
19221 cic:/Rocq/ALGEBRA/SETOID/Setoid/Equal.con
\e[0;32mOK
\e[0m 0.01
19222 cic:/Rocq/ALGEBRA/SETOID/Setoid/Prf_PER.con
\e[0;32mOK
\e[0m 0.01
19223 cic:/Rocq/ALGEBRA/SETOID/Setoid/Setoid_ind.con
\e[0;32mOK
\e[0m 0.01
19224 cic:/Rocq/ALGEBRA/SETOID/Setoid/Setoid_rec.con
\e[0;32mOK
\e[0m 0.01
19225 cic:/Rocq/ALGEBRA/SETOID/Setoid/Total.con
\e[0;32mOK
\e[0m 0.01
19226 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/monoid_laws/e.var
\e[0;32mOK
\e[0m 0.01
19227 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/Tlist.ind
\e[0;32mOK
\e[0m 0.00
19228 cic:/Rocq/ALGEBRA/SETOID/Map2/fun2_to_map2/f.var
\e[0;32mOK
\e[0m 0.00
19229 cic:/Rocq/ALGEBRA/SETOID/Map/Id_fun.con
\e[0;32mOK
\e[0m 0.01
19230 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Equal''.con
\e[0;32mOK
\e[0m 0.01
19231 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Setoid''_ind.con
\e[0;32mOK
\e[0m 0.01
19232 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Setoid''_rec.con
\e[0;32mOK
\e[0m 0.01
19233 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/fun2_to_map2''/f.var
\e[0;32mOK
\e[0m 0.00
19234 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/composition_to_operator''/Cfun.var
\e[0;32mOK
\e[0m 0.01
19235 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/cat''/Id''.var
\e[0;32mOK
\e[0m 0.01
19236 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/Comp_PULB_mor.con
\e[0;32mOK
\e[0m 0.02
19237 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Equal'.con
\e[0;32mOK
\e[0m 0.01
19238 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Setoid'_ind.con
\e[0;32mOK
\e[0m 0.01
19239 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Setoid'_rec.con
\e[0;32mOK
\e[0m 0.01
19240 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/fun2_to_map2'/f.var
\e[0;32mOK
\e[0m 0.00
19241 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/composition_to_operator'/Cfun.var
\e[0;32mOK
\e[0m 0.00
19242 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/cat'/Id'.var
\e[0;32mOK
\e[0m 0.00
19243 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/Comp_One_mor.con
\e[0;32mOK
\e[0m 0.01
19244 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/Id_One.con
\e[0;32mOK
\e[0m 0.01
19245 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/composition_to_operator/Cfun.var
\e[0;32mOK
\e[0m 0.00
19246 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/cat/Id.var
\e[0;32mOK
\e[0m 0.00
19247 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Terminal/To_Single_fun.con
\e[0;32mOK
\e[0m 0.01
19248 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/verif_expo/set_lambda_def/set_lambda_fun_def/set_lambda_fun1_def/c.var
\e[0;32mOK
\e[0m 0.01
19249 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SETProperty/set_epic_monic/map_const_fun/a.var
\e[0;32mOK
\e[0m 0.00
19250 cic:/Paris/ZF/src/applications/comp.con
\e[0;32mOK
\e[0m 0.01
19251 cic:/Paris/ZF/src/applications/comp2.con
\e[0;32mOK
\e[0m 0.01
19252 cic:/Paris/ZF/src/applications/fun_img_directe.con
\e[0;32mOK
\e[0m 0.01
19253 cic:/Paris/ZF/src/applications/fun_img_inverse.con
\e[0;32mOK
\e[0m 0.01
19254 cic:/Paris/ZF/src/applications/lem_App.con
\e[0;32mOK
\e[0m 0.02
19255 cic:/Paris/ZF/src/applications/lem_App_rev.con
\e[0;32mOK
\e[0m 0.02
19256 cic:/Paris/ZF/src/applications/lem_bij_is_inj.con
\e[0;32mOK
\e[0m 0.02
19257 cic:/Paris/ZF/src/applications/lem_bij_is_surj.con
\e[0;32mOK
\e[0m 0.02
19258 cic:/Paris/ZF/src/applications/lem_bij_to_sig.con
\e[0;32mOK
\e[0m 0.02
19259 cic:/Paris/ZF/src/applications/lem_eval_propertie.con
\e[0;32mOK
\e[0m 0.05
19260 cic:/Paris/ZF/src/applications/lem_fun_inj_dom_img_is_bij.con
\e[0;32mOK
\e[0m 0.03
19261 cic:/Paris/ZF/src/applications/lem_fun_sig_dom.con
\e[0;32mOK
\e[0m 0.01
19262 cic:/Paris/ZF/src/applications/lem_fun_sig_img.con
\e[0;32mOK
\e[0m 0.01
19263 cic:/Paris/ZF/src/applications/lem_fun_sig_is_fun.con
\e[0;32mOK
\e[0m 0.01
19264 cic:/Paris/ZF/src/applications/lem_fun_vide_sig.con
\e[0;32mOK
\e[0m 0.01
19265 cic:/Paris/ZF/src/applications/lem_index_prop.con
\e[0;32mOK
\e[0m 0.02
19266 cic:/Paris/ZF/src/applications/lem_inj_surj_is_bij.con
\e[0;32mOK
\e[0m 0.03
19267 cic:/Paris/ZF/src/applications/lem_inj_to_sig.con
\e[0;32mOK
\e[0m 0.02
19268 cic:/Paris/ZF/src/applications/lem_surj_to_sig.con
\e[0;32mOK
\e[0m 0.01
19269 cic:/Paris/ZF/src/applications/lem_xyinf_yxinrecipf.con
\e[0;32mOK
\e[0m 0.04
19270 cic:/Paris/ZF/src/applications/produit.con
\e[0;32mOK
\e[0m 0.01
19271 cic:/Paris/ZF/src/ZFrelations/equiv_fun.con
\e[0;32mOK
\e[0m 0.01
19272 cic:/Paris/ZF/src/ZFrelations/equivalence.con
\e[0;32mOK
\e[0m 0.01
19273 cic:/Paris/ZF/src/ZFrelations/lem_irrefl_not_refl.con
\e[0;32mOK
\e[0m 0.04
19274 cic:/Paris/ZF/src/ZFrelations/lem_irrefl_trans_so_antisym.con
\e[0;32mOK
\e[0m 0.04
19275 cic:/Paris/ZF/src/ZFrelations/lem_refl_dom_inc_img.con
\e[0;32mOK
\e[0m 0.03
19276 cic:/Paris/ZF/src/ZFrelations/lem_refl_not_irrefl.con
\e[0;32mOK
\e[0m 0.04
19277 cic:/Paris/ZF/src/ZFrelations/lem_rel_inter_Img.con
\e[0;32mOK
\e[0m 0.07
19278 cic:/Paris/ZF/src/ZFrelations/lem_rel_inter_dom.con
\e[0;32mOK
\e[0m 0.07
19279 cic:/Paris/ZF/src/ZFrelations/lem_rel_inv_Img.con
\e[0;32mOK
\e[0m 0.17
19280 cic:/Paris/ZF/src/ZFrelations/lem_rel_inv_dom.con
\e[0;32mOK
\e[0m 0.16
19281 cic:/Paris/ZF/src/ZFrelations/lem_rel_prod_Img.con
\e[0;32mOK
\e[0m 0.09
19282 cic:/Paris/ZF/src/ZFrelations/lem_rel_prod_assoc.con
\e[0;32mOK
\e[0m 0.58
19283 cic:/Paris/ZF/src/ZFrelations/lem_rel_prod_dom.con
\e[0;32mOK
\e[0m 0.09
19284 cic:/Paris/ZF/src/ZFrelations/lem_rel_union_Img.con
\e[0;32mOK
\e[0m 0.29
19285 cic:/Paris/ZF/src/ZFrelations/lem_rel_union_dom.con
\e[0;32mOK
\e[0m 0.30
19286 cic:/Orsay/QArith/QArith_base/Qeq_dec.con
\e[0;32mOK
\e[0m 0.02
19287 cic:/Orsay/MiniCompiler/compiler/Si.con
\e[0;32mOK
\e[0m 0.01
19288 cic:/Orsay/Maths/prime/prime.ind
\e[0;32mOK
\e[0m 0.01
19289 cic:/Orsay/Maths/gcd/Euclid_rect.con
\e[0;32mOK
\e[0m 0.01
19290 cic:/Orsay/Maths/gcd/gcd_ind.con
\e[0;32mOK
\e[0m 0.01
19291 cic:/Orsay/Maths/gcd/gcd_rec.con
\e[0;32mOK
\e[0m 0.01
19292 cic:/Orsay/ExactRealArithmetic/definition/multiplication_reelc.con
\e[0;32mOK
\e[0m 0.01
19293 cic:/Orsay/ExactRealArithmetic/Zind_complements/Zind_le.con
\e[0;32mOK
\e[0m 0.01
19294 cic:/Orsay/ExactRealArithmetic/Zind_complements/Zind_le_ZERO.con
\e[0;32mOK
\e[0m 0.01
19295 cic:/Orsay/ExactRealArithmetic/Zdec_complements/Zabs_Zle_1.con
\e[0;32mOK
\e[0m 0.01
19296 cic:/Orsay/ExactRealArithmetic/Zdec_complements/Zabs_Zle_2.con
\e[0;32mOK
\e[0m 0.02
19297 cic:/Orsay/ExactRealArithmetic/Rlog/Rlog_powerRZ.con
\e[0;32mOK
\e[0m 0.01
19298 cic:/Orsay/ExactRealArithmetic/Rind_complements/Rind_eq_or.con
\e[0;32mOK
\e[0m 0.02
19299 cic:/Orsay/ExactRealArithmetic/Racine/Int_part_interval.con
\e[0;32mOK
\e[0m 0.01
19300 cic:/Orsay/ExactRealArithmetic/Axiomes/msd_c_ter.con
\e[0;32mOK
\e[0m 0.01
19301 cic:/Nijmegen/QArith/sqrt2/lt_neq.con
\e[0;32mOK
\e[0m 0.01
19302 cic:/Nijmegen/QArith/quadratic_correctness/spec_Qquadratic_Qpositive_to_Q.con
\e[0;32mOK
\e[0m 0.01
19303 cic:/Nijmegen/QArith/quadratic_correctness/spec_Qquadratic_Qpositive_to_Qpositive2.con
\e[0;32mOK
\e[0m 0.01
19304 cic:/Nijmegen/QArith/quadratic_correctness/spec_q.con
\e[0;32mOK
\e[0m 0.01
19305 cic:/Nijmegen/QArith/positive_fraction_encoding/fractionalAcc_ind.con
\e[0;32mOK
\e[0m 0.02
19306 cic:/Nijmegen/QArith/positive_fraction_encoding/fractionalAcc_ind_dep.con
\e[0;32mOK
\e[0m 0.03
19307 cic:/Nijmegen/QArith/positive_fraction_encoding/fractionalacc_0.con
\e[0;32mOK
\e[0m 0.01
19308 cic:/Nijmegen/QArith/homographic_correctness/Qhomographic_sg_denom_nonzero_correct_1_subproof0.con
\e[0;32mOK
\e[0m 0.01
19309 cic:/Nijmegen/QArith/homographic_correctness/homographicAcc_positive_subproof5.con
\e[0;32mOK
\e[0m 0.01
19310 cic:/Nijmegen/QArith/homographic_correctness/homographicAcc_positive_subproof6.con
\e[0;32mOK
\e[0m 0.01
19311 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof45.con
\e[0;32mOK
\e[0m 0.01
19312 cic:/Nijmegen/QArith/homographic_correctness/spec_Qhomographic_Qpositive_to_Q.con
\e[0;32mOK
\e[0m 0.01
19313 cic:/Nijmegen/QArith/homographic_correctness/spec_h.con
\e[0;32mOK
\e[0m 0.01
19314 cic:/Nijmegen/QArith/homographic_correctness/spec_ni.con
\e[0;32mOK
\e[0m 0.01
19315 cic:/Nijmegen/QArith/homographic_correctness/spec_ni2.con
\e[0;32mOK
\e[0m 0.01
19316 cic:/Nijmegen/QArith/general_Q/Q_tail_Qplus_neg_subproof.con
\e[0;32mOK
\e[0m 0.11
19317 cic:/Nijmegen/QArith/general_Q/Q_tail_Qplus_pos_subproof.con
\e[0;32mOK
\e[0m 0.12
19318 cic:/Nijmegen/QArith/general_Q/Qle_lt_eq_dec.con
\e[0;32mOK
\e[0m 0.02
19319 cic:/Nijmegen/QArith/general_Q/Qlt_plus_pos_pos_subproof.con
\e[0;32mOK
\e[0m 0.09
19320 cic:/Nijmegen/QArith/general_Q/Qmult_Z_plus_Z_dL_subproof_subproof.con
\e[0;32mOK
\e[0m 0.01
19321 cic:/Nijmegen/QArith/Zaux/Zeven_S.con
\e[0;32mOK
\e[0m 0.01
19322 cic:/Nijmegen/QArith/Zaux/Zeven_pred.con
\e[0;32mOK
\e[0m 0.01
19323 cic:/Nijmegen/QArith/Zaux/Zle_neq_Zlt.con
\e[0;32mOK
\e[0m 0.01
19324 cic:/Nijmegen/QArith/Zaux/Zlt_opp.con
\e[0;32mOK
\e[0m 0.01
19325 cic:/Nijmegen/QArith/Zaux/absolu_1.con
\e[0;32mOK
\e[0m 0.03
19326 cic:/Nijmegen/QArith/Zaux/absolu_plus.con
\e[0;32mOK
\e[0m 0.02
19327 cic:/Nijmegen/QArith/Zaux/absolu_pred_nat.con
\e[0;32mOK
\e[0m 0.01
19328 cic:/Nijmegen/QArith/Zaux/eq_inj.con
\e[0;32mOK
\e[0m 0.32
19329 cic:/Nijmegen/QArith/Zaux/not_Zle_lt.con
\e[0;32mOK
\e[0m 0.01
19330 cic:/Nijmegen/QArith/Zaux/not_Zlt.con
\e[0;32mOK
\e[0m 0.01
19331 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_1.con
\e[0;32mOK
\e[0m 0.01
19332 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_10.con
\e[0;32mOK
\e[0m 0.01
19333 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_2.con
\e[0;32mOK
\e[0m 0.01
19334 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_3.con
\e[0;32mOK
\e[0m 0.01
19335 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_4.con
\e[0;32mOK
\e[0m 0.01
19336 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_5.con
\e[0;32mOK
\e[0m 0.03
19337 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_6.con
\e[0;32mOK
\e[0m 0.01
19338 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_7.con
\e[0;32mOK
\e[0m 0.01
19339 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_8.con
\e[0;32mOK
\e[0m 0.01
19340 cic:/Nijmegen/QArith/Qquadratic_sign_properties/outside_square_9.con
\e[0;32mOK
\e[0m 0.01
19341 cic:/Nijmegen/QArith/Qquadratic_sign_properties/same_ratio_dec_inf.con
\e[0;32mOK
\e[0m 0.09
19342 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sg_denom_nonzero_ind.con
\e[0;32mOK
\e[0m 0.12
19343 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sg_denom_nonzero_inv_dep.con
\e[0;32mOK
\e[0m 0.12
19344 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_signok_1.con
\e[0;32mOK
\e[0m 0.12
19345 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_signok_2.con
\e[0;32mOK
\e[0m 0.12
19346 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_signok_3.con
\e[0;32mOK
\e[0m 0.12
19347 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_signok_4.con
\e[0;32mOK
\e[0m 0.12
19348 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Z8_eq_is_equality.con
\e[0;32mOK
\e[0m 0.01
19349 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Z8_lt_is_well_def_rht.con
\e[0;32mOK
\e[0m 1.21
19350 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadraticAcc.ind
\e[0;32mOK
\e[0m 0.64
19351 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_denom_nonzero.ind
\e[0;32mOK
\e[0m 0.29
19352 cic:/Nijmegen/QArith/Qpositive_sub/le_minus_right.con
\e[0;32mOK
\e[0m 0.02
19353 cic:/Nijmegen/QArith/Qpositive/Qpositive_c_unfold2.con
\e[0;32mOK
\e[0m 0.01
19354 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z4_eq_is_equality.con
\e[0;32mOK
\e[0m 0.01
19355 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z4_lt_is_well_def_rht.con
\e[0;32mOK
\e[0m 0.15
19356 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/bin_lt_is_irreflexive.con
\e[0;32mOK
\e[0m 0.01
19357 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/bin_lt_is_wf.con
\e[0;32mOK
\e[0m 0.01
19358 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/homographicAcc_ind.con
\e[0;32mOK
\e[0m 0.07
19359 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/homographicAcc_ind_dep.con
\e[0;32mOK
\e[0m 0.08
19360 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/homographicacc_0_denom_subproof.con
\e[0;32mOK
\e[0m 0.07
19361 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/homographicacc_0_num_subproof.con
\e[0;32mOK
\e[0m 0.07
19362 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/homographicacc_1.con
\e[0;32mOK
\e[0m 0.04
19363 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/homographicacc_2.con
\e[0;32mOK
\e[0m 0.02
19364 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/homographicacc_3'.con
\e[0;32mOK
\e[0m 0.02
19365 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/homographicacc_3.con
\e[0;32mOK
\e[0m 0.02
19366 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_denom_nonzero_0_subproof.con
\e[0;32mOK
\e[0m 0.03
19367 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_denom_nonzero_1_subproof.con
\e[0;32mOK
\e[0m 0.03
19368 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_denom_nonzero_2_subproof.con
\e[0;32mOK
\e[0m 0.03
19369 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_denom_nonzero_ind.con
\e[0;32mOK
\e[0m 0.01
19370 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_sg_denom_nonzero_nonzero.con
\e[0;32mOK
\e[0m 0.01
19371 cic:/Nijmegen/QArith/Q_order/Qminus.con
\e[0;32mOK
\e[0m 0.01
19372 cic:/Nijmegen/QArith/Q_order/Qplus_zero_left.con
\e[0;32mOK
\e[0m 0.01
19373 cic:/Nijmegen/QArith/Q_field/Qplus_zero_left.con
\e[0;32mOK
\e[0m 0.01
19374 cic:/Nijmegen/QArith/Merge_Order/merge_le.con
\e[0;32mOK
\e[0m 0.01
19375 cic:/Nijmegen/QArith/Merge_Order/merge_lt_wf.con
\e[0;32mOK
\e[0m 0.08
19376 cic:/Nijmegen/Coqoban/Coqoban_engine/microban_1_solution.con
\e[0;32mOK
\e[0m 0.18
19377 cic:/Nijmegen/Coqoban/Coqoban_engine/solution'_b.con
\e[0;32mOK
\e[0m 0.07
19378 cic:/Nijmegen/Coqoban/Coqoban_engine/solvable_ind.con
\e[0;32mOK
\e[0m 0.01
19379 cic:/Nancy/FOUnify/term_unif/DIFFELNB_st_inclv_le_S.con
\e[0;32mOK
\e[0m 0.03
19380 cic:/Nancy/FOUnify/term_unif/IS_IN_SUB.con
\e[0;32mOK
\e[0m 0.03
19381 cic:/Nancy/FOUnify/term_unif/Unification.ind
\e[0;32mOK
\e[0m 0.01
19382 cic:/Nancy/FOUnify/term_unif/clos_DIFFELNBO.con
\e[0;32mOK
\e[0m 0.01
19383 cic:/Nancy/FOUnify/term_unif/dom_decP.con
\e[0;32mOK
\e[0m 0.01
19384 cic:/Nancy/FOUnify/term_unif/ident_or_not.con
\e[0;32mOK
\e[0m 0.03
19385 cic:/Nancy/FOUnify/term_unif/ident_or_notS.con
\e[0;32mOK
\e[0m 0.04
19386 cic:/Nancy/FOUnify/term_unif/inclv_le.con
\e[0;32mOK
\e[0m 0.02
19387 cic:/Nancy/FOUnify/term_unif/n_dom.con
\e[0;32mOK
\e[0m 0.01
19388 cic:/Nancy/FOUnify/term_unif/range_n_dom_idempotent.con
\e[0;32mOK
\e[0m 0.01
19389 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/term_ind.con
\e[0;32mOK
\e[0m 0.01
19390 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/term_rec.con
\e[0;32mOK
\e[0m 0.01
19391 cic:/Nancy/FOUnify/nat_complements/ind_leS.con
\e[0;32mOK
\e[0m 0.01
19392 cic:/Nancy/FOUnify/nat_complements/le_S_eqS.con
\e[0;32mOK
\e[0m 0.02
19393 cic:/Nancy/FOUnify/nat_complements/le_decS.con
\e[0;32mOK
\e[0m 0.01
19394 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/term_subst_rect.con
\e[0;32mOK
\e[0m 0.01
19395 cic:/Muenchen/Higman/Higman2/bar_ind.con
\e[0;32mOK
\e[0m 0.01
19396 cic:/Muenchen/Higman/Higman2/bar_rec.con
\e[0;32mOK
\e[0m 0.01
19397 cic:/Muenchen/Higman/Higman2/good_idx.con
\e[0;32mOK
\e[0m 0.08
19398 cic:/Muenchen/Higman/Higman2/lemma3'.con
\e[0;32mOK
\e[0m 0.06
19399 cic:/Muenchen/Higman/Higman/bar_ind.con
\e[0;32mOK
\e[0m 0.01
19400 cic:/Muenchen/Higman/Higman/bar_rec.con
\e[0;32mOK
\e[0m 0.01
19401 cic:/Muenchen/Higman/Higman/lemma3.con
\e[0;32mOK
\e[0m 0.06
19402 cic:/Montevideo/RailroadCrossing/railroad_crossing/INV_TCG_general.con
\e[0;32mOK
\e[0m 0.22
19403 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial12.con
\e[0;32mOK
\e[0m 0.01
19404 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial17.con
\e[0;32mOK
\e[0m 0.01
19405 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial32.con
\e[0;32mOK
\e[0m 0.03
19406 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial33.con
\e[0;32mOK
\e[0m 0.01
19407 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial34.con
\e[0;32mOK
\e[0m 0.02
19408 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_Inv1.con
\e[0;32mOK
\e[0m 0.20
19409 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_Inv10.con
\e[0;32mOK
\e[0m 0.20
19410 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_Inv12.con
\e[0;32mOK
\e[0m 0.19
19411 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_Inv3.con
\e[0;32mOK
\e[0m 0.19
19412 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_Inv4.con
\e[0;32mOK
\e[0m 0.19
19413 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_Inv5.con
\e[0;32mOK
\e[0m 0.19
19414 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_Inv7.con
\e[0;32mOK
\e[0m 0.20
19415 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_InvInside.con
\e[0;32mOK
\e[0m 0.18
19416 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_InvSc3.con
\e[0;32mOK
\e[0m 0.19
19417 cic:/Montevideo/RailroadCrossing/railroad_crossing/notPosible_T.con
\e[0;32mOK
\e[0m 0.02
19418 cic:/Montevideo/FSSecModel/write/write_rect.con
\e[0;32mOK
\e[0m 0.01
19419 cic:/Montevideo/FSSecModel/unlink/Unlink/t.var
\e[0;32mOK
\e[0m 0.01
19420 cic:/Montevideo/FSSecModel/stat/stat.ind
\e[0;32mOK
\e[0m 0.07
19421 cic:/Montevideo/FSSecModel/sscstat/sscstat_ind.con
\e[0;32mOK
\e[0m 0.01
19422 cic:/Montevideo/FSSecModel/sscstat/sscstat_rec.con
\e[0;32mOK
\e[0m 0.01
19423 cic:/Montevideo/FSSecModel/rmdir/Rmdir/t.var
\e[0;32mOK
\e[0m 0.01
19424 cic:/Montevideo/FSSecModel/readdir/readdir_rect.con
\e[0;32mOK
\e[0m 0.02
19425 cic:/Montevideo/FSSecModel/read/read_rect.con
\e[0;32mOK
\e[0m 0.02
19426 cic:/Montevideo/FSSecModel/owner_close/Owner_Close/t.var
\e[0;32mOK
\e[0m 0.01
19427 cic:/Montevideo/FSSecModel/oscstat/oscstat.ind
\e[0;32mOK
\e[0m 0.07
19428 cic:/Montevideo/FSSecModel/open/Open/t.var
\e[0;32mOK
\e[0m 0.01
19429 cic:/Montevideo/FSSecModel/mkdir/mkdir_acl.con
\e[0;32mOK
\e[0m 0.01
19430 cic:/Montevideo/FSSecModel/delUsrGrpFromAcl/delUsrGrpFromAcl_acl.con
\e[0;32mOK
\e[0m 0.01
19431 cic:/Montevideo/FSSecModel/create/create_acl.con
\e[0;32mOK
\e[0m 0.01
19432 cic:/Montevideo/FSSecModel/close/Close/t.var
\e[0;32mOK
\e[0m 0.01
19433 cic:/Montevideo/FSSecModel/chsubsc/chsubsc.ind
\e[0;32mOK
\e[0m 0.03
19434 cic:/Montevideo/FSSecModel/chown/chown_acl.con
\e[0;32mOK
\e[0m 0.01
19435 cic:/Montevideo/FSSecModel/chobjsc/Chobjsc/t.var
\e[0;32mOK
\e[0m 0.01
19436 cic:/Montevideo/FSSecModel/chmod/Chmod/NEW.var
\e[0;32mOK
\e[0m 0.01
19437 cic:/Montevideo/FSSecModel/addUsrGrpToAcl/addUsrGrpToAcl_acl.con
\e[0;32mOK
\e[0m 0.01
19438 cic:/Montevideo/FSSecModel/aclstat/aclstat.ind
\e[0;32mOK
\e[0m 0.07
19439 cic:/Montevideo/FSSecModel/ModelProperties/ControlProperty.con
\e[0;32mOK
\e[0m 0.01
19440 cic:/Montevideo/FSSecModel/ModelProperties/DACCtrlAttrHaveChanged_ind.con
\e[0;32mOK
\e[0m 0.01
19441 cic:/Montevideo/FSSecModel/ModelProperties/DACSecureState.con
\e[0;32mOK
\e[0m 0.01
19442 cic:/Montevideo/FSSecModel/ModelProperties/MACObjCtrlAttrHaveChanged_ind.con
\e[0;32mOK
\e[0m 0.01
19443 cic:/Montevideo/FSSecModel/DACandMAC/ExecuterIsOwner_ind.con
\e[0;32mOK
\e[0m 0.01
19444 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Chobjsc_Corr.con
\e[0;32mOK
\e[0m 0.05
19445 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Chsubsc_Corr.con
\e[0;32mOK
\e[0m 0.05
19446 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Close_smCorr.con
\e[0;32mOK
\e[0m 0.16
19447 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Close_smCorr2.con
\e[0;32mOK
\e[0m 0.18
19448 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Close_smCorr3.con
\e[0;32mOK
\e[0m 0.03
19449 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/EqfOSC1.con
\e[0;32mOK
\e[0m 0.04
19450 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/EqfOSC2.con
\e[0;32mOK
\e[0m 0.04
19451 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/EqfOSC3.con
\e[0;32mOK
\e[0m 0.02
19452 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/EqfOSC4.con
\e[0;32mOK
\e[0m 0.04
19453 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/EqfOSC6.con
\e[0;32mOK
\e[0m 0.02
19454 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/EqfOSC7.con
\e[0;32mOK
\e[0m 0.04
19455 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Eqfacl3.con
\e[0;32mOK
\e[0m 0.02
19456 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Eqfacl4.con
\e[0;32mOK
\e[0m 0.04
19457 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Eqfacl5.con
\e[0;32mOK
\e[0m 0.04
19458 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Eqfsecmat1.con
\e[0;32mOK
\e[0m 0.11
19459 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Eqfsecmat2.con
\e[0;32mOK
\e[0m 0.10
19460 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Eqfsecmat3.con
\e[0;32mOK
\e[0m 0.06
19461 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/NoDACChange.con
\e[0;32mOK
\e[0m 0.17
19462 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/NoMACObjChange.con
\e[0;32mOK
\e[0m 0.04
19463 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/NoMACSubChange2.con
\e[0;32mOK
\e[0m 0.01
19464 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Open_smCorr21.con
\e[0;32mOK
\e[0m 0.06
19465 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Open_smCorr22.con
\e[0;32mOK
\e[0m 0.06
19466 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Open_smCorr3.con
\e[0;32mOK
\e[0m 0.10
19467 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Open_smCorr31.con
\e[0;32mOK
\e[0m 0.05
19468 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Open_smCorr32.con
\e[0;32mOK
\e[0m 0.05
19469 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/OwnerClose_smCorr2.con
\e[0;32mOK
\e[0m 0.17
19470 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/OwnerClose_smCorr3.con
\e[0;32mOK
\e[0m 0.03
19471 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/UniqNames.con
\e[0;32mOK
\e[0m 0.11
19472 cic:/Montevideo/CtlTctl/tctl/notPosible_T.con
\e[0;32mOK
\e[0m 0.02
19473 cic:/Montevideo/CtlTctl/ctl/Equiv3.con
\e[0;32mOK
\e[0m 0.09
19474 cic:/Marseille/LTL/safety/always_on_run.con
\e[0;32mOK
\e[0m 0.07
19475 cic:/Marseille/LTL/safety/safety.con
\e[0;32mOK
\e[0m 0.01
19476 cic:/Marseille/LTL/congruence/implies_safe.con
\e[0;32mOK
\e[0m 0.01
19477 cic:/Marseille/GC/safety/safety/no_edge_black_to_white_step.con
\e[0;32mOK
\e[0m 0.15
19478 cic:/Marseille/GC/safety/safety/rt_grey_or_black_step.con
\e[0;32mOK
\e[0m 0.14
19479 cic:/Marseille/GC/safety/safety/sweep_no_greys_step.con
\e[0;32mOK
\e[0m 0.15
19480 cic:/Marseille/GC/safety/nogreyaccnblackn/nogrey_accn_imp_blackn_gccall.con
\e[0;32mOK
\e[0m 0.03
19481 cic:/Marseille/GC/safety/nogreyaccnblackn/nogrey_accn_imp_blackn_gcend.con
\e[0;32mOK
\e[0m 0.01
19482 cic:/Marseille/GC/safety/nogreyaccnblackn/nogrey_accn_imp_blackn_gcstop.con
\e[0;32mOK
\e[0m 0.01
19483 cic:/Marseille/GC/safety/accnotfree/acc_imp_notfree_gcend.con
\e[0;32mOK
\e[0m 0.01
19484 cic:/Marseille/GC/safety/accnotfree/acc_imp_notfree_gcstop.con
\e[0;32mOK
\e[0m 0.01
19485 cic:/Marseille/GC/safety/accnotfree/acc_imp_notfree_marknode.con
\e[0;32mOK
\e[0m 0.01
19486 cic:/Marseille/GC/mesure/white_card/ex_alloc_white.con
\e[0;32mOK
\e[0m 0.01
19487 cic:/Marseille/GC/mesure/white_card/ex_gcend_white.con
\e[0;32mOK
\e[0m 0.01
19488 cic:/Marseille/GC/mesure/white_card/ex_gcfree1_white.con
\e[0;32mOK
\e[0m 0.01
19489 cic:/Marseille/GC/mesure/white_card/ex_gcfree_white.con
\e[0;32mOK
\e[0m 0.01
19490 cic:/Marseille/GC/mesure/white_card/ex_gcstop_white.con
\e[0;32mOK
\e[0m 0.01
19491 cic:/Marseille/GC/mesure/white_card/greynode_card_white.con
\e[0;32mOK
\e[0m 0.06
19492 cic:/Marseille/GC/mesure/white_card/initcol_white.con
\e[0;32mOK
\e[0m 0.07
19493 cic:/Marseille/GC/mesure/unicite_mes/measure_unicity.con
\e[0;32mOK
\e[0m 0.01
19494 cic:/Marseille/GC/mesure/safe_card/init_inv_conj_mes.con
\e[0;32mOK
\e[0m 0.01
19495 cic:/Marseille/GC/mesure/mesure/add_ex_mesure.con
\e[0;32mOK
\e[0m 0.01
19496 cic:/Marseille/GC/mesure/mesure/alloc_mesure.con
\e[0;32mOK
\e[0m 0.01
19497 cic:/Marseille/GC/mesure/mesure/gccall_mesure.con
\e[0;32mOK
\e[0m 0.18
19498 cic:/Marseille/GC/mesure/mesure/gcend_ex_mesure.con
\e[0;32mOK
\e[0m 0.01
19499 cic:/Marseille/GC/mesure/mesure/gcfree1_mesure.con
\e[0;32mOK
\e[0m 0.03
19500 cic:/Marseille/GC/mesure/mesure/gcfree_ex_mesure.con
\e[0;32mOK
\e[0m 0.01
19501 cic:/Marseille/GC/mesure/mesure/gcstop_ex_mesure.con
\e[0;32mOK
\e[0m 0.01
19502 cic:/Marseille/GC/mesure/mesure/marknode_mesure.con
\e[0;32mOK
\e[0m 0.09
19503 cic:/Marseille/GC/mesure/grey_card/ex_alloc_grey.con
\e[0;32mOK
\e[0m 0.01
19504 cic:/Marseille/GC/mesure/grey_card/ex_gcend_grey.con
\e[0;32mOK
\e[0m 0.01
19505 cic:/Marseille/GC/mesure/grey_card/ex_gcfree1_grey.con
\e[0;32mOK
\e[0m 0.01
19506 cic:/Marseille/GC/mesure/grey_card/ex_gcfree_grey.con
\e[0;32mOK
\e[0m 0.01
19507 cic:/Marseille/GC/mesure/grey_card/ex_gcstop_grey.con
\e[0;32mOK
\e[0m 0.01
19508 cic:/Marseille/GC/mesure/grey_card/greynode_card_white.con
\e[0;32mOK
\e[0m 0.06
19509 cic:/Marseille/GC/mesure/black_card/ex_gcend_black.con
\e[0;32mOK
\e[0m 0.01
19510 cic:/Marseille/GC/mesure/black_card/ex_gcfree1_black.con
\e[0;32mOK
\e[0m 0.01
19511 cic:/Marseille/GC/mesure/black_card/ex_gcfree_black.con
\e[0;32mOK
\e[0m 0.01
19512 cic:/Marseille/GC/mesure/black_card/ex_gcstop_black.con
\e[0;32mOK
\e[0m 0.01
19513 cic:/Marseille/GC/logique/LTL/always_on_run.con
\e[0;32mOK
\e[0m 0.04
19514 cic:/Marseille/GC/logique/LTL/safeP_safeQ.con
\e[0;32mOK
\e[0m 0.01
19515 cic:/Marseille/GC/logique/LTL/safeP_safeQ_stream.con
\e[0;32mOK
\e[0m 0.01
19516 cic:/Marseille/GC/logique/LTL/safe_and.con
\e[0;32mOK
\e[0m 0.01
19517 cic:/Marseille/GC/logique/LTL/safe_and_state.con
\e[0;32mOK
\e[0m 0.01
19518 cic:/Marseille/GC/logique/LTL/safety.con
\e[0;32mOK
\e[0m 0.01
19519 cic:/Marseille/GC/liveness/notfree_notacc/addedge_notacces_t.con
\e[0;32mOK
\e[0m 0.01
19520 cic:/Marseille/GC/liveness/notfree_notacc/gcend_notacces_t.con
\e[0;32mOK
\e[0m 0.01
19521 cic:/Marseille/GC/liveness/notfree_notacc/gcstop_notacces_t.con
\e[0;32mOK
\e[0m 0.01
19522 cic:/Marseille/GC/liveness/notfree_notacc/marknode_notacces_t.con
\e[0;32mOK
\e[0m 0.01
19523 cic:/Marseille/GC/liveness/notfree_notacc/removeedge_notacces_t.con
\e[0;32mOK
\e[0m 0.01
19524 cic:/Marseille/GC/liveness/notacc_white_nogrey/add_idem_or_free.con
\e[0;32mOK
\e[0m 0.03
19525 cic:/Marseille/GC/liveness/notacc_white_nogrey/alloc_idem_or_free.con
\e[0;32mOK
\e[0m 0.03
19526 cic:/Marseille/GC/liveness/notacc_white_nogrey/gcend_idem_or_free.con
\e[0;32mOK
\e[0m 0.03
19527 cic:/Marseille/GC/liveness/notacc_white_nogrey/gcstop_idem_or_free.con
\e[0;32mOK
\e[0m 0.03
19528 cic:/Marseille/GC/liveness/notacc_white_nogrey/remove_idem_or_free.con
\e[0;32mOK
\e[0m 0.03
19529 cic:/Marseille/GC/liveness/notacc_white_ancestor/add_notacc_white_reach.con
\e[0;32mOK
\e[0m 0.02
19530 cic:/Marseille/GC/liveness/notacc_white_ancestor/alloc_notacc_white_reach.con
\e[0;32mOK
\e[0m 0.03
19531 cic:/Marseille/GC/liveness/notacc_white_ancestor/gccall_notacc_white_reach.con
\e[0;32mOK
\e[0m 0.06
19532 cic:/Marseille/GC/liveness/notacc_white_ancestor/gcend_notacc_white_reach.con
\e[0;32mOK
\e[0m 0.02
19533 cic:/Marseille/GC/liveness/notacc_white_ancestor/gcfree1_notacc_white_reach.con
\e[0;32mOK
\e[0m 0.04
19534 cic:/Marseille/GC/liveness/notacc_white_ancestor/gcfree_notacc_white_reach.con
\e[0;32mOK
\e[0m 0.04
19535 cic:/Marseille/GC/liveness/notacc_white_ancestor/gcstop_notacc_white_reach.con
\e[0;32mOK
\e[0m 0.03
19536 cic:/Marseille/GC/liveness/notacc_white_ancestor/mark_notacc_white_reach.con
\e[0;32mOK
\e[0m 0.03
19537 cic:/Marseille/GC/liveness/notacc_white_ancestor/remove_notacc_white_reach.con
\e[0;32mOK
\e[0m 0.03
19538 cic:/Marseille/GC/liveness/notacc_init/add_idem_or_init.con
\e[0;32mOK
\e[0m 0.02
19539 cic:/Marseille/GC/liveness/notacc_init/gcend_idem_or_init.con
\e[0;32mOK
\e[0m 0.02
19540 cic:/Marseille/GC/liveness/notacc_init/gcfree1_idem_or_init.con
\e[0;32mOK
\e[0m 0.04
19541 cic:/Marseille/GC/liveness/notacc_init/gcfree_idem_or_init.con
\e[0;32mOK
\e[0m 0.04
19542 cic:/Marseille/GC/liveness/notacc_init/gcstop_idem_or_init.con
\e[0;32mOK
\e[0m 0.02
19543 cic:/Marseille/GC/liveness/notacc_init/remove_idem_or_init.con
\e[0;32mOK
\e[0m 0.02
19544 cic:/Marseille/GC/liveness/notacc_black_nogrey/add_notacc_black_nogrey.con
\e[0;32mOK
\e[0m 0.04
19545 cic:/Marseille/GC/liveness/notacc_black_nogrey/alloc_notacc_black_nogrey.con
\e[0;32mOK
\e[0m 0.02
19546 cic:/Marseille/GC/liveness/notacc_black_nogrey/gccall_notacc_black_nogrey.con
\e[0;32mOK
\e[0m 0.09
19547 cic:/Marseille/GC/liveness/notacc_black_nogrey/gcend_notacc_black_nogrey.con
\e[0;32mOK
\e[0m 0.03
19548 cic:/Marseille/GC/liveness/notacc_black_nogrey/gcfree1_notacc_black_nogrey.con
\e[0;32mOK
\e[0m 0.02
19549 cic:/Marseille/GC/liveness/notacc_black_nogrey/gcfree_notacc_black_nogrey.con
\e[0;32mOK
\e[0m 0.02
19550 cic:/Marseille/GC/liveness/notacc_black_nogrey/gcstop_notacc_black_nogrey.con
\e[0;32mOK
\e[0m 0.02
19551 cic:/Marseille/GC/liveness/notacc_black_nogrey/remove_notacc_black_nogrey.con
\e[0;32mOK
\e[0m 0.02
19552 cic:/Marseille/CCS/Trans_Sys/half_obs_eq_obs_eq1.con
\e[0;31mFAIL
\e[0m
19553 cic:/Marseille/CCS/Trans_Sys/refl_weak_eq1.con
\e[0;31mFAIL
\e[0m
19554 cic:/Marseille/CCS/Trans_Sys/sym_weak_eq1.con
\e[0;31mFAIL
\e[0m
19555 cic:/Marseille/CCS/Trans_Sys/trans_weak_eq1.con
\e[0;31mFAIL
\e[0m
19556 cic:/Lyon/STREAMS/GfpStreams/P_nth_X.con
\e[0;32mOK
\e[0m 0.01
19557 cic:/Lyon/STREAMS/GfpStreams/Q_nth_X.con
\e[0;32mOK
\e[0m 0.01
19558 cic:/Lyon/STREAMS/GfpStreams/tail_plus.con
\e[0;32mOK
\e[0m 0.03
19559 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/tlX.var
\e[0;32mOK
\e[0m 0.01
19560 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/Stream_X/tlSX.var
\e[0;32mOK
\e[0m 0.01
19561 cic:/Lyon/STREAMS/Eratosthene/Eratobuild.con
\e[0;32mOK
\e[0m 0.01
19562 cic:/Lyon/STREAMS/Eratosthene/Filtrebuild.con
\e[0;32mOK
\e[0m 0.01
19563 cic:/Lyon/STREAMS/Eratosthene/Filtrehd.con
\e[0;32mOK
\e[0m 0.01
19564 cic:/Lyon/STREAMS/Eratosthene/Pred.ind
\e[0;32mOK
\e[0m 0.01
19565 cic:/Lyon/STREAMS/Eratosthene/natext_ind.con
\e[0;32mOK
\e[0m 0.01
19566 cic:/Lyon/STREAMS/Eratosthene/natext_rec.con
\e[0;32mOK
\e[0m 0.01
19567 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/State1.con
\e[0;31mFAIL
\e[0m
19568 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/State2.con
\e[0;31mFAIL
\e[0m
19569 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/State3.con
\e[0;31mFAIL
\e[0m
19570 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/State4.con
\e[0;31mFAIL
\e[0m
19571 cic:/Lyon/PROCESSES/ABP/TRACES/Lemmas/State5.con
\e[0;31mFAIL
\e[0m
19572 cic:/Lyon/PROCESSES/ABP/TRACES/Hypotheses/Evt_from_Equity.con
\e[0;31mFAIL
\e[0m
19573 cic:/Lyon/PROCESSES/ABP/BISIMULATION/Correctness/state4.con
\e[0;31mFAIL
\e[0m
19574 cic:/Lyon/IEEE754/IEEE754_def/abstract_compare.con
\e[0;32mOK
\e[0m 0.02
19575 cic:/Lyon/IEEE754/IEEE754_def/abstract_wf.con
\e[0;32mOK
\e[0m 0.01
19576 cic:/Lyon/IEEE754/IEEE754_def/concrete_IEEE_ind.con
\e[0;32mOK
\e[0m 0.01
19577 cic:/Lyon/IEEE754/IEEE754_def/concrete_IEEE_rec.con
\e[0;32mOK
\e[0m 0.01
19578 cic:/Lyon/IEEE754/IEEE754_def/diadic_of_concrete.con
\e[0;32mOK
\e[0m 0.01
19579 cic:/Lyon/IEEE754/Diadic/Deq.con
\e[0;32mOK
\e[0m 0.01
19580 cic:/Lyon/IEEE754/Diadic/Deq_bool.con
\e[0;32mOK
\e[0m 0.01
19581 cic:/Lyon/IEEE754/Diadic/Dge.con
\e[0;32mOK
\e[0m 0.01
19582 cic:/Lyon/IEEE754/Diadic/Dge_bool.con
\e[0;32mOK
\e[0m 0.01
19583 cic:/Lyon/IEEE754/Diadic/Dgt.con
\e[0;32mOK
\e[0m 0.01
19584 cic:/Lyon/IEEE754/Diadic/Dgt_bool.con
\e[0;32mOK
\e[0m 0.01
19585 cic:/Lyon/IEEE754/Diadic/Dle.con
\e[0;32mOK
\e[0m 0.01
19586 cic:/Lyon/IEEE754/Diadic/Dle_bool.con
\e[0;32mOK
\e[0m 0.01
19587 cic:/Lyon/IEEE754/Diadic/Dlt.con
\e[0;32mOK
\e[0m 0.01
19588 cic:/Lyon/IEEE754/Diadic/Dlt_bool.con
\e[0;32mOK
\e[0m 0.01
19589 cic:/Lyon/IEEE754/Diadic/Dminus.con
\e[0;32mOK
\e[0m 0.01
19590 cic:/Lyon/IEEE754/Diadic/Dneq.con
\e[0;32mOK
\e[0m 0.01
19591 cic:/Lyon/IEEE754/Diadic/Dneq_bool.con
\e[0;32mOK
\e[0m 0.01
19592 cic:/Lyon/GRAPHS-BASICS/Paths/P_endx_inv.con
\e[0;32mOK
\e[0m 0.01
19593 cic:/Lyon/GRAPHS-BASICS/Paths/P_endy_inv.con
\e[0;32mOK
\e[0m 0.01
19594 cic:/Lyon/GRAPHS-BASICS/Paths/P_inel_ina.con
\e[0;32mOK
\e[0m 0.03
19595 cic:/Lyon/GRAPHS-BASICS/Paths/P_inxyel_inxvl.con
\e[0;32mOK
\e[0m 0.03
19596 cic:/Lyon/GRAPHS-BASICS/Paths/P_inxyel_inyvl.con
\e[0;32mOK
\e[0m 0.03
19597 cic:/Lyon/GRAPHS-BASICS/Paths/P_iny_vl.con
\e[0;32mOK
\e[0m 0.05
19598 cic:/Lyon/GRAPHS-BASICS/Paths/Path_eq.con
\e[0;32mOK
\e[0m 0.02
19599 cic:/Lyon/GRAPHS-BASICS/Paths/Path_isa_trail.con
\e[0;32mOK
\e[0m 0.01
19600 cic:/Lyon/GRAPHS-BASICS/Paths/Path_last_step.con
\e[0;32mOK
\e[0m 0.07
19601 cic:/Lyon/GRAPHS-BASICS/Paths/Path_subgraph.con
\e[0;32mOK
\e[0m 0.02
19602 cic:/Lyon/GRAPHS-BASICS/Paths/Path_supergraph_arc.con
\e[0;31mFAIL
\e[0m
19603 cic:/Lyon/GRAPHS-BASICS/Paths/Path_supergraph_cons_arc.con
\e[0;32mOK
\e[0m 0.05
19604 cic:/Lyon/GRAPHS-BASICS/Paths/Path_supergraph_cons_vertex.con
\e[0;32mOK
\e[0m 0.03
19605 cic:/Lyon/GRAPHS-BASICS/Paths/Path_supergraph_vertex.con
\e[0;32mOK
\e[0m 0.02
19606 cic:/Lyon/GRAPHS-BASICS/Paths/Trail_eq.con
\e[0;32mOK
\e[0m 0.02
19607 cic:/Lyon/GRAPHS-BASICS/Paths/Trail_isa_walk.con
\e[0;32mOK
\e[0m 0.01
19608 cic:/Lyon/GRAPHS-BASICS/Paths/Trail_subgraph.con
\e[0;32mOK
\e[0m 0.01
19609 cic:/Lyon/GRAPHS-BASICS/Paths/V_extract.con
\e[0;32mOK
\e[0m 0.01
19610 cic:/Lyon/GRAPHS-BASICS/Paths/Walk_append.con
\e[0;32mOK
\e[0m 0.02
19611 cic:/Lyon/GRAPHS-BASICS/Paths/Walk_eq.con
\e[0;32mOK
\e[0m 0.01
19612 cic:/Lyon/GRAPHS-BASICS/Paths/Walk_subgraph.con
\e[0;32mOK
\e[0m 0.01
19613 cic:/Lyon/GRAPHS-BASICS/Graphs/G_a_dec.con
\e[0;31mFAIL
\e[0m
19614 cic:/Lyon/GRAPHS-BASICS/Graphs/G_minus_edge.con
\e[0;31mFAIL
\e[0m
19615 cic:/Lyon/GRAPHS-BASICS/Graphs/G_minus_vertex.con
\e[0;31mFAIL
\e[0m
19616 cic:/Lyon/GRAPHS-BASICS/Edges/E_in.con
\e[0;32mOK
\e[0m 0.01
19617 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_path_isa_trail.con
\e[0;32mOK
\e[0m 0.01
19618 cic:/Lyon/GRAPHS-BASICS/Dipaths/D_trail_isa_walk.con
\e[0;32mOK
\e[0m 0.01
19619 cic:/Lyon/GRAPHS-BASICS/Digraphs/D_a_dec.con
\e[0;31mFAIL
\e[0m
19620 cic:/Lyon/GRAPHS-BASICS/Degrees/Degree_isolated.con
\e[0;31mFAIL
\e[0m
19621 cic:/Lyon/GRAPHS-BASICS/Degrees/Degree_neighborhood.con
\e[0;31mFAIL
\e[0m
19622 cic:/Lyon/GRAPHS-BASICS/Degrees/In_degree_neighborhood.con
\e[0;31mFAIL
\e[0m
19623 cic:/Lyon/GRAPHS-BASICS/Degrees/Out_degree_neighborhood.con
\e[0;31mFAIL
\e[0m
19624 cic:/Lyon/GRAPHS-BASICS/Connected/C_ina_inv1.con
\e[0;31mFAIL
\e[0m
19625 cic:/Lyon/GRAPHS-BASICS/Connected/C_ina_inv2.con
\e[0;31mFAIL
\e[0m
19626 cic:/Lyon/GRAPHS-BASICS/Connected/C_minus_isolated.con
\e[0;31mFAIL
\e[0m
19627 cic:/Lyon/GRAPHS-BASICS/Connected/C_v_dec.con
\e[0;31mFAIL
\e[0m
19628 cic:/Lyon/GRAPHS-BASICS/Arcs/A_in_dec.con
\e[0;32mOK
\e[0m 0.01
19629 cic:/Lyon/GRAPHS-BASICS/Acyclic/AC_ina_inv1.con
\e[0;31mFAIL
\e[0m
19630 cic:/Lyon/GRAPHS-BASICS/Acyclic/AC_ina_inv2.con
\e[0;31mFAIL
\e[0m
19631 cic:/Lyon/FIRING-SQUAD/vertical/verticale/triangle_base/Base.var
\e[0;32mOK
\e[0m 0.00
19632 cic:/Lyon/FIRING-SQUAD/trapeze/R2.con
\e[0;32mOK
\e[0m 0.01
19633 cic:/Lyon/FIRING-SQUAD/trapeze/trapezes/deux_trapeze/Hh.var
\e[0;32mOK
\e[0m 0.00
19634 cic:/Lyon/FIRING-SQUAD/trapeze/trapezes/deux_trapeze/Hv.var
\e[0;32mOK
\e[0m 0.01
19635 cic:/Lyon/FIRING-SQUAD/trapeze/trapezes/C_trapeze/Cas_particulier/Hv.var
\e[0;32mOK
\e[0m 0.01
19636 cic:/Lyon/FIRING-SQUAD/sommet/sommet/cas_particuliers/quatre/Hv.var
\e[0;32mOK
\e[0m 0.01
19637 cic:/Lyon/FIRING-SQUAD/sommet/sommet/cas_particuliers/cinq/Hv.var
\e[0;32mOK
\e[0m 0.00
19638 cic:/Lyon/FIRING-SQUAD/reflection/UA.ind
\e[0;32mOK
\e[0m 0.17
19639 cic:/Lyon/FIRING-SQUAD/reflection/UAB.ind
\e[0;32mOK
\e[0m 0.31
19640 cic:/Lyon/FIRING-SQUAD/reflection/ZCB.ind
\e[0;32mOK
\e[0m 0.25
19641 cic:/Lyon/FIRING-SQUAD/geom/Rec_Diag'.con
\e[0;32mOK
\e[0m 0.05
19642 cic:/Lyon/FIRING-SQUAD/geom/deux_Diag.con
\e[0;32mOK
\e[0m 0.02
19643 cic:/Lyon/FIRING-SQUAD/geom/hh_hor.con
\e[0;32mOK
\e[0m 0.01
19644 cic:/Lyon/FIRING-SQUAD/geom/inclus_vert.con
\e[0;32mOK
\e[0m 0.01
19645 cic:/Lyon/FIRING-SQUAD/geom/rec_triangle_inf.con
\e[0;32mOK
\e[0m 0.02
19646 cic:/Lyon/FIRING-SQUAD/geom/vv_vert.con
\e[0;32mOK
\e[0m 0.01
19647 cic:/Lyon/FIRING-SQUAD/final/N_deux.con
\e[0;32mOK
\e[0m 0.01
19648 cic:/Lyon/FIRING-SQUAD/constr/D'DD.con
\e[0;32mOK
\e[0m 0.05
19649 cic:/Lyon/FIRING-SQUAD/constr/D'D_D.con
\e[0;32mOK
\e[0m 0.05
19650 cic:/Lyon/FIRING-SQUAD/constr/DD'D.con
\e[0;32mOK
\e[0m 0.04
19651 cic:/Lyon/FIRING-SQUAD/constr/DDD.con
\e[0;32mOK
\e[0m 0.05
19652 cic:/Lyon/FIRING-SQUAD/constr/DD_D.con
\e[0;32mOK
\e[0m 0.05
19653 cic:/Lyon/FIRING-SQUAD/constr/DD_Ddollar.con
\e[0;32mOK
\e[0m 0.05
19654 cic:/Lyon/FIRING-SQUAD/constr/DDdollar_D.con
\e[0;32mOK
\e[0m 0.06
19655 cic:/Lyon/FIRING-SQUAD/constr/D_D'D.con
\e[0;32mOK
\e[0m 0.05
19656 cic:/Lyon/FIRING-SQUAD/constr/D_DD.con
\e[0;32mOK
\e[0m 0.04
19657 cic:/Lyon/FIRING-SQUAD/constr/D_DDdollar.con
\e[0;32mOK
\e[0m 0.05
19658 cic:/Lyon/FIRING-SQUAD/bord/un_end.ind
\e[0;32mOK
\e[0m 0.79
19659 cic:/Lyon/FIRING-SQUAD/bib/Deuxmod3.con
\e[0;32mOK
\e[0m 0.01
19660 cic:/Lyon/FIRING-SQUAD/bib/Omod3.con
\e[0;32mOK
\e[0m 0.01
19661 cic:/Lyon/FIRING-SQUAD/bib/SSSminus_trois.con
\e[0;32mOK
\e[0m 0.01
19662 cic:/Lyon/FIRING-SQUAD/bib/Unmod3.con
\e[0;32mOK
\e[0m 0.01
19663 cic:/Lyon/FIRING-SQUAD/bib/le_deuxtiers_un.con
\e[0;32mOK
\e[0m 0.02
19664 cic:/Lyon/FIRING-SQUAD/bib/le_tiers_Stiers.con
\e[0;32mOK
\e[0m 0.03
19665 cic:/Lyon/FIRING-SQUAD/bib/le_troistiers_un.con
\e[0;32mOK
\e[0m 0.02
19666 cic:/Lyon/FIRING-SQUAD/bib/lt_O_minus.con
\e[0;32mOK
\e[0m 0.01
19667 cic:/Lyon/FIRING-SQUAD/bib/lt_Sdeuxtiersn_n.con
\e[0;32mOK
\e[0m 0.08
19668 cic:/Lyon/FIRING-SQUAD/bib/lt_deuxtiersn_n.con
\e[0;32mOK
\e[0m 0.03
19669 cic:/Lyon/FIRING-SQUAD/bib/lt_not_eq.con
\e[0;32mOK
\e[0m 0.01
19670 cic:/Lyon/FIRING-SQUAD/bib/lt_tiersn_n.con
\e[0;32mOK
\e[0m 0.03
19671 cic:/Lyon/FIRING-SQUAD/basic/A_basic.ind
\e[0;32mOK
\e[0m 0.28
19672 cic:/Lyon/FIRING-SQUAD/basic/B_basic.ind
\e[0;32mOK
\e[0m 0.34
19673 cic:/Lyon/FIRING-SQUAD/basic/C_basic.ind
\e[0;32mOK
\e[0m 0.28
19674 cic:/Lyon/FIRING-SQUAD/basic/GA_G.con
\e[0;32mOK
\e[0m 0.02
19675 cic:/Lyon/FIRING-SQUAD/basic/GA_dollarC.con
\e[0;32mOK
\e[0m 0.01
19676 cic:/Lyon/FIRING-SQUAD/basic/GBA_dollarC.con
\e[0;32mOK
\e[0m 0.02
19677 cic:/Lyon/FIRING-SQUAD/basic/GBC_dollarB.con
\e[0;32mOK
\e[0m 0.01
19678 cic:/Lyon/FIRING-SQUAD/basic/GBG_dollarG.con
\e[0;32mOK
\e[0m 0.01
19679 cic:/Lyon/FIRING-SQUAD/basic/GB_G.con
\e[0;32mOK
\e[0m 0.02
19680 cic:/Lyon/FIRING-SQUAD/basic/GC_G.con
\e[0;32mOK
\e[0m 0.02
19681 cic:/Lyon/FIRING-SQUAD/basic/GC_dollarB.con
\e[0;32mOK
\e[0m 0.01
19682 cic:/Lyon/FIRING-SQUAD/algo/initial_line_S.con
\e[0;32mOK
\e[0m 0.02
19683 cic:/Lyon/FIRING-SQUAD/algo/nth_next_line_accum_O.con
\e[0;32mOK
\e[0m 0.04
19684 cic:/Lyon/COINDUCTIVES/STREAMS/Alter/eqalters_II.con
\e[0;32mOK
\e[0m 0.01
19685 cic:/Lyon/CIRCUITS/Streams/Streams/NthTl.var
\e[0;32mOK
\e[0m 0.01
19686 cic:/Lyon/CIRCUITS/Multiplier/iter_nb_1.con
\e[0;32mOK
\e[0m 0.02
19687 cic:/Lyon/CIRCUITS/Multiplier/iter_nb_general.con
\e[0;32mOK
\e[0m 0.02
19688 cic:/Lyon/CIRCUITS/Multiplier/iter_nb_lt_1.con
\e[0;32mOK
\e[0m 0.02
19689 cic:/Lyon/CIRCUITS/Multiplier/iter_nb_non_O.con
\e[0;32mOK
\e[0m 0.02
19690 cic:/Lyon/CIRCUITS/Multiplier/tl_cst_TI_is_cst_TI.con
\e[0;32mOK
\e[0m 0.01
19691 cic:/Lyon/CIRCUITS/Circ/Hd_Circ.con
\e[0;32mOK
\e[0m 0.01
19692 cic:/Lyon/CIRCUITS/Circ/Tl_Circ.con
\e[0;32mOK
\e[0m 0.04
19693 cic:/Lyon/CIRCUITS/Circ/Circuits/CircProof/inv_aux.var
\e[0;32mOK
\e[0m 0.01
19694 cic:/Lyon/AUTOMATA/gram_aut/Derive_P_A_3_conserve_inmonoid_s.con
\e[0;32mOK
\e[0m 0.02
19695 cic:/Lyon/AUTOMATA/gram_aut/Derive_P_A_3_imp_Derivegstar.con
\e[0;32mOK
\e[0m 0.02
19696 cic:/Lyon/AUTOMATA/gram_aut/Derivestar_P_A_2_imp_Derivestar_P_A.con
\e[0;32mOK
\e[0m 0.01
19697 cic:/Lyon/AUTOMATA/gram_aut/Regles_X_V_R.con
\e[0;32mOK
\e[0m 0.01
19698 cic:/Lyon/AUTOMATA/gram_aut/cut1_cons.con
\e[0;32mOK
\e[0m 0.69
19699 cic:/Lyon/AUTOMATA/gram_aut/cut2_cons.con
\e[0;32mOK
\e[0m 0.01
19700 cic:/Lyon/AUTOMATA/gram_aut/cut2_cons_N.con
\e[0;32mOK
\e[0m 0.18
19701 cic:/Lyon/AUTOMATA/gram_aut/cut_Append.con
\e[0;32mOK
\e[0m 0.21
19702 cic:/Lyon/AUTOMATA/gram_aut/inmonoid_cut1.con
\e[0;32mOK
\e[0m 0.10
19703 cic:/Lyon/AUTOMATA/gram5/Mots_X.con
\e[0;32mOK
\e[0m 0.01
19704 cic:/Lyon/AUTOMATA/gram5/int_X_V1_empty.con
\e[0;32mOK
\e[0m 0.01
19705 cic:/Lyon/AUTOMATA/gram5/int_X_V2_empty.con
\e[0;32mOK
\e[0m 0.01
19706 cic:/Lyon/AUTOMATA/gram5/map_injproducd_V2.con
\e[0;32mOK
\e[0m 0.02
19707 cic:/Lyon/AUTOMATA/gram5/map_injproducg_V1.con
\e[0;32mOK
\e[0m 0.01
19708 cic:/Lyon/AUTOMATA/gram5/gram5/GG1.var
\e[0;32mOK
\e[0m 0.01
19709 cic:/Lyon/AUTOMATA/gram5/gram5/GG2.var
\e[0;32mOK
\e[0m 0.01
19710 cic:/Lyon/AUTOMATA/gram5/gram5/X1'.var
\e[0;32mOK
\e[0m 0.01
19711 cic:/Lyon/AUTOMATA/gram5/gram5/X2'.var
\e[0;32mOK
\e[0m 0.01
19712 cic:/Lyon/AUTOMATA/gram4/Gunion_disj_Derive1.con
\e[0;32mOK
\e[0m 0.05
19713 cic:/Lyon/AUTOMATA/gram4/Gunion_disj_LG_inclus2.con
\e[0;32mOK
\e[0m 0.02
19714 cic:/Lyon/AUTOMATA/gram4/Gunion_disj_LG_inclus3.con
\e[0;32mOK
\e[0m 0.04
19715 cic:/Lyon/AUTOMATA/gram4/inmon_Der_imp_Der_d.con
\e[0;32mOK
\e[0m 0.05
19716 cic:/Lyon/AUTOMATA/gram4/inmon_Der_imp_Der_d2.con
\e[0;32mOK
\e[0m 0.05
19717 cic:/Lyon/AUTOMATA/gram4/inter_X_V1_u_V2.con
\e[0;32mOK
\e[0m 0.01
19718 cic:/Lyon/AUTOMATA/gram3/Regles_X_V_R.con
\e[0;32mOK
\e[0m 0.01
19719 cic:/Lyon/AUTOMATA/gram3/inter_Xim_Vim_empty.con
\e[0;32mOK
\e[0m 0.02
19720 cic:/Lyon/AUTOMATA/gram3/union_Xim_Vim_map_f_union_X_V.con
\e[0;32mOK
\e[0m 0.01
19721 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Rim.var
\e[0;32mOK
\e[0m 0.01
19722 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Sim.var
\e[0;32mOK
\e[0m 0.01
19723 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/invf.var
\e[0;32mOK
\e[0m 0.01
19724 cic:/Lyon/AUTOMATA/gram2/Gunion_Regles.con
\e[0;32mOK
\e[0m 0.02
19725 cic:/Lyon/AUTOMATA/gram2/Id_image_V.con
\e[0;32mOK
\e[0m 0.01
19726 cic:/Lyon/AUTOMATA/gram2/inmon_Der_imp_inmon_R2.con
\e[0;32mOK
\e[0m 0.01
19727 cic:/Lyon/AUTOMATA/gram2/inter_X_Vu.con
\e[0;32mOK
\e[0m 0.01
19728 cic:/Lyon/AUTOMATA/gram2/resultats/Rim.var
\e[0;32mOK
\e[0m 0.00
19729 cic:/Lyon/AUTOMATA/gram2/resultats/Sim.var
\e[0;32mOK
\e[0m 0.00
19730 cic:/Lyon/AUTOMATA/gram/Regles_add2.con
\e[0;32mOK
\e[0m 0.01
19731 cic:/Lyon/AUTOMATA/gram/in_mon_X_Der_imp_inmon_X.con
\e[0;32mOK
\e[0m 0.01
19732 cic:/Lyon/AUTOMATA/gram/isGram_inclus2.con
\e[0;32mOK
\e[0m 0.02
19733 cic:/Lyon/AUTOMATA/fonctions/is_iso_f_imp_Id_words_weinvf_wef.con
\e[0;32mOK
\e[0m 0.01
19734 cic:/Lyon/AUTOMATA/fonctions/is_iso_f_imp_is_iso_words.con
\e[0;32mOK
\e[0m 0.01
19735 cic:/Lyon/AUTOMATA/extract/parser/L.var
\e[0;32mOK
\e[0m 0.00
19736 cic:/Lyon/AUTOMATA/extract/def_axiom_APD/L.var
\e[0;32mOK
\e[0m 0.01
19737 cic:/Lyon/AUTOMATA/Reg/chemin_A_e1_g0.con
\e[0;32mOK
\e[0m 0.03
19738 cic:/Lyon/AUTOMATA/Reg/chemin_cheminA.con
\e[0;32mOK
\e[0m 0.02
19739 cic:/Lyon/AUTOMATA/Reg/sync_d_def.con
\e[0;32mOK
\e[0m 0.01
19740 cic:/Lyon/AUTOMATA/Reg/trans_dA_d.con
\e[0;32mOK
\e[0m 0.01
19741 cic:/Lyon/AUTOMATA/RatReg/chemin_A_chemin_2.con
\e[0;32mOK
\e[0m 0.05
19742 cic:/Lyon/AUTOMATA/RatReg/chemin_extension_1.con
\e[0;32mOK
\e[0m 0.04
19743 cic:/Lyon/AUTOMATA/RatReg/chemin_restriction_1.con
\e[0;32mOK
\e[0m 0.04
19744 cic:/Lyon/AUTOMATA/RatReg/lstar_is_reg2_bis.con
\e[0;32mOK
\e[0m 0.10
19745 cic:/Lyon/AUTOMATA/RatReg/lwordnil_is_regS.con
\e[0;32mOK
\e[0m 0.02
19746 cic:/Lyon/AUTOMATA/RatReg/reconnait_Append.con
\e[0;32mOK
\e[0m 0.06
19747 cic:/Lyon/AUTOMATA/PushdownAutomata/LA_langage.con
\e[0;32mOK
\e[0m 0.01
19748 cic:/Lyon/AUTOMATA/Max/sup_out.con
\e[0;32mOK
\e[0m 0.01
19749 cic:/Lyon/AUTOMATA/Ensf_inclus/cart_inclus.con
\e[0;32mOK
\e[0m 0.02
19750 cic:/Lannion/continuations/weight/specif/RESU_ind.con
\e[0;32mOK
\e[0m 0.02
19751 cic:/Lannion/continuations/weight/specif/RESU_rec.con
\e[0;32mOK
\e[0m 0.01
19752 cic:/Lannion/continuations/weight/Nxaccu_ex/success.con
\e[0;32mOK
\e[0m 0.01
19753 cic:/Lannion/continuations/weight/Nmxaccu_ex/catch_overweight.con
\e[0;32mOK
\e[0m 0.02
19754 cic:/Lannion/continuations/weight/Nmxaccu_ex/condsum2_accu_handle.con
\e[0;32mOK
\e[0m 0.01
19755 cic:/Lannion/continuations/weight/Nmxaccu_ex/core_V2.con
\e[0;32mOK
\e[0m 0.06
19756 cic:/Lannion/continuations/weight/Nmxaccu_ex/lcond_handle.con
\e[0;32mOK
\e[0m 0.01
19757 cic:/Lannion/continuations/weight/Naccu_cc/ex_deb_cc_V1.con
\e[0;32mOK
\e[0m 0.03
19758 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/term_ind.con
\e[0;32mOK
\e[0m 0.02
19759 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/term_rec.con
\e[0;32mOK
\e[0m 0.01
19760 cic:/Lannion/continuations/FOUnify_cps/nat_complements/ind_leS.con
\e[0;32mOK
\e[0m 0.01
19761 cic:/Lannion/continuations/FOUnify_cps/nat_complements/le_S_eqS.con
\e[0;32mOK
\e[0m 0.02
19762 cic:/Lannion/continuations/FOUnify_cps/nat_complements/le_decS.con
\e[0;32mOK
\e[0m 0.01
19763 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/term_subst_rect.con
\e[0;32mOK
\e[0m 0.01
19764 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unification_s.ind
\e[0;32mOK
\e[0m 0.01
19765 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/DIFFELNB_st_inclv_le_S.con
\e[0;32mOK
\e[0m 0.03
19766 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/IS_IN_SUB.con
\e[0;32mOK
\e[0m 0.03
19767 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/clos_DIFFELNBO.con
\e[0;32mOK
\e[0m 0.01
19768 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/dom_decP.con
\e[0;32mOK
\e[0m 0.01
19769 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/ident_or_not.con
\e[0;32mOK
\e[0m 0.03
19770 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/ident_or_notS.con
\e[0;32mOK
\e[0m 0.04
19771 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/inclv_le.con
\e[0;32mOK
\e[0m 0.02
19772 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/n_dom.con
\e[0;32mOK
\e[0m 0.01
19773 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/range_n_dom_idempotent.con
\e[0;32mOK
\e[0m 0.01
19774 cic:/IdealX/idx-assoc/Assoc/assoc_add_correct_4.con
\e[0;32mOK
\e[0m 0.01
19775 cic:/Eindhoven/POCKLINGTON/pock/ZallLinCombMod.con
\e[0;32mOK
\e[0m 0.01
19776 cic:/Eindhoven/POCKLINGTON/pock/allLinCombMod.con
\e[0;32mOK
\e[0m 0.01
19777 cic:/Eindhoven/POCKLINGTON/natZ/abs_plus_pos.con
\e[0;32mOK
\e[0m 0.02
19778 cic:/Eindhoven/POCKLINGTON/natZ/isnat_inj_abs.con
\e[0;32mOK
\e[0m 0.01
19779 cic:/Eindhoven/POCKLINGTON/modulo/mod_refl.con
\e[0;32mOK
\e[0m 0.01
19780 cic:/Eindhoven/POCKLINGTON/modulo/zmod_refl.con
\e[0;32mOK
\e[0m 0.01
19781 cic:/Eindhoven/POCKLINGTON/list/abs_inj_list.con
\e[0;32mOK
\e[0m 0.01
19782 cic:/Eindhoven/POCKLINGTON/list/zdrop_head_eq.con
\e[0;32mOK
\e[0m 0.01
19783 cic:/Eindhoven/POCKLINGTON/list/zdrop_head_neq.con
\e[0;32mOK
\e[0m 0.01
19784 cic:/Eindhoven/POCKLINGTON/list/zmultdrop_cons_eq.con
\e[0;32mOK
\e[0m 0.01
19785 cic:/Eindhoven/POCKLINGTON/list/zmultdrop_cons_neq.con
\e[0;32mOK
\e[0m 0.01
19786 cic:/Eindhoven/POCKLINGTON/lemmas/lt_lt_mult.con
\e[0;32mOK
\e[0m 0.01
19787 cic:/Eindhoven/POCKLINGTON/lemmas/lt_mult_l.con
\e[0;32mOK
\e[0m 0.01
19788 cic:/Eindhoven/POCKLINGTON/lemmas/lt_n_nm.con
\e[0;32mOK
\e[0m 0.03
19789 cic:/Eindhoven/POCKLINGTON/lemmas/lt_n_nm_m_gt_1.con
\e[0;32mOK
\e[0m 0.01
19790 cic:/Eindhoven/POCKLINGTON/gcd/gcd_unq.con
\e[0;32mOK
\e[0m 0.01
19791 cic:/Eindhoven/POCKLINGTON/gcd/lincombmodzlincombmod.con
\e[0;32mOK
\e[0m 0.01
19792 cic:/Eindhoven/POCKLINGTON/fermat/nodoubles_nil.con
\e[0;32mOK
\e[0m 0.01
19793 cic:/Eindhoven/POCKLINGTON/fermat/permmod_nil.con
\e[0;32mOK
\e[0m 0.01
19794 cic:/Eindhoven/POCKLINGTON/divides/div_le.con
\e[0;32mOK
\e[0m 0.01
19795 cic:/Eindhoven/POCKLINGTON/divides/divbdiv.con
\e[0;32mOK
\e[0m 0.03
19796 cic:/Eindhoven/POCKLINGTON/divides/sqrdivbound.con
\e[0;32mOK
\e[0m 0.02
19797 cic:/Eindhoven/POCKLINGTON/dec/zeqdec.con
\e[0;32mOK
\e[0m 0.01
19798 cic:/Dyade/Otway-Rees/invprel5/POinvprel5.con
\e[0;32mOK
\e[0m 0.20
19799 cic:/Dyade/Otway-Rees/inv1rel7/POinv1rel7.con
\e[0;32mOK
\e[0m 0.05
19800 cic:/Dyade/Otway-Rees/inv1rel5/POinv1rel5.con
\e[0;32mOK
\e[0m 0.15
19801 cic:/Dyade/Otway-Rees/inv0/POinv0.con
\e[0;32mOK
\e[0m 0.48
19802 cic:/Coq/romega/ReflOmegaCore/add_norm.con
\e[0;32mOK
\e[0m 0.01
19803 cic:/Coq/romega/ReflOmegaCore/fusion.con
\e[0;32mOK
\e[0m 0.01
19804 cic:/Coq/romega/ReflOmegaCore/fusion_cancel.con
\e[0;32mOK
\e[0m 0.01
19805 cic:/Coq/romega/ReflOmegaCore/interp_proposition.con
\e[0;32mOK
\e[0m 0.01
19806 cic:/Coq/romega/ReflOmegaCore/rewrite.con
\e[0;32mOK
\e[0m 0.01
19807 cic:/Coq/romega/ReflOmegaCore/scalar_norm.con
\e[0;32mOK
\e[0m 0.01
19808 cic:/Coq/romega/ReflOmegaCore/scalar_norm_add.con
\e[0;32mOK
\e[0m 0.01
19809 cic:/Coq/romega/ReflOmegaCore/term_stable.con
\e[0;32mOK
\e[0m 0.01
19810 cic:/Coq/ring/Setoid_ring_theory/STh_opp_mult_left2.con
\e[0;32mOK
\e[0m 0.01
19811 cic:/Coq/ring/Setoid_ring_theory/STh_opp_mult_right.con
\e[0;32mOK
\e[0m 0.02
19812 cic:/Coq/ring/Setoid_ring_theory/STh_opp_mult_right2.con
\e[0;32mOK
\e[0m 0.02
19813 cic:/Coq/ring/Setoid_ring_normalize/ics_aux_ok.con
\e[0;32mOK
\e[0m 0.01
19814 cic:/Coq/ring/Setoid_ring_normalize/setpolynomial_normalize_ok.con
\e[0;32mOK
\e[0m 0.03
19815 cic:/Coq/ring/Setoid_ring_normalize/setpolynomial_simplify.con
\e[0;32mOK
\e[0m 0.01
19816 cic:/Coq/ring/Setoid_ring_normalize/setspolynomial_simplify.con
\e[0;32mOK
\e[0m 0.01
19817 cic:/Coq/ring/Ring_theory/Th_opp_mult_left2.con
\e[0;32mOK
\e[0m 0.01
19818 cic:/Coq/ring/Ring_theory/Th_opp_mult_right.con
\e[0;32mOK
\e[0m 0.01
19819 cic:/Coq/ring/Ring_theory/Th_opp_mult_right2.con
\e[0;32mOK
\e[0m 0.01
19820 cic:/Coq/ring/Ring_normalize/ics_aux_ok.con
\e[0;32mOK
\e[0m 0.01
19821 cic:/Coq/ring/Ring_normalize/polynomial_normalize_ok.con
\e[0;32mOK
\e[0m 0.07
19822 cic:/Coq/ring/Ring_normalize/polynomial_simplify.con
\e[0;32mOK
\e[0m 0.01
19823 cic:/Coq/ring/Ring_normalize/spolynomial_simplify.con
\e[0;32mOK
\e[0m 0.01
19824 cic:/Coq/ring/Ring_abstract/iacs_aux_ok.con
\e[0;32mOK
\e[0m 0.01
19825 cic:/Coq/ring/Ring_abstract/isacs_aux_ok.con
\e[0;32mOK
\e[0m 0.02
19826 cic:/Coq/omega/OmegaLemmas/OMEGA9.con
\e[0;32mOK
\e[0m 0.01
19827 cic:/Coq/omega/OmegaLemmas/fast_Zred_factor6.con
\e[0;32mOK
\e[0m 0.01
19828 cic:/Coq/fourier/Fourier_util/Rfourier_le_le.con
\e[0;32mOK
\e[0m 0.03
19829 cic:/Coq/field/Field_Theory/merge_mult_correct1.con
\e[0;32mOK
\e[0m 0.06
19830 cic:/Coq/field/Field_Theory/merge_plus_correct1.con
\e[0;32mOK
\e[0m 0.06
19831 cic:/Coq/field/Field_Theory/monom_simplif.con
\e[0;32mOK
\e[0m 0.01
19832 cic:/Coq/ZArith/Zsqrt/sqrt_data_ind.con
\e[0;32mOK
\e[0m 0.01
19833 cic:/Coq/ZArith/Zsqrt/sqrt_data_rec.con
\e[0;32mOK
\e[0m 0.01
19834 cic:/Coq/ZArith/Zpower/Zdiv_rest.con
\e[0;32mOK
\e[0m 0.01
19835 cic:/Coq/ZArith/Zpower/Zdiv_rest_proofs_ind.con
\e[0;32mOK
\e[0m 0.01
19836 cic:/Coq/ZArith/Zpower/Zdiv_rest_proofs_rec.con
\e[0;32mOK
\e[0m 0.01
19837 cic:/Coq/ZArith/Zorder/Zge_le.con
\e[0;32mOK
\e[0m 0.01
19838 cic:/Coq/ZArith/Zorder/Zgt_iff_lt.con
\e[0;32mOK
\e[0m 0.01
19839 cic:/Coq/ZArith/Zorder/Zgt_irrefl.con
\e[0;32mOK
\e[0m 0.01
19840 cic:/Coq/ZArith/Zorder/Zle_antisym.con
\e[0;32mOK
\e[0m 0.01
19841 cic:/Coq/ZArith/Zorder/Zle_ge.con
\e[0;32mOK
\e[0m 0.01
19842 cic:/Coq/ZArith/Zorder/Zle_lt_or_eq.con
\e[0;32mOK
\e[0m 0.01
19843 cic:/Coq/ZArith/Zorder/Zle_not_lt.con
\e[0;32mOK
\e[0m 0.01
19844 cic:/Coq/ZArith/Zorder/Zle_or_lt.con
\e[0;32mOK
\e[0m 0.01
19845 cic:/Coq/ZArith/Zorder/Zlt_asym.con
\e[0;32mOK
\e[0m 0.01
19846 cic:/Coq/ZArith/Zorder/Zlt_le_weak.con
\e[0;32mOK
\e[0m 0.01
19847 cic:/Coq/ZArith/Znumtheory/Euclid_rect.con
\e[0;32mOK
\e[0m 0.01
19848 cic:/Coq/ZArith/Znumtheory/Zis_gcd_ind.con
\e[0;32mOK
\e[0m 0.01
19849 cic:/Coq/ZArith/Znumtheory/Zis_gcd_rec.con
\e[0;32mOK
\e[0m 0.01
19850 cic:/Coq/ZArith/Znumtheory/prime.ind
\e[0;32mOK
\e[0m 0.01
19851 cic:/Coq/ZArith/Znat/inj_S.con
\e[0;32mOK
\e[0m 0.01
19852 cic:/Coq/ZArith/Zmisc/iter_nat_of_P.con
\e[0;32mOK
\e[0m 0.02
19853 cic:/Coq/ZArith/Zlogarithm/N_digits.con
\e[0;32mOK
\e[0m 0.01
19854 cic:/Coq/ZArith/Zlogarithm/log_sup.con
\e[0;32mOK
\e[0m 0.01
19855 cic:/Coq/ZArith/Zdiv/Zdiv_eucl.con
\e[0;32mOK
\e[0m 0.01
19856 cic:/Coq/ZArith/Zcomplements/Zlength.con
\e[0;32mOK
\e[0m 0.01
19857 cic:/Coq/ZArith/Zbool/Z_eq_bool.con
\e[0;32mOK
\e[0m 0.01
19858 cic:/Coq/ZArith/Zbinary/Z_to_two_compl.con
\e[0;32mOK
\e[0m 0.01
19859 cic:/Coq/ZArith/Zbinary/Zmod2_twice.con
\e[0;32mOK
\e[0m 0.02
19860 cic:/Coq/ZArith/ZArith_dec/Z_noteq_dec.con
\e[0;32mOK
\e[0m 0.01
19861 cic:/Coq/ZArith/ZArith_dec/Z_zerop.con
\e[0;32mOK
\e[0m 0.01
19862 cic:/Coq/ZArith/BinInt/Zminus_0_l_reverse.con
\e[0;32mOK
\e[0m 0.01
19863 cic:/Coq/ZArith/BinInt/Zminus_diag_reverse.con
\e[0;32mOK
\e[0m 0.01
19864 cic:/Coq/Sorting/Sorting/merge_lem_ind.con
\e[0;32mOK
\e[0m 0.01
19865 cic:/Coq/Sorting/Sorting/merge_lem_rec.con
\e[0;32mOK
\e[0m 0.01
19866 cic:/Coq/Sorting/Permutation/permut_cons.con
\e[0;32mOK
\e[0m 0.01
19867 cic:/Coq/Sorting/Heap/build_heap_ind.con
\e[0;32mOK
\e[0m 0.01
19868 cic:/Coq/Sorting/Heap/build_heap_rec.con
\e[0;32mOK
\e[0m 0.01
19869 cic:/Coq/Sorting/Heap/flat_spec_ind.con
\e[0;32mOK
\e[0m 0.01
19870 cic:/Coq/Sorting/Heap/flat_spec_rec.con
\e[0;32mOK
\e[0m 0.01
19871 cic:/Coq/Sorting/Heap/insert_spec_ind.con
\e[0;32mOK
\e[0m 0.01
19872 cic:/Coq/Sorting/Heap/insert_spec_rec.con
\e[0;32mOK
\e[0m 0.01
19873 cic:/Coq/Sets/Relations_1_facts/Equiv_from_order.con
\e[0;32mOK
\e[0m 0.01
19874 cic:/Coq/Sets/Relations_1_facts/same_relation_is_equivalence.con
\e[0;32mOK
\e[0m 0.01
19875 cic:/Coq/Sets/Powerset_facts/Add_commutative'.con
\e[0;32mOK
\e[0m 0.02
19876 cic:/Coq/Sets/Powerset_facts/Add_distributes.con
\e[0;32mOK
\e[0m 0.03
19877 cic:/Coq/Sets/Powerset_facts/singlx.con
\e[0;32mOK
\e[0m 0.01
19878 cic:/Coq/Sets/Powerset_Classical_facts/Simplify_add.con
\e[0;32mOK
\e[0m 0.02
19879 cic:/Coq/Sets/Powerset_Classical_facts/sincl_add_x.con
\e[0;32mOK
\e[0m 0.04
19880 cic:/Coq/Sets/Powerset/Strict_Rel_is_Strict_Included.con
\e[0;32mOK
\e[0m 0.01
19881 cic:/Coq/Sets/Partial_Order/Strict_Rel_Transitive_with_Rel.con
\e[0;32mOK
\e[0m 0.03
19882 cic:/Coq/Sets/Partial_Order/Strict_Rel_Transitive_with_Rel_left.con
\e[0;32mOK
\e[0m 0.02
19883 cic:/Coq/Sets/Partial_Order/covers.ind
\e[0;32mOK
\e[0m 0.01
19884 cic:/Coq/Sets/Multiset/treesort_twist2.con
\e[0;32mOK
\e[0m 0.01
19885 cic:/Coq/Sets/Integers/le_antisym.con
\e[0;32mOK
\e[0m 0.01
19886 cic:/Coq/Sets/Infinite_sets/Approximant_ind.con
\e[0;32mOK
\e[0m 0.01
19887 cic:/Coq/Sets/Infinite_sets/Approximant_rec.con
\e[0;32mOK
\e[0m 0.01
19888 cic:/Coq/Sets/Image/finite_image.con
\e[0;32mOK
\e[0m 0.02
19889 cic:/Coq/Sets/Finite_sets_facts/Finite_downward_closed.con
\e[0;32mOK
\e[0m 0.03
19890 cic:/Coq/Sets/Finite_sets_facts/Singleton_is_finite.con
\e[0;32mOK
\e[0m 0.01
19891 cic:/Coq/Sets/Finite_sets_facts/Union_preserves_Finite.con
\e[0;32mOK
\e[0m 0.03
19892 cic:/Coq/Sets/Finite_sets_facts/cardinalO_empty.con
\e[0;32mOK
\e[0m 0.01
19893 cic:/Coq/Sets/Cpo/Bottom.ind
\e[0;32mOK
\e[0m 0.01
19894 cic:/Coq/Sets/Cpo/Lower_Bound.ind
\e[0;32mOK
\e[0m 0.01
19895 cic:/Coq/Sets/Cpo/Totally_ordered.ind
\e[0;32mOK
\e[0m 0.01
19896 cic:/Coq/Sets/Cpo/Upper_Bound.ind
\e[0;32mOK
\e[0m 0.01
19897 cic:/Coq/Sets/Constructive_sets/not_Empty_Add.con
\e[0;32mOK
\e[0m 0.01
19898 cic:/Coq/Sets/Classical_sets/not_SIncl_empty.con
\e[0;32mOK
\e[0m 0.02
19899 cic:/Coq/Relations/Newman/caseRxy.con
\e[0;32mOK
\e[0m 0.01
19900 cic:/Coq/Reals/SeqProp/sequence_majorant.con
\e[0;32mOK
\e[0m 0.01
19901 cic:/Coq/Reals/SeqProp/sequence_minorant.con
\e[0;32mOK
\e[0m 0.01
19902 cic:/Coq/Reals/Rtopology/domain_P1.con
\e[0;32mOK
\e[0m 0.03
19903 cic:/Coq/Reals/Rsqrt_def/cond_positivity.con
\e[0;32mOK
\e[0m 0.01
19904 cic:/Coq/Reals/RiemannInt_SF/StepFun_P20.con
\e[0;32mOK
\e[0m 0.01
19905 cic:/Coq/Reals/Rbasic_fun/Rcase_abs.con
\e[0;32mOK
\e[0m 0.01
19906 cic:/Coq/Reals/Rbasic_fun/Rmax.con
\e[0;32mOK
\e[0m 0.01
19907 cic:/Coq/Reals/Rbasic_fun/Rmin.con
\e[0;32mOK
\e[0m 0.01
19908 cic:/Coq/Reals/R_Ifp/frac_part.con
\e[0;32mOK
\e[0m 0.01
19909 cic:/Coq/Reals/RList/RList_P12.con
\e[0;32mOK
\e[0m 0.01
19910 cic:/Coq/Reals/RList/RList_P13.con
\e[0;32mOK
\e[0m 0.03
19911 cic:/Coq/Reals/RList/RList_P25.con
\e[0;32mOK
\e[0m 0.04
19912 cic:/Coq/Reals/RList/RList_P26.con
\e[0;32mOK
\e[0m 0.01
19913 cic:/Coq/Reals/RList/RList_P3.con
\e[0;32mOK
\e[0m 0.03
19914 cic:/Coq/Reals/RList/RList_P6.con
\e[0;32mOK
\e[0m 0.04
19915 cic:/Coq/Reals/RList/Rlist_P1.con
\e[0;32mOK
\e[0m 0.03
19916 cic:/Coq/Reals/RList/insert.con
\e[0;32mOK
\e[0m 0.01
19917 cic:/Coq/Reals/RList/pos_Rl_P2.con
\e[0;32mOK
\e[0m 0.04
19918 cic:/Coq/Reals/RIneq/Rge_dec.con
\e[0;32mOK
\e[0m 0.01
19919 cic:/Coq/Reals/RIneq/Rgt_dec.con
\e[0;32mOK
\e[0m 0.01
19920 cic:/Coq/Reals/RIneq/Rgt_not_le.con
\e[0;32mOK
\e[0m 0.01
19921 cic:/Coq/Reals/RIneq/Rlt_not_ge.con
\e[0;32mOK
\e[0m 0.01
19922 cic:/Coq/Reals/ArithProp/lt_minus_O_lt.con
\e[0;32mOK
\e[0m 0.01
19923 cic:/Coq/Reals/ArithProp/minus_neq_O.con
\e[0;32mOK
\e[0m 0.02
19924 cic:/Coq/NArith/Pnat/P_of_succ_nat_o_nat_of_P_eq_succ.con
\e[0;32mOK
\e[0m 0.02
19925 cic:/Coq/NArith/Pnat/Pmult_nat_2_mult_2_permute.con
\e[0;32mOK
\e[0m 0.01
19926 cic:/Coq/NArith/Pnat/Pmult_nat_4_mult_2_permute.con
\e[0;32mOK
\e[0m 0.01
19927 cic:/Coq/NArith/Pnat/ZL16.con
\e[0;32mOK
\e[0m 0.01
19928 cic:/Coq/NArith/Pnat/ZL17.con
\e[0;32mOK
\e[0m 0.01
19929 cic:/Coq/NArith/Pnat/nat_of_P_gt_Gt_compare_morphism.con
\e[0;32mOK
\e[0m 0.04
19930 cic:/Coq/NArith/Pnat/nat_of_P_lt_Lt_compare_morphism.con
\e[0;32mOK
\e[0m 0.04
19931 cic:/Coq/NArith/Pnat/nat_of_P_mult_morphism.con
\e[0;32mOK
\e[0m 0.03
19932 cic:/Coq/NArith/BinPos/Pmult_plus_distr_l.con
\e[0;32mOK
\e[0m 0.03
19933 cic:/Coq/NArith/BinPos/Pmult_reg_r.con
\e[0;32mOK
\e[0m 0.03
19934 cic:/Coq/NArith/BinPos/Pmult_xI_permute_r.con
\e[0;32mOK
\e[0m 0.02
19935 cic:/Coq/NArith/BinPos/Pplus_minus.con
\e[0;32mOK
\e[0m 0.01
19936 cic:/Coq/NArith/BinPos/Pplus_xI_double_minus_one.con
\e[0;32mOK
\e[0m 0.01
19937 cic:/Coq/NArith/BinPos/plus_iter_eq_plus.con
\e[0;32mOK
\e[0m 0.04
19938 cic:/Coq/NArith/BinNat/Nplus_assoc.con
\e[0;32mOK
\e[0m 0.01
19939 cic:/Coq/Logic/ProofIrrelevance/proof_irrelevance_cc.con
\e[0;32mOK
\e[0m 0.01
19940 cic:/Coq/Logic/Eqdep_dec/K_dec_set.con
\e[0;32mOK
\e[0m 0.01
19941 cic:/Coq/Logic/Eqdep_dec/inj_right_pair.con
\e[0;32mOK
\e[0m 0.03
19942 cic:/Coq/Logic/Eqdep/eq_rec_eq.con
\e[0;32mOK
\e[0m 0.01
19943 cic:/Coq/Logic/ClassicalFacts/ext_prop_dep_proof_irrel_cc.con
\e[0;32mOK
\e[0m 0.01
19944 cic:/Coq/Logic/ClassicalFacts/ext_prop_dep_proof_irrel_cic.con
\e[0;32mOK
\e[0m 0.01
19945 cic:/Coq/Lists/List/rev_ind.con
\e[0;32mOK
\e[0m 0.01
19946 cic:/Coq/IntMap/Mapsubset/MapDisjoint_imp_1.con
\e[0;32mOK
\e[0m 0.04
19947 cic:/Coq/IntMap/Mapsubset/MapSubset_imp_1.con
\e[0;32mOK
\e[0m 0.04
19948 cic:/Coq/IntMap/Maplists/ad_in_list_of_dom_in_dom.con
\e[0;32mOK
\e[0m 0.07
19949 cic:/Coq/IntMap/Maplists/ad_list_card.con
\e[0;32mOK
\e[0m 0.01
19950 cic:/Coq/IntMap/Maplists/ad_list_stutters_app_conv_l.con
\e[0;32mOK
\e[0m 0.01
19951 cic:/Coq/IntMap/Maplists/ad_list_stutters_prev_l.con
\e[0;32mOK
\e[0m 0.02
19952 cic:/Coq/IntMap/Maplists/ad_list_stutters_prev_r.con
\e[0;32mOK
\e[0m 0.02
19953 cic:/Coq/IntMap/Mapiter/MapCollect_as_Fold.con
\e[0;32mOK
\e[0m 0.02
19954 cic:/Coq/IntMap/Mapcard/MapCard_Dom_Put_behind.con
\e[0;32mOK
\e[0m 0.10
19955 cic:/Coq/IntMap/Mapcard/MapCard_Put_1.con
\e[0;32mOK
\e[0m 0.09
19956 cic:/Coq/IntMap/Mapcanon/MapDomRestrBy_canon.con
\e[0;32mOK
\e[0m 0.03
19957 cic:/Coq/IntMap/Mapcanon/MapPut_canon.con
\e[0;32mOK
\e[0m 0.04
19958 cic:/Coq/IntMap/Mapcanon/mapcanon_exists_1.con
\e[0;32mOK
\e[0m 0.03
19959 cic:/Coq/IntMap/Mapaxioms/FSetUnion_s_M0.con
\e[0;32mOK
\e[0m 0.01
19960 cic:/Coq/IntMap/Map/MapPut1_semantics_1.con
\e[0;32mOK
\e[0m 0.02
19961 cic:/Coq/IntMap/Map/MapPut_behind_as_before_1.con
\e[0;32mOK
\e[0m 0.02
19962 cic:/Coq/IntMap/Map/MapRemove_semantics.con
\e[0;32mOK
\e[0m 0.09
19963 cic:/Coq/IntMap/Lsort/ad_bit_0_gt.con
\e[0;32mOK
\e[0m 0.04
19964 cic:/Coq/IntMap/Lsort/ad_bit_0_less.con
\e[0;32mOK
\e[0m 0.03
19965 cic:/Coq/IntMap/Lsort/alist_conc_sorted.con
\e[0;32mOK
\e[0m 0.10
19966 cic:/Coq/IntMap/Fset/MapDomRestrTo_semantics.con
\e[0;32mOK
\e[0m 0.14
19967 cic:/Coq/IntMap/Fset/MapDom_Dom.con
\e[0;32mOK
\e[0m 0.02
19968 cic:/Coq/IntMap/Adist/ad_pdist_eq_2.con
\e[0;32mOK
\e[0m 0.01
19969 cic:/Coq/IntMap/Adist/ad_plength_zeros.con
\e[0;32mOK
\e[0m 0.04
19970 cic:/Coq/IntMap/Addr/ad_neg_bit_0.con
\e[0;32mOK
\e[0m 0.01
19971 cic:/Coq/IntMap/Addr/ad_same_bit_0.con
\e[0;32mOK
\e[0m 0.01
19972 cic:/Coq/IntMap/Addec/ad_neq.con
\e[0;32mOK
\e[0m 0.01
19973 cic:/Coq/IntMap/Addec/ad_xor_eq_true.con
\e[0;32mOK
\e[0m 0.01
19974 cic:/Coq/IntMap/Adalloc/ad_alloc_opt_allocates_1.con
\e[0;32mOK
\e[0m 0.04
19975 cic:/Coq/IntMap/Adalloc/ad_lt_le_weak.con
\e[0;32mOK
\e[0m 0.01
19976 cic:/Coq/IntMap/Adalloc/ad_min_le_2.con
\e[0;32mOK
\e[0m 0.01
19977 cic:/Coq/IntMap/Adalloc/ad_min_le_4.con
\e[0;32mOK
\e[0m 0.01
19978 cic:/Coq/IntMap/Adalloc/ad_min_le_5.con
\e[0;32mOK
\e[0m 0.01
19979 cic:/Coq/IntMap/Adalloc/nat_le_correct_conv.con
\e[0;32mOK
\e[0m 0.01
19980 cic:/Coq/Arith/Wf_nat/induction_gtof1.con
\e[0;32mOK
\e[0m 0.01
19981 cic:/Coq/Arith/Wf_nat/induction_ltof2.con
\e[0;32mOK
\e[0m 0.01
19982 cic:/Coq/Arith/Wf_nat/lt_wf.con
\e[0;32mOK
\e[0m 0.01
19983 cic:/Coq/Arith/Wf_nat/lt_wf_rec1.con
\e[0;32mOK
\e[0m 0.01
19984 cic:/Coq/Arith/Wf_nat/well_founded_gtof.con
\e[0;32mOK
\e[0m 0.01
19985 cic:/Coq/Arith/Mult/mult_S_lt_compat_l.con
\e[0;32mOK
\e[0m 0.01
19986 cic:/Coq/Arith/Minus/lt_O_minus_lt.con
\e[0;32mOK
\e[0m 0.01
19987 cic:/Coq/Arith/Minus/lt_minus.con
\e[0;32mOK
\e[0m 0.01
19988 cic:/Coq/Arith/Max/max_l.con
\e[0;32mOK
\e[0m 0.01
19989 cic:/Coq/Arith/Max/max_r.con
\e[0;32mOK
\e[0m 0.01
19990 cic:/Coq/Arith/Lt/le_not_lt.con
\e[0;32mOK
\e[0m 0.01
19991 cic:/Coq/Arith/Gt/gt_O_eq.con
\e[0;32mOK
\e[0m 0.01
19992 cic:/Coq/Arith/Gt/gt_irrefl.con
\e[0;32mOK
\e[0m 0.01
19993 cic:/Coq/Arith/Gt/plus_gt_reg_l.con
\e[0;32mOK
\e[0m 0.01
19994 cic:/Coq/Arith/Div2/even_2n.con
\e[0;32mOK
\e[0m 0.01
19995 cic:/Coq/Arith/Div2/odd_S2n.con
\e[0;32mOK
\e[0m 0.01
19996 cic:/Coq/Arith/Compare_dec/not_ge.con
\e[0;32mOK
\e[0m 0.01
19997 cic:/Coq/Arith/Compare_dec/not_lt.con
\e[0;32mOK
\e[0m 0.01
19998 cic:/Coq/Arith/Compare/Pcompare.con
\e[0;32mOK
\e[0m 0.01
19999 cic:/Coq/Arith/Between/between_in_int.con
\e[0;32mOK
\e[0m 0.01
20000 cic:/Coq/Arith/Between/between_not_exists.con
\e[0;32mOK
\e[0m 0.02
20001 cic:/Coq/Arith/Between/between_restr.con
\e[0;32mOK
\e[0m 0.01
20002 cic:/Coq/Arith/Between/event_O.con
\e[0;32mOK
\e[0m 0.01
20003 cic:/CoRN/tactics/AlgReflection/MM_mult.con
\e[0;32mOK
\e[0m 0.01
20004 cic:/CoRN/tactics/AlgReflection/MM_plus.con
\e[0;32mOK
\e[0m 0.02
20005 cic:/CoRN/model/structures/Zsec/Zmult_strext0.con
\e[0;32mOK
\e[0m 0.01
20006 cic:/CoRN/model/structures/Zsec/Zplus_strext0.con
\e[0;32mOK
\e[0m 0.01
20007 cic:/CoRN/model/structures/Zsec/ap_Z_cotransitive0.con
\e[0;32mOK
\e[0m 0.01
20008 cic:/CoRN/model/structures/Zsec/ap_Z_tight0.con
\e[0;32mOK
\e[0m 0.01
20009 cic:/CoRN/model/structures/Qsec/Qlt_eq_gt_dec.con
\e[0;32mOK
\e[0m 0.04
20010 cic:/CoRN/model/structures/Qsec/dec_Qeq.con
\e[0;32mOK
\e[0m 0.02
20011 cic:/CoRN/model/setoids/twoelemsetoid/M1_CS_mult.con
\e[0;32mOK
\e[0m 0.01
20012 cic:/CoRN/model/setoids/twoelemsetoid/M2_CS_mult.con
\e[0;32mOK
\e[0m 0.01
20013 cic:/CoRN/model/setoids/Zfinsetoid/ZFap_cotransitive.con
\e[0;32mOK
\e[0m 0.03
20014 cic:/CoRN/model/setoids/Qsetoid/ap_Q_irreflexive1.con
\e[0;32mOK
\e[0m 0.01
20015 cic:/CoRN/model/setoids/Qsetoid/ap_Q_symmetric1.con
\e[0;32mOK
\e[0m 0.01
20016 cic:/CoRN/model/setoids/Nsetoid/ap_nat_is_apartness.con
\e[0;32mOK
\e[0m 0.01
20017 cic:/CoRN/model/Zmod/Zm/ZModap.con
\e[0;32mOK
\e[0m 0.01
20018 cic:/CoRN/model/Zmod/Zm/ZModeq.con
\e[0;32mOK
\e[0m 0.01
20019 cic:/CoRN/model/Zmod/Zm/p_not_1.con
\e[0;32mOK
\e[0m 0.01
20020 cic:/CoRN/model/Zmod/ZMod/Zmodeq_refl.con
\e[0;32mOK
\e[0m 0.01
20021 cic:/CoRN/model/Zmod/ZMod/Zmodeq_zero.con
\e[0;32mOK
\e[0m 0.02
20022 cic:/CoRN/model/Zmod/ZDivides/Zdivides_abs_intro_lft.con
\e[0;32mOK
\e[0m 0.04
20023 cic:/CoRN/model/Zmod/ZBasics/minus_n_minus_n_k.con
\e[0;32mOK
\e[0m 0.02
20024 cic:/CoRN/fta/KeyLemma/chfun_3.con
\e[0;32mOK
\e[0m 0.02
20025 cic:/CoRN/devel/loeb/per/Zlst2fun/ZFap_cotransitive.con
\e[0;32mOK
\e[0m 0.04
20026 cic:/CoRN/devel/loeb/IDA/Ch6/M1_CS_mult.con
\e[0;32mOK
\e[0m 0.01
20027 cic:/CoRN/devel/loeb/IDA/Ch6/M2_CS_mult.con
\e[0;32mOK
\e[0m 0.01
20028 cic:/CoRN/devel/loeb/IDA/Ch6/ap_fm.con
\e[0;32mOK
\e[0m 0.01
20029 cic:/CoRN/devel/loeb/IDA/Ch6/eq_fm.con
\e[0;32mOK
\e[0m 0.01
20030 cic:/CoRN/algebra/CSetoids/Crel_strext.con
\e[0;32mOK
\e[0m 0.01
20031 cic:/CoRN/algebra/CSetoids/Crel_strext_lft.con
\e[0;32mOK
\e[0m 0.01
20032 cic:/CoRN/algebra/CSetoids/Crel_strext_rht.con
\e[0;32mOK
\e[0m 0.01
20033 cic:/CoRN/algebra/CSetoids/Crel_wdl.con
\e[0;32mOK
\e[0m 0.01
20034 cic:/CoRN/algebra/CSetoids/Crel_wdr.con
\e[0;32mOK
\e[0m 0.01
20035 cic:/CoRN/algebra/CSetoids/associative.con
\e[0;32mOK
\e[0m 0.01
20036 cic:/CoRN/algebra/CSetoids/bin_fun_strext.con
\e[0;32mOK
\e[0m 0.01
20037 cic:/CoRN/algebra/CSetoids/bin_fun_wd.con
\e[0;32mOK
\e[0m 0.01
20038 cic:/CoRN/algebra/CSetoids/commutes.con
\e[0;32mOK
\e[0m 0.01
20039 cic:/CoRN/algebra/CSetoids/cs_neq.con
\e[0;32mOK
\e[0m 0.01
20040 cic:/CoRN/algebra/CSetoids/cs_proof.con
\e[0;32mOK
\e[0m 0.01
20041 cic:/CoRN/algebra/CSetoids/ex_unq.con
\e[0;32mOK
\e[0m 0.01
20042 cic:/CoRN/algebra/CSetoids/fun_strext.con
\e[0;32mOK
\e[0m 0.01
20043 cic:/CoRN/algebra/CSetoids/fun_wd.con
\e[0;32mOK
\e[0m 0.01
20044 cic:/CoRN/algebra/CSetoids/nat_less_n_fun'.con
\e[0;32mOK
\e[0m 0.01
20045 cic:/CoRN/algebra/CSetoids/nat_less_n_fun.con
\e[0;32mOK
\e[0m 0.01
20046 cic:/CoRN/algebra/CSetoids/predS_well_def.con
\e[0;32mOK
\e[0m 0.01
20047 cic:/CoRN/algebra/CSetoids/pred_strong_ext'.con
\e[0;32mOK
\e[0m 0.01
20048 cic:/CoRN/algebra/CSetoids/pred_strong_ext.con
\e[0;32mOK
\e[0m 0.01
20049 cic:/CoRN/algebra/CSetoids/pred_wd'.con
\e[0;32mOK
\e[0m 0.01
20050 cic:/CoRN/algebra/CSetoids/pred_wd.con
\e[0;32mOK
\e[0m 0.01
20051 cic:/CoRN/algebra/CSetoids/prod_ap.con
\e[0;32mOK
\e[0m 0.01
20052 cic:/CoRN/algebra/CSetoids/prod_eq.con
\e[0;32mOK
\e[0m 0.01
20053 cic:/CoRN/algebra/CSetoids/rel_strext.con
\e[0;32mOK
\e[0m 0.01
20054 cic:/CoRN/algebra/CSetoids/rel_strext_lft.con
\e[0;32mOK
\e[0m 0.01
20055 cic:/CoRN/algebra/CSetoids/rel_strext_rht.con
\e[0;32mOK
\e[0m 0.01
20056 cic:/CoRN/algebra/CSetoids/rel_wdl.con
\e[0;32mOK
\e[0m 0.01
20057 cic:/CoRN/algebra/CSetoids/rel_wdr.con
\e[0;32mOK
\e[0m 0.01
20058 cic:/CoRN/algebra/CSetoids/subcsetoid_crr.ind
\e[0;32mOK
\e[0m 0.01
20059 cic:/CoRN/algebra/CSetoidInc/included_refl.con
\e[0;32mOK
\e[0m 0.01
20060 cic:/CoRN/algebra/CSetoidInc/included_trans.con
\e[0;32mOK
\e[0m 0.01
20061 cic:/CoRN/algebra/CSetoidFun/ap_fm.con
\e[0;32mOK
\e[0m 0.01
20062 cic:/CoRN/algebra/CSetoidFun/conjP.con
\e[0;32mOK
\e[0m 0.01
20063 cic:/CoRN/algebra/CSetoidFun/disj.con
\e[0;32mOK
\e[0m 0.02
20064 cic:/CoRN/algebra/CSetoidFun/eq_fm.con
\e[0;32mOK
\e[0m 0.01
20065 cic:/CoRN/algebra/CSetoidFun/SubSets_of_G/Extension/R.var
\e[0;32mOK
\e[0m 0.01
20066 cic:/CoRN/algebra/CPoly_ApZero/distinct1.con
\e[0;32mOK
\e[0m 0.01
20067 cic:/CoRN/algebra/CLogic/Cnat_total_order.con
\e[0;32mOK
\e[0m 0.02
20068 cic:/CoRN/algebra/CLogic/absolu_1.con
\e[0;32mOK
\e[0m 0.03
20069 cic:/CoRN/algebra/CLogic/le_1.con
\e[0;32mOK
\e[0m 0.01
20070 cic:/CoRN/algebra/CLogic/lt_5.con
\e[0;32mOK
\e[0m 0.01
20071 cic:/CoRN/algebra/CAbGroups/Nice_Char/plus_comm.var
\e[0;32mOK
\e[0m 0.01
20072 cic:/CoRN/algebra/CAbGroups/Nice_Char/plus_lext.var
\e[0;32mOK
\e[0m 0.01
20073 cic:/CoRN/algebra/CAbGroups/Nice_Char/plus_lunit.var
\e[0;32mOK
\e[0m 0.01
20074 cic:/CoRN/algebra/Basics/Zlt_opp.con
\e[0;32mOK
\e[0m 0.01
20075 cic:/CoRN/algebra/Basics/induction_ltof2T.con
\e[0;32mOK
\e[0m 0.01
20076 cic:/Cachan/SMC/tauto/init_list_OK.con
\e[0;32mOK
\e[0m 0.01
20077 cic:/Cachan/SMC/quant/and_le2.con
\e[0;32mOK
\e[0m 0.02
20078 cic:/Cachan/SMC/quant/ap_neq_ap'.con
\e[0;32mOK
\e[0m 0.03
20079 cic:/Cachan/SMC/quant/be_eq.con
\e[0;32mOK
\e[0m 0.01
20080 cic:/Cachan/SMC/quant/be_le.con
\e[0;32mOK
\e[0m 0.01
20081 cic:/Cachan/SMC/quant/bool_fun_exl_preserves_eq.con
\e[0;32mOK
\e[0m 0.01
20082 cic:/Cachan/SMC/quant/bool_fun_mu_all.con
\e[0;32mOK
\e[0m 0.01
20083 cic:/Cachan/SMC/quant/bool_fun_mu_ex.con
\e[0;32mOK
\e[0m 0.01
20084 cic:/Cachan/SMC/quant/bool_fun_replacel_preserves_eq.con
\e[0;32mOK
\e[0m 0.02
20085 cic:/Cachan/SMC/quant/bool_fun_subst1_eq_subst.con
\e[0;32mOK
\e[0m 0.03
20086 cic:/Cachan/SMC/quant/bool_fun_univl_preserves_eq.con
\e[0;32mOK
\e[0m 0.01
20087 cic:/Cachan/SMC/quant/ex_x_free.con
\e[0;32mOK
\e[0m 0.02
20088 cic:/Cachan/SMC/quant/impl_le2.con
\e[0;32mOK
\e[0m 0.01
20089 cic:/Cachan/SMC/quant/in_lx'.con
\e[0;32mOK
\e[0m 0.01
20090 cic:/Cachan/SMC/quant/in_lx'_1_conv.con
\e[0;32mOK
\e[0m 0.02
20091 cic:/Cachan/SMC/quant/lt_O_n_lx'_1.con
\e[0;32mOK
\e[0m 0.01
20092 cic:/Cachan/SMC/quant/mu_all_eval.con
\e[0;32mOK
\e[0m 0.01
20093 cic:/Cachan/SMC/quant/mu_ex_eval.con
\e[0;32mOK
\e[0m 0.01
20094 cic:/Cachan/SMC/quant/or_le2.con
\e[0;32mOK
\e[0m 0.01
20095 cic:/Cachan/SMC/quant/replace_OK.con
\e[0;32mOK
\e[0m 0.01
20096 cic:/Cachan/SMC/quant/replacel_x_free.con
\e[0;32mOK
\e[0m 0.05
20097 cic:/Cachan/SMC/quant/restrict_OK.con
\e[0;32mOK
\e[0m 0.01
20098 cic:/Cachan/SMC/quant/subst_le2.con
\e[0;32mOK
\e[0m 0.01
20099 cic:/Cachan/SMC/quant/univ_x_free.con
\e[0;32mOK
\e[0m 0.01
20100 cic:/Cachan/SMC/quant/Nsec/BDDmu_ex_results/ul_OK.var
\e[0;32mOK
\e[0m 0.00
20101 cic:/Cachan/SMC/quant/Nsec/BDDmu_ex_results/usedg.var
\e[0;32mOK
\e[0m 0.00
20102 cic:/Cachan/SMC/quant/Nsec/BDDmu_ex_results/usedt.var
\e[0;32mOK
\e[0m 0.00
20103 cic:/Cachan/SMC/quant/Nsec/BDDmu_all_results/ul_OK.var
\e[0;32mOK
\e[0m 0.00
20104 cic:/Cachan/SMC/quant/Nsec/BDDmu_all_results/usedg.var
\e[0;32mOK
\e[0m 0.00
20105 cic:/Cachan/SMC/quant/Nsec/BDDmu_all_results/usedt.var
\e[0;32mOK
\e[0m 0.00
20106 cic:/Cachan/SMC/quant/BDDquant/BDDunivl_results/ul_OK.var
\e[0;32mOK
\e[0m 0.00
20107 cic:/Cachan/SMC/quant/BDDquant/BDDunivl_results/used.var
\e[0;32mOK
\e[0m 0.00
20108 cic:/Cachan/SMC/quant/BDDquant/BDDuniv_results/ul_OK.var
\e[0;32mOK
\e[0m 0.00
20109 cic:/Cachan/SMC/quant/BDDquant/BDDuniv_results/used.var
\e[0;32mOK
\e[0m 0.00
20110 cic:/Cachan/SMC/quant/BDDquant/BDDsubst_results/ul_OK.var
\e[0;32mOK
\e[0m 0.00
20111 cic:/Cachan/SMC/quant/BDDquant/BDDsubst_results/used1.var
\e[0;32mOK
\e[0m 0.00
20112 cic:/Cachan/SMC/quant/BDDquant/BDDsubst_results/used2.var
\e[0;32mOK
\e[0m 0.00
20113 cic:/Cachan/SMC/quant/BDDquant/BDDreplacel_results/ul_OK.var
\e[0;32mOK
\e[0m 0.00
20114 cic:/Cachan/SMC/quant/BDDquant/BDDreplacel_results/used.var
\e[0;32mOK
\e[0m 0.00
20115 cic:/Cachan/SMC/quant/BDDquant/BDDreplace_results/ul_OK.var
\e[0;32mOK
\e[0m 0.00
20116 cic:/Cachan/SMC/quant/BDDquant/BDDreplace_results/used.var
\e[0;32mOK
\e[0m 0.00
20117 cic:/Cachan/SMC/quant/BDDquant/BDDexl_results/ul_OK.var
\e[0;32mOK
\e[0m 0.00
20118 cic:/Cachan/SMC/quant/BDDquant/BDDexl_results/used.var
\e[0;32mOK
\e[0m 0.00
20119 cic:/Cachan/SMC/quant/BDDquant/BDDex_results/ul_OK.var
\e[0;32mOK
\e[0m 0.00
20120 cic:/Cachan/SMC/quant/BDDquant/BDDex_results/used.var
\e[0;32mOK
\e[0m 0.00
20121 cic:/Cachan/SMC/op/BDDop/BDDvar_make_results/ul_OK.var
\e[0;32mOK
\e[0m 0.00
20122 cic:/Cachan/SMC/op/BDDop/BDDor_results/ul_OK.var
\e[0;32mOK
\e[0m 0.00
20123 cic:/Cachan/SMC/op/BDDop/BDDor_results/used1.var
\e[0;32mOK
\e[0m 0.00
20124 cic:/Cachan/SMC/op/BDDop/BDDor_results/used2.var
\e[0;32mOK
\e[0m 0.00
20125 cic:/Cachan/SMC/op/BDDop/BDDneg_results/ul_OK.var
\e[0;32mOK
\e[0m 0.00
20126 cic:/Cachan/SMC/op/BDDop/BDDneg_results/used.var
\e[0;32mOK
\e[0m 0.00
20127 cic:/Cachan/SMC/op/BDDop/BDDimpl_results/ul_OK.var
\e[0;32mOK
\e[0m 0.00
20128 cic:/Cachan/SMC/op/BDDop/BDDimpl_results/used1.var
\e[0;32mOK
\e[0m 0.00
20129 cic:/Cachan/SMC/op/BDDop/BDDimpl_results/used2.var
\e[0;32mOK
\e[0m 0.00
20130 cic:/Cachan/SMC/op/BDDop/BDDiff_results/ul_OK.var
\e[0;32mOK
\e[0m 0.00
20131 cic:/Cachan/SMC/op/BDDop/BDDiff_results/used1.var
\e[0;32mOK
\e[0m 0.00
20132 cic:/Cachan/SMC/op/BDDop/BDDiff_results/used2.var
\e[0;32mOK
\e[0m 0.00
20133 cic:/Cachan/SMC/op/BDDop/BDDand_results/ul_OK.var
\e[0;32mOK
\e[0m 0.00
20134 cic:/Cachan/SMC/op/BDDop/BDDand_results/used1.var
\e[0;32mOK
\e[0m 0.00
20135 cic:/Cachan/SMC/op/BDDop/BDDand_results/used2.var
\e[0;32mOK
\e[0m 0.00
20136 cic:/Cachan/SMC/myMap/myMapFold_as_fold_1.con
\e[0;32mOK
\e[0m 0.06
20137 cic:/Cachan/SMC/myMap/my_alist_of_map_lemma_1.con
\e[0;32mOK
\e[0m 0.03
20138 cic:/Cachan/SMC/myMap/no_dup_alist_of_Map.con
\e[0;32mOK
\e[0m 0.01
20139 cic:/Cachan/SMC/muset/rel_1.con
\e[0;32mOK
\e[0m 0.01
20140 cic:/Cachan/SMC/muset/set_all.con
\e[0;32mOK
\e[0m 0.01
20141 cic:/Cachan/SMC/muset/set_ap.con
\e[0;32mOK
\e[0m 0.01
20142 cic:/Cachan/SMC/muset/set_ex.ind
\e[0;32mOK
\e[0m 0.01
20143 cic:/Cachan/SMC/muset/set_neg.con
\e[0;32mOK
\e[0m 0.01
20144 cic:/Cachan/SMC/muset/state_set.con
\e[0;32mOK
\e[0m 0.01
20145 cic:/Cachan/SMC/muset/t_to_rel1.con
\e[0;32mOK
\e[0m 0.01
20146 cic:/Cachan/SMC/muset/ve''_to_be_ok2.con
\e[0;32mOK
\e[0m 0.04
20147 cic:/Cachan/SMC/muset/ve''_to_be_ok3.con
\e[0;32mOK
\e[0m 0.02
20148 cic:/Cachan/SMC/munew/bool_fun_of_be_ext1.con
\e[0;32mOK
\e[0m 0.06
20149 cic:/Cachan/SMC/munew/dash_be_ok.con
\e[0;32mOK
\e[0m 0.23
20150 cic:/Cachan/SMC/munew/eval_dash_lemma1.con
\e[0;32mOK
\e[0m 0.05
20151 cic:/Cachan/SMC/mu/Evar_env''LSULU.con
\e[0;32mOK
\e[0m 0.01
20152 cic:/Cachan/SMC/mu/M0inEvar_env''.con
\e[0;32mOK
\e[0m 0.01
20153 cic:/Cachan/SMC/mu/bool_expr_to_var_env''.con
\e[0;32mOK
\e[0m 0.01
20154 cic:/Cachan/SMC/mu/cfg_ul_bre_ok.con
\e[0;32mOK
\e[0m 0.01
20155 cic:/Cachan/SMC/mu/cfg_ul_bte_ok.con
\e[0;32mOK
\e[0m 0.01
20156 cic:/Cachan/SMC/mu/eval_be_independent.con
\e[0;32mOK
\e[0m 0.04
20157 cic:/Cachan/SMC/mu/imagef1'.con
\e[0;32mOK
\e[0m 0.01
20158 cic:/Cachan/SMC/mu/imagef2'.con
\e[0;32mOK
\e[0m 0.01
20159 cic:/Cachan/SMC/mu/lt_mn_minus.con
\e[0;32mOK
\e[0m 0.02
20160 cic:/Cachan/SMC/mu/nat_lu_var_lu.con
\e[0;32mOK
\e[0m 0.01
20161 cic:/Cachan/SMC/mu/Nsec/Evar_env''LULSU/CardImage/H.var
\e[0;32mOK
\e[0m 0.01
20162 cic:/Cachan/SMC/misc/BDDvar_le_max_1.con
\e[0;32mOK
\e[0m 0.01
20163 cic:/Cachan/SMC/misc/ad_lt_lemma.con
\e[0;32mOK
\e[0m 0.01
20164 cic:/Cachan/SMC/misc/lt_max_1_2.con
\e[0;32mOK
\e[0m 0.01
20165 cic:/Cachan/SMC/misc/lt_max_2.con
\e[0;32mOK
\e[0m 0.02
20166 cic:/Cachan/SMC/make/BDDmake.con
\e[0;32mOK
\e[0m 0.01
20167 cic:/Cachan/SMC/make/BDD_make/l_used'.var
\e[0;32mOK
\e[0m 0.01
20168 cic:/Cachan/SMC/make/BDD_make/r_used'.var
\e[0;32mOK
\e[0m 0.01
20169 cic:/Cachan/SMC/make/BDD_make/ul_OK.var
\e[0;32mOK
\e[0m 0.00
20170 cic:/Cachan/SMC/gc/clean'1_1_lemma.con
\e[0;32mOK
\e[0m 0.20
20171 cic:/Cachan/SMC/gc/clean'2.con
\e[0;32mOK
\e[0m 0.01
20172 cic:/Cachan/SMC/gc/clean1_lemma.con
\e[0;32mOK
\e[0m 0.15
20173 cic:/Cachan/SMC/gc/clean3_1.con
\e[0;32mOK
\e[0m 0.01
20174 cic:/Cachan/SMC/gc/new_bs.con
\e[0;32mOK
\e[0m 0.01
20175 cic:/Cachan/SMC/gc/new_fl.con
\e[0;32mOK
\e[0m 0.01
20176 cic:/Cachan/SMC/config/BDDneg_memo_OK.con
\e[0;32mOK
\e[0m 0.01
20177 cic:/Cachan/SMC/config/BDDone_preserved.con
\e[0;32mOK
\e[0m 0.03
20178 cic:/Cachan/SMC/config/BDDor_memo_OK.con
\e[0;32mOK
\e[0m 0.01
20179 cic:/Cachan/SMC/config/BDDuniv_memo_OK.con
\e[0;32mOK
\e[0m 0.01
20180 cic:/Cachan/SMC/config/BDDzero_preserved.con
\e[0;32mOK
\e[0m 0.02
20181 cic:/Cachan/SMC/config/bool_fun_of_BDD.con
\e[0;32mOK
\e[0m 0.01
20182 cic:/Cachan/SMC/config/bool_fun_of_BDD_bs_ext.con
\e[0;32mOK
\e[0m 0.01
20183 cic:/Cachan/SMC/config/bool_fun_of_BDD_bs_one.con
\e[0;32mOK
\e[0m 0.02
20184 cic:/Cachan/SMC/config/bool_fun_of_BDD_bs_zero.con
\e[0;32mOK
\e[0m 0.02
20185 cic:/Cachan/SMC/config/cons_OK_list_OK.con
\e[0;32mOK
\e[0m 0.01
20186 cic:/Cachan/SMC/config/high_bounded.con
\e[0;32mOK
\e[0m 0.01
20187 cic:/Cachan/SMC/config/high_used'_bs.con
\e[0;32mOK
\e[0m 0.04
20188 cic:/Cachan/SMC/config/high_used.con
\e[0;32mOK
\e[0m 0.01
20189 cic:/Cachan/SMC/config/low_bounded.con
\e[0;32mOK
\e[0m 0.01
20190 cic:/Cachan/SMC/config/low_used'_bs.con
\e[0;32mOK
\e[0m 0.05
20191 cic:/Cachan/SMC/config/low_used.con
\e[0;32mOK
\e[0m 0.02
20192 cic:/Cachan/SMC/config/node_OK_list_OK.con
\e[0;32mOK
\e[0m 0.01
20193 cic:/Cachan/SMC/config/nodes_preserved_used_nodes_preserved.con
\e[0;32mOK
\e[0m 0.02
20194 cic:/Cachan/SMC/config/used'_one.con
\e[0;32mOK
\e[0m 0.01
20195 cic:/Cachan/SMC/config/used'_zero.con
\e[0;32mOK
\e[0m 0.01
20196 cic:/Cachan/SMC/config/used_node'_cons_node'_ul.con
\e[0;32mOK
\e[0m 0.02
20197 cic:/Cachan/SMC/config/used_node'_cons_node_ul.con
\e[0;32mOK
\e[0m 0.02
20198 cic:/Cachan/SMC/config/used_nodes_preserved_cons.con
\e[0;32mOK
\e[0m 0.01
20199 cic:/Cachan/SMC/config/used_nodes_preserved_list_OK.con
\e[0;32mOK
\e[0m 0.01
20200 cic:/Cachan/SMC/config/used_nodes_preserved_refl.con
\e[0;32mOK
\e[0m 0.01
20201 cic:/Cachan/SMC/bool_fun/bool_fun_forall_if_egal.con
\e[0;32mOK
\e[0m 0.01
20202 cic:/Cachan/SMC/alloc/BDDalloc_lemma_2.con
\e[0;32mOK
\e[0m 0.34
20203 cic:/Cachan/SMC/alloc/BDDalloc_lemma_4.con
\e[0;32mOK
\e[0m 0.19
20204 cic:/Cachan/SMC/alloc/BDDalloc_lemma_5.con
\e[0;32mOK
\e[0m 0.30
20205 cic:/Cachan/SMC/alloc/BDDalloc_negm_same.con
\e[0;32mOK
\e[0m 0.14
20206 cic:/Cachan/SMC/alloc/BDDalloc_orm_same.con
\e[0;32mOK
\e[0m 0.15
20207 cic:/Cachan/SMC/alloc/BDDalloc_um_same.con
\e[0;32mOK
\e[0m 0.20
20208 cic:/Cachan/SMC/alloc/BDD_alloc/l_used'.var
\e[0;32mOK
\e[0m 0.01
20209 cic:/Cachan/SMC/alloc/BDD_alloc/r_used'.var
\e[0;32mOK
\e[0m 0.01
20210 cic:/Cachan/SMC/alloc/BDD_alloc/ul_OK.var
\e[0;32mOK
\e[0m 0.01
20211 cic:/BellLabs/lazyPCF/SubjRed/valid/inv_valid_cons.con
\e[0;32mOK
\e[0m 0.02
20212 cic:/BellLabs/lazyPCF/SubjRed/valid/valid_config_ind.con
\e[0;32mOK
\e[0m 0.01
20213 cic:/BellLabs/lazyPCF/SubjRed/TypeThms/TEp_inv_eqExt.con
\e[0;32mOK
\e[0m 0.13
20214 cic:/BellLabs/lazyPCF/SubjRed/TypeThms/TEp_nfvExt.con
\e[0;32mOK
\e[0m 0.13
20215 cic:/BellLabs/lazyPCF/SubjRed/NFprops/Fe_not_bool.con
\e[0;32mOK
\e[0m 0.02
20216 cic:/BellLabs/lazyPCF/SubjRed/NFprops/Fe_not_nat.con
\e[0;32mOK
\e[0m 0.02
20217 cic:/BellLabs/lazyPCF/SubjRed/NFprops/NFe_Fe.con
\e[0;32mOK
\e[0m 0.02
20218 cic:/BellLabs/lazyPCF/OpSem/OSrules/ApNewVar.con
\e[0;32mOK
\e[0m 0.02
20219 cic:/BellLabs/lazyPCF/OpSem/OSrules/OSred_ind.con
\e[0;32mOK
\e[0m 0.08
20220 cic:/Utrecht/Ramsey/Ramsey/pre_Ramsey1.con
\e[0;32mOK
\e[0m 0.01
20221 cic:/Utrecht/ABP/abp_proc/LemLin2.con
\e[0;32mOK
\e[0m 0.29
20222 cic:/Utrecht/ABP/abp_proc/LemLin3.con
\e[0;32mOK
\e[0m 0.25
20223 cic:/Utrecht/ABP/abp_proc/LemLin5.con
\e[0;32mOK
\e[0m 0.29
20224 cic:/Utrecht/ABP/abp_proc/LemLin6.con
\e[0;32mOK
\e[0m 0.27
20225 cic:/Suresnes/MiniC/MiniC/State/c_assgnExpValue_ind.con
\e[0;31mFAIL
\e[0m
20226 cic:/Suresnes/MiniC/MiniC/State/c_assgnExpValue_rec.con
\e[0;31mFAIL
\e[0m
20227 cic:/Suresnes/MiniC/MiniC/State/c_expValue_ind.con
\e[0;31mFAIL
\e[0m
20228 cic:/Suresnes/MiniC/MiniC/State/c_expValue_rec.con
\e[0;31mFAIL
\e[0m
20229 cic:/Suresnes/MiniC/MiniC/State/domc_bodyOfFunDecl.con
\e[0;31mFAIL
\e[0m
20230 cic:/Suresnes/MiniC/MiniC/State/domc_funDecl_rect.con
\e[0;31mFAIL
\e[0m
20231 cic:/Suresnes/MiniC/MiniC/State/domc_funDecls.con
\e[0;31mFAIL
\e[0m
20232 cic:/Suresnes/MiniC/MiniC/State/domc_localVarsOfFunDecl.con
\e[0;31mFAIL
\e[0m
20233 cic:/Suresnes/MiniC/MiniC/State/domc_paramOfFunDecl.con
\e[0;31mFAIL
\e[0m
20234 cic:/Suresnes/MiniC/MiniC/State/storeSegmentFromVar.con
\e[0;31mFAIL
\e[0m
20235 cic:/Suresnes/MiniC/MiniC/CSemantics/allocateLocalVars.con
\e[0;31mFAIL
\e[0m
20236 cic:/Suresnes/MiniC/MiniC/CSemantics/allocateParams.con
\e[0;31mFAIL
\e[0m
20237 cic:/Suresnes/MiniC/MiniC/CSemantics/denc_expList.con
\e[0;31mFAIL
\e[0m
20238 cic:/Suresnes/MiniC/MiniC/CSemantics/denc_switch.con
\e[0;31mFAIL
\e[0m
20239 cic:/Suresnes/MiniC/MiniC/CSemantics/denc_type.con
\e[0;31mFAIL
\e[0m
20240 cic:/Suresnes/MiniC/MiniC/CSemantics/While_True_Statement/fnsEnv.var
\e[0;31mFAIL
\e[0m
20241 cic:/Suresnes/MiniC/MiniC/CSemantics/Parametric_Simulation/traceOfAssgnExp.var
\e[0;31mFAIL
\e[0m
20242 cic:/Suresnes/MiniC/MiniC/CSemantics/Parametric_Simulation/Simulate_Program/fnsEnv.var
\e[0;31mFAIL
\e[0m
20243 cic:/Suresnes/MiniC/MiniC/CSemantics/Memory_Allocation/Denotation_Of_Expressions_And_Statements/denc_f.var
\e[0;31mFAIL
\e[0m
20244 cic:/Suresnes/MiniC/MiniC/CSemantics/Memory_Allocation/Denotation_Of_Expressions_And_Statements/Unary_Applications/denc_exp.var
\e[0;31mFAIL
\e[0m
20245 cic:/Suresnes/MiniC/MiniC/CSemantics/Memory_Allocation/Denotation_Of_Expressions_And_Statements/Denotation_Of_Assignable_Expressions/denc_exp.var
\e[0;31mFAIL
\e[0m
20246 cic:/Suresnes/MiniC/MiniC/CSemantics/Memory_Allocation/Denotation_Of_Expressions_And_Statements/Binary_Application/denc_exp.var
\e[0;31mFAIL
\e[0m
20247 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_funDecl_ind.con
\e[0;31mFAIL
\e[0m
20248 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_funDecl_rec.con
\e[0;31mFAIL
\e[0m
20249 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_program.ind
\e[0;31mFAIL
\e[0m
20250 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/L5bis.con
\e[0;32mOK
\e[0m 0.02
20251 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Le_4bis.con
\e[0;32mOK
\e[0m 0.02
20252 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Assign_of_sub_eq.con
\e[0;32mOK
\e[0m 0.03
20253 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/L11.con
\e[0;32mOK
\e[0m 0.02
20254 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Solution_OBDT_ordered.con
\e[0;32mOK
\e[0m 0.01
20255 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/L9.con
\e[0;32mOK
\e[0m 0.01
20256 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/No_implicant_FALSE.con
\e[0;32mOK
\e[0m 0.01
20257 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Monotony/Bottom_implicant.con
\e[0;32mOK
\e[0m 0.01
20258 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Monotony/Divides_implic_implic.con
\e[0;32mOK
\e[0m 0.01
20259 cic:/Suresnes/BDD/rauzy/algorithme1/Inductions/R.con
\e[0;32mOK
\e[0m 0.01
20260 cic:/Suresnes/BDD/rauzy/algorithme1/Inductions/f.con
\e[0;32mOK
\e[0m 0.01
20261 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Not_BDT.con
\e[0;32mOK
\e[0m 0.02
20262 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/L_Dep_Var1.con
\e[0;32mOK
\e[0m 0.02
20263 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/L_Dep_Var2.con
\e[0;32mOK
\e[0m 0.01
20264 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Dim_gt_O_node_decomposition.con
\e[0;32mOK
\e[0m 0.01
20265 cic:/Suresnes/BDD/canonicite/Vars/Order_S.con
\e[0;32mOK
\e[0m 0.01
20266 cic:/Suresnes/BDD/canonicite/Vars/le_Var_total_order.con
\e[0;32mOK
\e[0m 0.01
20267 cic:/Suresnes/BDD/canonicite/Finite_sets/Card_gtO_exist_greatest.con
\e[0;32mOK
\e[0m 0.03
20268 cic:/Suresnes/BDD/canonicite/Finite_sets/inh_card_gt_O.con
\e[0;32mOK
\e[0m 0.01
20269 cic:/Suresnes/BDD/canonicite/Finite_sets/not_All_Exist_not.con
\e[0;32mOK
\e[0m 0.01
20270 cic:/Suresnes/BDD/canonicite/Complete_induction/complete_induction.con
\e[0;32mOK
\e[0m 0.01
20271 cic:/Suresnes/BDD/canonicite/Boolean_functions/Constant_fct_inv.con
\e[0;32mOK
\e[0m 0.01
20272 cic:/Suresnes/BDD/canonicite/Boolean_functions/Restr.con
\e[0;32mOK
\e[0m 0.01
20273 cic:/Suresnes/BDD/canonicite/Boolean_functions/Upd'.con
\e[0;32mOK
\e[0m 0.01
20274 cic:/Suresnes/BDD/canonicite/Boolean_functions/Upd_xi_xj.con
\e[0;32mOK
\e[0m 0.02
20275 cic:/Suresnes/BDD/canonicite/BDTs/BDT_iso_BDF_eq.con
\e[0;32mOK
\e[0m 0.02
20276 cic:/Suresnes/BDD/canonicite/BDTs/Denote.con
\e[0;32mOK
\e[0m 0.01
20277 cic:/Suresnes/BDD/canonicite/BDTs/Exist_dim.con
\e[0;32mOK
\e[0m 0.01
20278 cic:/Suresnes/BDD/canonicite/BDTs/OBDT_ind.con
\e[0;32mOK
\e[0m 0.01
20279 cic:/Suresnes/BDD/canonicite/BDTs/inv_OBDT_bh.con
\e[0;32mOK
\e[0m 0.01
20280 cic:/Suresnes/BDD/canonicite/BDTs/inv_OBDT_bl.con
\e[0;32mOK
\e[0m 0.01
20281 cic:/Suresnes/BDD/canonicite/BDTs/ne_Fone_Fzero.con
\e[0;32mOK
\e[0m 0.01
20282 cic:/Suresnes/BDD/canonicite/BDTs/p_inv_BDT_eq.con
\e[0;32mOK
\e[0m 0.01
20283 cic:/Sophia-Antipolis/param_pi/subtyping/type_with_other_subs.con
\e[0;32mOK
\e[0m 0.05
20284 cic:/Sophia-Antipolis/param_pi/fresh/fresh_after_trans.con
\e[0;32mOK
\e[0m 0.58
20285 cic:/Sophia-Antipolis/param_pi/bout_red/bout_emits_correct_type.con
\e[0;32mOK
\e[0m 0.50
20286 cic:/Sophia-Antipolis/Rsa/Rsa/gcd_pq_SO.con
\e[0;32mOK
\e[0m 0.02
20287 cic:/Sophia-Antipolis/Rsa/MiscRsa/div_x_O_q.con
\e[0;32mOK
\e[0m 0.03
20288 cic:/Sophia-Antipolis/Rsa/MiscRsa/eq_minus.con
\e[0;32mOK
\e[0m 0.01
20289 cic:/Sophia-Antipolis/Rsa/MiscRsa/eq_mult.con
\e[0;32mOK
\e[0m 0.01
20290 cic:/Sophia-Antipolis/Rsa/MiscRsa/lt_mult_right.con
\e[0;32mOK
\e[0m 0.03
20291 cic:/Sophia-Antipolis/Rsa/Divides/congruent'.con
\e[0;32mOK
\e[0m 0.02
20292 cic:/Sophia-Antipolis/Rsa/Divides/gcd_spec_uniq.con
\e[0;32mOK
\e[0m 0.05
20293 cic:/Sophia-Antipolis/Rsa/Divides/is_gcd_O'.con
\e[0;32mOK
\e[0m 0.01
20294 cic:/Sophia-Antipolis/Rsa/Divides/is_gcd_unic.con
\e[0;32mOK
\e[0m 0.01
20295 cic:/Sophia-Antipolis/Rsa/Binomials/binomial_fact.con
\e[0;32mOK
\e[0m 0.08
20296 cic:/Sophia-Antipolis/Rsa/Binomials/exp_Pascal.con
\e[0;32mOK
\e[0m 0.29
20297 cic:/Sophia-Antipolis/RecursiveDefinition/data9/log_terminate.con
\e[0;32mOK
\e[0m 0.05
20298 cic:/Sophia-Antipolis/RecursiveDefinition/data8/pgcd_terminate.con
\e[0;32mOK
\e[0m 0.13
20299 cic:/Sophia-Antipolis/RecursiveDefinition/data7/log_terminate.con
\e[0;32mOK
\e[0m 0.05
20300 cic:/Sophia-Antipolis/RecursiveDefinition/data6/log_terminate.con
\e[0;32mOK
\e[0m 0.05
20301 cic:/Sophia-Antipolis/RecursiveDefinition/data4/log_terminate.con
\e[0;32mOK
\e[0m 0.05
20302 cic:/Sophia-Antipolis/RecursiveDefinition/data3/log_terminate.con
\e[0;32mOK
\e[0m 0.05
20303 cic:/Sophia-Antipolis/RecursiveDefinition/data2/log_terminate.con
\e[0;32mOK
\e[0m 0.05
20304 cic:/Sophia-Antipolis/RecursiveDefinition/data1/sqrt_terminate.con
\e[0;32mOK
\e[0m 0.14
20305 cic:/Sophia-Antipolis/RecursiveDefinition/data/log_terminate.con
\e[0;32mOK
\e[0m 0.05
20306 cic:/Sophia-Antipolis/MATHS/Z/Zle/le_opp_OZ.con
\e[0;32mOK
\e[0m 0.01
20307 cic:/Sophia-Antipolis/MATHS/Z/Zadd/addZ_neutral.con
\e[0;32mOK
\e[0m 0.01
20308 cic:/Sophia-Antipolis/MATHS/Z/Zadd/add_IZ_succZ.con
\e[0;32mOK
\e[0m 0.01
20309 cic:/Sophia-Antipolis/MATHS/Z/Zadd/add_mIZ_predZ.con
\e[0;32mOK
\e[0m 0.01
20310 cic:/Sophia-Antipolis/MATHS/Z/Zadd/tech_add_pos_negZ.con
\e[0;32mOK
\e[0m 0.01
20311 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/inv_involution.con
\e[0;32mOK
\e[0m 0.01
20312 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/inv_star.con
\e[0;32mOK
\e[0m 0.02
20313 cic:/Sophia-Antipolis/MATHS/GROUPS/gr/self_inv.con
\e[0;32mOK
\e[0m 0.01
20314 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/phi_unfold.con
\e[0;31mFAIL
\e[0m
20315 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/psi.con
\e[0;31mFAIL
\e[0m
20316 cic:/Sophia-Antipolis/MATHS/GROUPS/g2/auxsub.con
\e[0;32mOK
\e[0m 0.02
20317 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/cancellation'.con
\e[0;32mOK
\e[0m 0.01
20318 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/eH_in_G.con
\e[0;32mOK
\e[0m 0.03
20319 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/exp_endo.con
\e[0;32mOK
\e[0m 0.03
20320 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/l1.con
\e[0;32mOK
\e[0m 0.01
20321 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/powers_ind.con
\e[0;32mOK
\e[0m 0.01
20322 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/resolve'.con
\e[0;32mOK
\e[0m 0.01
20323 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/starH_is_star.con
\e[0;32mOK
\e[0m 0.01
20324 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/triv1'.con
\e[0;32mOK
\e[0m 0.01
20325 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/triv2'.con
\e[0;32mOK
\e[0m 0.01
20326 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Premier/assoc.var
\e[0;32mOK
\e[0m 0.01
20327 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Premier/eH_left_neutral.var
\e[0;32mOK
\e[0m 0.01
20328 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Premier/eH_right_neutral.var
\e[0;32mOK
\e[0m 0.01
20329 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Premier/inv_left_inverse.var
\e[0;32mOK
\e[0m 0.01
20330 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Premier/inv_right_inverse.var
\e[0;32mOK
\e[0m 0.01
20331 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/L3.var
\e[0;32mOK
\e[0m 0.01
20332 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/thm4_5iia.con
\e[0;32mOK
\e[0m 0.02
20333 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/thm4_6.con
\e[0;32mOK
\e[0m 0.02
20334 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/thm5_3.con
\e[0;32mOK
\e[0m 0.03
20335 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/thm5_5.con
\e[0;32mOK
\e[0m 0.02
20336 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part2/Side1.con
\e[0;32mOK
\e[0m 0.01
20337 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part2/Side2.con
\e[0;32mOK
\e[0m 0.01
20338 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part2/thm4_1c.con
\e[0;32mOK
\e[0m 0.03
20339 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/Colinearity_is_equivalence.con
\e[0;32mOK
\e[0m 0.02
20340 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/Uniqueness_of_constructed_points.con
\e[0;32mOK
\e[0m 0.02
20341 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/cong_eqln_spar.con
\e[0;32mOK
\e[0m 0.01
20342 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/eqln_imp_par.con
\e[0;32mOK
\e[0m 0.01
20343 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/ext_rev.con
\e[0;32mOK
\e[0m 0.01
20344 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/line1_flip.con
\e[0;32mOK
\e[0m 0.01
20345 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/line2_flip.con
\e[0;32mOK
\e[0m 0.01
20346 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/orig_rev.con
\e[0;32mOK
\e[0m 0.01
20347 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/Unort_symmetric.con
\e[0;32mOK
\e[0m 0.01
20348 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/cmp_unort_diln.con
\e[0;32mOK
\e[0m 0.01
20349 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/thm8_6.con
\e[0;32mOK
\e[0m 0.02
20350 cic:/Sophia-Antipolis/MATHS/GEOMETRY/basis/Triangle_def.con
\e[0;32mOK
\e[0m 0.01
20351 cic:/Sophia-Antipolis/MATHS/GEOMETRY/affinity/thm7_1.con
\e[0;32mOK
\e[0m 0.02
20352 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo1/Upper_Bound_Couple_intro.con
\e[0;32mOK
\e[0m 0.02
20353 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo1/Upper_Bound_Singleton_intro.con
\e[0;32mOK
\e[0m 0.02
20354 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Anyone_is_Upper_Bound_of_Empty_set.con
\e[0;32mOK
\e[0m 0.01
20355 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Empty_set_has_Upper_Bound.con
\e[0;32mOK
\e[0m 0.02
20356 cic:/Sophia-Antipolis/Huffman/WeightTree/ordered_sum_leaves_eq.con
\e[0;32mOK
\e[0m 0.02
20357 cic:/Sophia-Antipolis/Huffman/Weight/restrict_code_in.con
\e[0;32mOK
\e[0m 0.06
20358 cic:/Sophia-Antipolis/Huffman/Weight/weight_permutation.con
\e[0;32mOK
\e[0m 0.01
20359 cic:/Sophia-Antipolis/Huffman/Restrict/restrict_code_in.con
\e[0;32mOK
\e[0m 0.06
20360 cic:/Sophia-Antipolis/Huffman/Restrict/restrict_not_null.con
\e[0;32mOK
\e[0m 0.04
20361 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_all_permutations.con
\e[0;32mOK
\e[0m 0.01
20362 cic:/Sophia-Antipolis/Huffman/PBTree/all_pbleaves_pbbuild.con
\e[0;32mOK
\e[0m 0.02
20363 cic:/Sophia-Antipolis/Huffman/CoverMin/cover_min_permutation.con
\e[0;32mOK
\e[0m 0.02
20364 cic:/Sophia-Antipolis/Huffman/Cover/all_cover_cover.con
\e[0;32mOK
\e[0m 0.01
20365 cic:/Sophia-Antipolis/Huffman/Cover/cover_cons_l.con
\e[0;32mOK
\e[0m 0.03
20366 cic:/Sophia-Antipolis/Huffman/Cover/Cover/cover_inv_app_aux.var
\e[0;32mOK
\e[0m 0.23
20367 cic:/Sophia-Antipolis/Huffman/Code/correct_encoding.con
\e[0;32mOK
\e[0m 0.04
20368 cic:/Sophia-Antipolis/Huffman/Build/build_cover.con
\e[0;32mOK
\e[0m 0.04
20369 cic:/Sophia-Antipolis/Huffman/Aux/list_length_ind.con
\e[0;32mOK
\e[0m 0.01
20370 cic:/Sophia-Antipolis/Huffman/Aux/list_length_induction.con
\e[0;32mOK
\e[0m 0.01
20371 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/MultSeq/Invariant_t_O.con
\e[0;32mOK
\e[0m 0.04
20372 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/highs_is_strip.con
\e[0;32mOK
\e[0m 0.01
20373 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/length_abit.con
\e[0;32mOK
\e[0m 0.01
20374 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/lowbit_is_abit.con
\e[0;32mOK
\e[0m 0.01
20375 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_replace/replace_ok.con
\e[0;32mOK
\e[0m 0.04
20376 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/app_trunc_elemlist.con
\e[0;32mOK
\e[0m 0.04
20377 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/app_trunc_strip.con
\e[0;32mOK
\e[0m 0.08
20378 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/elemlist_cons_O.con
\e[0;32mOK
\e[0m 0.01
20379 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/elemlist_cons_S.con
\e[0;32mOK
\e[0m 0.01
20380 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/strip_app.con
\e[0;32mOK
\e[0m 0.11
20381 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/strip_strip.con
\e[0;32mOK
\e[0m 0.09
20382 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/strip_strip_S.con
\e[0;32mOK
\e[0m 0.08
20383 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/strip_trunc.con
\e[0;32mOK
\e[0m 0.05
20384 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/strip_trunc_i.con
\e[0;32mOK
\e[0m 0.07
20385 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/lt_plus_n_m.con
\e[0;32mOK
\e[0m 0.03
20386 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_proof/al_al'.con
\e[0;32mOK
\e[0m 0.07
20387 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_proof/cx_cx'.con
\e[0;32mOK
\e[0m 0.03
20388 cic:/Sophia-Antipolis/HARDWARE/ADDER/IncrDecr/BV_increment_adder.con
\e[0;32mOK
\e[0m 0.09
20389 cic:/Sophia-Antipolis/HARDWARE/ADDER/AdderProof/BV_full_adder_nil_true_ok.con
\e[0;32mOK
\e[0m 0.05
20390 cic:/Sophia-Antipolis/HARDWARE/ADDER/Adder/BV_full_adder_sym.con
\e[0;32mOK
\e[0m 0.06
20391 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/A_sub_V_proof_Out.con
\e[0;31mFAIL
\e[0m
20392 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_NN_proof_Out.con
\e[0;32mOK
\e[0m 0.01
20393 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_sub2_Out.con
\e[0;31mFAIL
\e[0m
20394 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_INTER_pr1.con
\e[0;32mOK
\e[0m 0.01
20395 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_prop_ind.con
\e[0;32mOK
\e[0m 0.01
20396 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_prop_rec.con
\e[0;32mOK
\e[0m 0.01
20397 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EQ_trans.con
\e[0;32mOK
\e[0m 0.06
20398 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/First_uniqueness.con
\e[0;32mOK
\e[0m 0.01
20399 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Intersection_th1.con
\e[0;31mFAIL
\e[0m
20400 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Intersection_th2.con
\e[0;31mFAIL
\e[0m
20401 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th1.con
\e[0;31mFAIL
\e[0m
20402 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_th1_proof_Out.con
\e[0;31mFAIL
\e[0m
20403 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Union_th1.con
\e[0;32mOK
\e[0m 0.01
20404 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_sub1_Out.con
\e[0;32mOK
\e[0m 0.01
20405 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_sub2_Out.con
\e[0;32mOK
\e[0m 0.03
20406 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/empty_function_function.con
\e[0;32mOK
\e[0m 0.01
20407 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/emptyset_subset_everything_Out.con
\e[0;32mOK
\e[0m 0.01
20408 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_is_a_function_on.con
\e[0;32mOK
\e[0m 0.01
20409 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_on_dom.con
\e[0;32mOK
\e[0m 0.01
20410 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_on_fn.con
\e[0;32mOK
\e[0m 0.01
20411 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ieieep_Out.con
\e[0;32mOK
\e[0m 0.01
20412 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_ind.con
\e[0;32mOK
\e[0m 0.01
20413 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_rec.con
\e[0;32mOK
\e[0m 0.01
20414 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/intersection4_Out.con
\e[0;31mFAIL
\e[0m
20415 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/is_a_function_ind.con
\e[0;32mOK
\e[0m 0.01
20416 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/is_a_function_on_rect.con
\e[0;32mOK
\e[0m 0.01
20417 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/is_a_function_rec.con
\e[0;32mOK
\e[0m 0.01
20418 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_ind_for_Zero.con
\e[0;32mOK
\e[0m 0.01
20419 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction2a_Out.con
\e[0;32mOK
\e[0m 0.01
20420 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/neq_symm_Out.con
\e[0;32mOK
\e[0m 0.01
20421 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power1_Out1.con
\e[0;32mOK
\e[0m 0.01
20422 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power5_Out.con
\e[0;32mOK
\e[0m 0.01
20423 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relation_sub.con
\e[0;32mOK
\e[0m 0.01
20424 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_th4.con
\e[0;31mFAIL
\e[0m
20425 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_trans1a_Out.con
\e[0;32mOK
\e[0m 0.01
20426 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/B_sub_V.var
\e[0;31mFAIL
\e[0m
20427 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th1_proof/step2.var
\e[0;31mFAIL
\e[0m
20428 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_next_proof/strictsub_next1/step4.var
\e[0;31mFAIL
\e[0m
20429 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1b/stepb1.var
\e[0;31mFAIL
\e[0m
20430 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1b/stepb2.var
\e[0;31mFAIL
\e[0m
20431 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_3/step1.var
\e[0;31mFAIL
\e[0m
20432 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_3/step2.var
\e[0;31mFAIL
\e[0m
20433 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2/step1.var
\e[0;32mOK
\e[0m 0.00
20434 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relations_in_cartesian_proof/step2.var
\e[0;32mOK
\e[0m 0.01
20435 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power1/step4.var
\e[0;31mFAIL
\e[0m
20436 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/naturals_main_induction3a/step3a1.var
\e[0;32mOK
\e[0m 0.01
20437 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction2/naturals_main_induction2c/step2c1.var
\e[0;32mOK
\e[0m 0.00
20438 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/step2.var
\e[0;31mFAIL
\e[0m
20439 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_bounded_proof/cpb1/step1.var
\e[0;32mOK
\e[0m 0.01
20440 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_bounded_proof/cpb1/step5.var
\e[0;32mOK
\e[0m 0.00
20441 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_bounded_proof/cpb1/step6.var
\e[0;32mOK
\e[0m 0.01
20442 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/step1.var
\e[0;32mOK
\e[0m 0.00
20443 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/step2.var
\e[0;32mOK
\e[0m 0.01
20444 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/step3.var
\e[0;32mOK
\e[0m 0.00
20445 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/step4.var
\e[0;32mOK
\e[0m 0.00
20446 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_section_1/step5.var
\e[0;32mOK
\e[0m 0.00
20447 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_symm_proof/step1.var
\e[0;32mOK
\e[0m 0.00
20448 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/step1.var
\e[0;32mOK
\e[0m 0.00
20449 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/iAdoub.var
\e[0;31mFAIL
\e[0m
20450 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/iBdoub.var
\e[0;31mFAIL
\e[0m
20451 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/distinct_doubletons_have_geq_2_elements_proof/step1.var
\e[0;31mFAIL
\e[0m
20452 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/iX.var
\e[0;32mOK
\e[0m 0.01
20453 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/step3.var
\e[0;32mOK
\e[0m 0.01
20454 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/step4.var
\e[0;32mOK
\e[0m 0.00
20455 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/step5.var
\e[0;32mOK
\e[0m 0.01
20456 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/step6.var
\e[0;32mOK
\e[0m 0.01
20457 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_wd/V.var
\e[0;32mOK
\e[0m 0.00
20458 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_wd/W.var
\e[0;32mOK
\e[0m 0.00
20459 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_wd/i.var
\e[0;32mOK
\e[0m 0.00
20460 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_wd/j.var
\e[0;32mOK
\e[0m 0.00
20461 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_prop_3/step1.var
\e[0;32mOK
\e[0m 0.01
20462 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_3/W.var
\e[0;32mOK
\e[0m 0.00
20463 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_2/Z.var
\e[0;32mOK
\e[0m 0.00
20464 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_2/p.var
\e[0;32mOK
\e[0m 0.00
20465 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_1/Y.var
\e[0;32mOK
\e[0m 0.01
20466 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_1/p.var
\e[0;32mOK
\e[0m 0.00
20467 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartpair/i.var
\e[0;32mOK
\e[0m 0.00
20468 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_is_relation_proof/i.var
\e[0;32mOK
\e[0m 0.00
20469 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/big_extensionality_proof/iXS.var
\e[0;31mFAIL
\e[0m
20470 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/a_pair_is_a_pair_proof/step2.var
\e[0;32mOK
\e[0m 0.01
20471 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/step1.var
\e[0;32mOK
\e[0m 0.00
20472 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/step3.var
\e[0;32mOK
\e[0m 0.00
20473 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/step6.var
\e[0;32mOK
\e[0m 0.01
20474 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/step7.var
\e[0;32mOK
\e[0m 0.01
20475 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/COMPp/i.var
\e[0;32mOK
\e[0m 0.01
20476 cic:/Sophia-Antipolis/Float/Paux/PdivBound.con
\e[0;32mOK
\e[0m 0.01
20477 cic:/Sophia-Antipolis/Float/Paux/Pdivless1.con
\e[0;32mOK
\e[0m 0.41
20478 cic:/Sophia-Antipolis/Float/Paux/Pdivless2.con
\e[0;32mOK
\e[0m 0.70
20479 cic:/Sophia-Antipolis/Float/Paux/positive_exp_correct.con
\e[0;32mOK
\e[0m 0.03
20480 cic:/Sophia-Antipolis/Float/MSB/MSB_abs.con
\e[0;32mOK
\e[0m 0.01
20481 cic:/Sophia-Antipolis/Float/MSB/MSB_opp.con
\e[0;32mOK
\e[0m 0.01
20482 cic:/Sophia-Antipolis/Float/Fround/RoundedModeP.con
\e[0;32mOK
\e[0m 0.01
20483 cic:/Sophia-Antipolis/Float/Fround/ToInfinityCompatible.con
\e[0;32mOK
\e[0m 0.03
20484 cic:/Sophia-Antipolis/Float/Fround/ToInfinityMinOrMax.con
\e[0;32mOK
\e[0m 0.01
20485 cic:/Sophia-Antipolis/Float/Fround/ToZeroCompatible.con
\e[0;32mOK
\e[0m 0.02
20486 cic:/Sophia-Antipolis/Float/Fround/ToZeroMinOrMax.con
\e[0;32mOK
\e[0m 0.01
20487 cic:/Sophia-Antipolis/Float/Fnorm/Fnormalize.con
\e[0;32mOK
\e[0m 0.01
20488 cic:/Sophia-Antipolis/Float/Fnorm/NormalNotSubNormal.con
\e[0;32mOK
\e[0m 0.01
20489 cic:/Sophia-Antipolis/Float/Fmin/MaxEq.con
\e[0;32mOK
\e[0m 0.02
20490 cic:/Sophia-Antipolis/Float/Fmin/MinEq.con
\e[0;32mOK
\e[0m 0.02
20491 cic:/Sophia-Antipolis/Float/Fmin/MonotoneMax.con
\e[0;32mOK
\e[0m 0.01
20492 cic:/Sophia-Antipolis/Float/Fmin/MonotoneMin.con
\e[0;32mOK
\e[0m 0.01
20493 cic:/Sophia-Antipolis/Float/Fmin/ProjectMax.con
\e[0;32mOK
\e[0m 0.01
20494 cic:/Sophia-Antipolis/Float/Fmin/ProjectMin.con
\e[0;32mOK
\e[0m 0.01
20495 cic:/Sophia-Antipolis/Float/Fcomp/Feq_bool.con
\e[0;32mOK
\e[0m 0.01
20496 cic:/Sophia-Antipolis/Float/Fcomp/Fle_bool.con
\e[0;32mOK
\e[0m 0.01
20497 cic:/Sophia-Antipolis/Float/Fcomp/Flt_bool.con
\e[0;32mOK
\e[0m 0.01
20498 cic:/Sophia-Antipolis/Float/Faux/RmaxLess1.con
\e[0;32mOK
\e[0m 0.02
20499 cic:/Sophia-Antipolis/Float/Faux/RmaxLess2.con
\e[0;32mOK
\e[0m 0.02
20500 cic:/Sophia-Antipolis/Float/Faux/RmaxSym.con
\e[0;32mOK
\e[0m 0.03
20501 cic:/Sophia-Antipolis/Float/Faux/ZmaxLe1.con
\e[0;32mOK
\e[0m 0.01
20502 cic:/Sophia-Antipolis/Float/Faux/Zmin_Zmax.con
\e[0;32mOK
\e[0m 0.03
20503 cic:/Sophia-Antipolis/Float/Faux/absolu_comp_mult.con
\e[0;32mOK
\e[0m 0.01
20504 cic:/Sophia-Antipolis/Float/Faux/absolu_lt_nz.con
\e[0;32mOK
\e[0m 0.01
20505 cic:/Sophia-Antipolis/Float/Faux/lt_comp_mult.con
\e[0;32mOK
\e[0m 0.02
20506 cic:/Sophia-Antipolis/Float/Faux/lt_mult_anti_compatibility.con
\e[0;32mOK
\e[0m 0.01
20507 cic:/Sophia-Antipolis/Float/FSucc/FSuccSimpl1.con
\e[0;32mOK
\e[0m 0.02
20508 cic:/Sophia-Antipolis/Float/FSucc/FSuccSimpl4.con
\e[0;32mOK
\e[0m 0.02
20509 cic:/Sophia-Antipolis/Float/FPred/FPredSimpl1.con
\e[0;32mOK
\e[0m 0.02
20510 cic:/Sophia-Antipolis/Float/FPred/FPredSimpl4.con
\e[0;32mOK
\e[0m 0.03
20511 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Same_set_equivalence.con
\e[0;32mOK
\e[0m 0.02
20512 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Bottom.ind
\e[0;32mOK
\e[0m 0.01
20513 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Lower_Bound.ind
\e[0;32mOK
\e[0m 0.01
20514 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Totally_ordered.ind
\e[0;32mOK
\e[0m 0.01
20515 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Upper_Bound.ind
\e[0;32mOK
\e[0m 0.01
20516 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/A_sep.con
\e[0;32mOK
\e[0m 0.03
20517 cic:/Sophia-Antipolis/Buchberger/moreCoefStructure/multA_invA_com_r.con
\e[0;32mOK
\e[0m 0.02
20518 cic:/Sophia-Antipolis/Buchberger/WfR0/get_monL.con
\e[0;32mOK
\e[0m 0.01
20519 cic:/Sophia-Antipolis/Buchberger/Preduce/In_inp_inPolySet.con
\e[0;32mOK
\e[0m 0.08
20520 cic:/Sophia-Antipolis/Buchberger/Preduce/inPolySet_ind.con
\e[0;32mOK
\e[0m 0.04
20521 cic:/Sophia-Antipolis/Buchberger/Preduce/in_inPolySet.con
\e[0;32mOK
\e[0m 0.08
20522 cic:/Sophia-Antipolis/Buchberger/Preduce/pickinSetp_ind.con
\e[0;32mOK
\e[0m 0.05
20523 cic:/Sophia-Antipolis/Buchberger/Pplus/plusP_uniq_eqP.con
\e[0;32mOK
\e[0m 0.02
20524 cic:/Sophia-Antipolis/Buchberger/Pplus/pluspf.con
\e[0;32mOK
\e[0m 0.01
20525 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf.con
\e[0;32mOK
\e[0m 0.01
20526 cic:/Sophia-Antipolis/Buchberger/Peq/seqp_dec.con
\e[0;32mOK
\e[0m 0.03
20527 cic:/Sophia-Antipolis/Buchberger/Peq/seqp_refl.con
\e[0;32mOK
\e[0m 0.01
20528 cic:/Sophia-Antipolis/Buchberger/Peq/seqp_sym.con
\e[0;32mOK
\e[0m 0.02
20529 cic:/Sophia-Antipolis/Buchberger/Peq/seqp_trans.con
\e[0;32mOK
\e[0m 0.04
20530 cic:/Sophia-Antipolis/Buchberger/POrder/fsltP.con
\e[0;32mOK
\e[0m 0.02
20531 cic:/Sophia-Antipolis/Buchberger/Monomials/div_clean_dec2.con
\e[0;32mOK
\e[0m 0.08
20532 cic:/Sophia-Antipolis/Buchberger/Fred/red_grobner.con
\e[0;32mOK
\e[0m 0.03
20533 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_nZero.con
\e[0;32mOK
\e[0m 0.04
20534 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_plusTerm.con
\e[0;32mOK
\e[0m 0.14
20535 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_trans.con
\e[0;32mOK
\e[0m 0.17
20536 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_compo.con
\e[0;32mOK
\e[0m 0.10
20537 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_invTerm_l.con
\e[0;32mOK
\e[0m 0.06
20538 cic:/Sophia-Antipolis/Buchberger/DivTerm/eqTerm_multTerm_imp_eqTerm.con
\e[0;32mOK
\e[0m 0.10
20539 cic:/Sophia-Antipolis/Buchberger/DivTerm/multTerm_eqTerm_inv.con
\e[0;32mOK
\e[0m 0.11
20540 cic:/Sophia-Antipolis/Buchberger/DivTerm/ppc_is_ppcm.con
\e[0;32mOK
\e[0m 0.12
20541 cic:/Sophia-Antipolis/Buchberger/DivTerm/zeroP_divTerm.con
\e[0;32mOK
\e[0m 0.02
20542 cic:/Sophia-Antipolis/Buchberger/Dickson/lem0.con
\e[0;32mOK
\e[0m 0.15
20543 cic:/Sophia-Antipolis/Buchberger/BuchRed/divp_id.con
\e[0;32mOK
\e[0m 0.05
20544 cic:/Sophia-Antipolis/Buchberger/BuchAux/addEnd_app.con
\e[0;32mOK
\e[0m 0.05
20545 cic:/Sophia-Antipolis/Buchberger/BuchAux/addEnd_cons.con
\e[0;32mOK
\e[0m 0.10
20546 cic:/Sophia-Antipolis/Buchberger/BuchAux/addEnd_id1.con
\e[0;32mOK
\e[0m 0.03
20547 cic:/Sophia-Antipolis/Buchberger/BuchAux/addEnd_id2.con
\e[0;32mOK
\e[0m 0.05
20548 cic:/Sophia-Antipolis/Buchberger/BuchAux/canonical_s2p.con
\e[0;32mOK
\e[0m 0.04
20549 cic:/Sophia-Antipolis/Buchberger/BuchAux/divp_nzeropl.con
\e[0;32mOK
\e[0m 0.06
20550 cic:/Sophia-Antipolis/Buchberger/BuchAux/divp_nzeropr.con
\e[0;32mOK
\e[0m 0.06
20551 cic:/Sophia-Antipolis/Buchberger/BuchAux/divp_ppc.con
\e[0;32mOK
\e[0m 0.23
20552 cic:/Sophia-Antipolis/Buchberger/BuchAux/foreigner_dec.con
\e[0;32mOK
\e[0m 0.06
20553 cic:/Sophia-Antipolis/Buchberger/BuchAux/inPolySet_addEnd.con
\e[0;32mOK
\e[0m 0.48
20554 cic:/Sophia-Antipolis/Buchberger/BuchAux/unit_T1.con
\e[0;32mOK
\e[0m 0.04
20555 cic:/Sophia-Antipolis/Buchberger/BuchAux/unit_nZ.con
\e[0;32mOK
\e[0m 0.05
20556 cic:/Sophia-Antipolis/Buchberger/BuchAux/zerop_dec.con
\e[0;32mOK
\e[0m 0.03
20557 cic:/Sophia-Antipolis/Buchberger/Buch/Fl.con
\e[0;32mOK
\e[0m 0.01
20558 cic:/Sophia-Antipolis/Buchberger/Buch/PtoS.con
\e[0;32mOK
\e[0m 0.01
20559 cic:/Sophia-Antipolis/Buchberger/Buch/addRes.con
\e[0;32mOK
\e[0m 0.01
20560 cic:/Sophia-Antipolis/Buchberger/Buch/cpRes_rect.con
\e[0;32mOK
\e[0m 0.01
20561 cic:/Sophia-Antipolis/Buchberger/Buch/getRes.con
\e[0;32mOK
\e[0m 0.01
20562 cic:/Sophia-Antipolis/Buchberger/Buch/wf_Tl.con
\e[0;32mOK
\e[0m 0.01
20563 cic:/Sophia-Antipolis/Bertrand/Raux/P_Rmin.con
\e[0;32mOK
\e[0m 0.02
20564 cic:/Sophia-Antipolis/Bertrand/Power/power_le.con
\e[0;32mOK
\e[0m 0.02
20565 cic:/Sophia-Antipolis/Bertrand/Misc/eq_minus.con
\e[0;32mOK
\e[0m 0.01
20566 cic:/Sophia-Antipolis/Bertrand/Misc/eq_mult.con
\e[0;32mOK
\e[0m 0.02
20567 cic:/Sophia-Antipolis/Bertrand/Misc/lt_mult_right.con
\e[0;32mOK
\e[0m 0.02
20568 cic:/Sophia-Antipolis/Bertrand/Misc/lt_mult_right_anti.con
\e[0;32mOK
\e[0m 0.01
20569 cic:/Sophia-Antipolis/Bertrand/Misc/minus_le.con
\e[0;32mOK
\e[0m 0.01
20570 cic:/Sophia-Antipolis/Bertrand/Misc/mult_id_lt_inv.con
\e[0;32mOK
\e[0m 0.01
20571 cic:/Sophia-Antipolis/Bertrand/Misc/mult_lt_bis.con
\e[0;32mOK
\e[0m 0.01
20572 cic:/Sophia-Antipolis/Bertrand/Knuth_def/absolu_comp_mult.con
\e[0;32mOK
\e[0m 0.02
20573 cic:/Sophia-Antipolis/Bertrand/Gcd/is_gcd_O'.con
\e[0;32mOK
\e[0m 0.01
20574 cic:/Sophia-Antipolis/Bertrand/Gcd/is_gcd_unic.con
\e[0;32mOK
\e[0m 0.01
20575 cic:/Sophia-Antipolis/Bertrand/Divides/div_unic_q.con
\e[0;32mOK
\e[0m 0.03
20576 cic:/Sophia-Antipolis/Bertrand/Divides/not_lt_div.con
\e[0;32mOK
\e[0m 0.01
20577 cic:/Sophia-Antipolis/Bertrand/Div/div_le.con
\e[0;32mOK
\e[0m 0.01
20578 cic:/Sophia-Antipolis/Bertrand/Div/div_lt.con
\e[0;32mOK
\e[0m 0.02
20579 cic:/Sophia-Antipolis/Bertrand/Div/pdiv_divides.con
\e[0;32mOK
\e[0m 0.01
20580 cic:/Sophia-Antipolis/Angles/point_tangente/construction_circonscrit_vecteur.con
\e[0;32mOK
\e[0m 0.41
20581 cic:/Sophia-Antipolis/Angles/point_tangente/construction_orthogonal.con
\e[0;32mOK
\e[0m 0.01
20582 cic:/Sophia-Antipolis/Angles/point_tangente/unicite_perpendiculaire.con
\e[0;32mOK
\e[0m 0.02
20583 cic:/Sophia-Antipolis/Angles/point_orthocentre/orthocentre_double.con
\e[0;32mOK
\e[0m 0.06
20584 cic:/Sophia-Antipolis/Angles/point_napoleon/bissectrice_hauteur_isocele.con
\e[0;32mOK
\e[0m 0.03
20585 cic:/Sophia-Antipolis/Angles/point_napoleon/colineaire_modulo_pi.con
\e[0;32mOK
\e[0m 0.03
20586 cic:/Sophia-Antipolis/Angles/point_napoleon/isocele_hauteur_bissectrice.con
\e[0;32mOK
\e[0m 0.05
20587 cic:/Sophia-Antipolis/Angles/point_cocyclicite/construction_circonscrit_vecteur.con
\e[0;32mOK
\e[0m 0.41
20588 cic:/Sophia-Antipolis/Angles/point_cocyclicite/construction_orthogonal.con
\e[0;32mOK
\e[0m 0.01
20589 cic:/Sophia-Antipolis/Angles/point_angle/isocele_permute.con
\e[0;32mOK
\e[0m 0.02
20590 cic:/Sophia-Antipolis/Angles/point_angle/triangle_isocele.con
\e[0;32mOK
\e[0m 0.02
20591 cic:/Sophia-Antipolis/Angles/point_Simson/colineaire_modulo_pi.con
\e[0;32mOK
\e[0m 0.03
20592 cic:/Sophia-Antipolis/Algebra/Sets/Map.ind
\e[0;32mOK
\e[0m 0.01
20593 cic:/Sophia-Antipolis/Algebra/Sets/Refl.con
\e[0;32mOK
\e[0m 0.01
20594 cic:/Sophia-Antipolis/Algebra/Sets/Relation.ind
\e[0;32mOK
\e[0m 0.01
20595 cic:/Sophia-Antipolis/Algebra/Sets/Sym.con
\e[0;32mOK
\e[0m 0.01
20596 cic:/Sophia-Antipolis/Algebra/Sets/Trans.con
\e[0;32mOK
\e[0m 0.01
20597 cic:/Sophia-Antipolis/Algebra/Parts/Predicate.ind
\e[0;32mOK
\e[0m 0.01
20598 cic:/Sophia-Antipolis/Algebra/Parts/subtype_image_ind.con
\e[0;32mOK
\e[0m 0.01
20599 cic:/Sophia-Antipolis/Algebra/Parts/subtype_image_inj.con
\e[0;32mOK
\e[0m 0.01
20600 cic:/Sophia-Antipolis/Algebra/Parts/subtype_image_rec.con
\e[0;32mOK
\e[0m 0.01
20601 cic:/Sophia-Antipolis/Algebra/Cartesian/cart_eq.con
\e[0;32mOK
\e[0m 0.01
20602 cic:/Sophia-Antipolis/Algebra/Cartesian/cart_type_ind.con
\e[0;32mOK
\e[0m 0.01
20603 cic:/Sophia-Antipolis/Algebra/Cartesian/cart_type_rec.con
\e[0;32mOK
\e[0m 0.01
20604 cic:/Rocq/ZF/zfc/Omega_EQ_Union.con
\e[0;32mOK
\e[0m 0.03
20605 cic:/Rocq/ZF/Plump/Ord_sound.con
\e[0;32mOK
\e[0m 0.02
20606 cic:/Rocq/ZF/Ordinal_theory/IN_Succ_INC.con
\e[0;32mOK
\e[0m 0.01
20607 cic:/Rocq/ZF/Ordinal_theory/Vee_sound.con
\e[0;32mOK
\e[0m 0.08
20608 cic:/Rocq/ZF/Omega/IN_Nat_EXType.con
\e[0;32mOK
\e[0m 0.03
20609 cic:/Rocq/ZF/Hierarchy/Big_closed_for_power.con
\e[0;32mOK
\e[0m 0.01
20610 cic:/Rocq/ZF/Cartesian/Couple_Prod_IN.con
\e[0;32mOK
\e[0m 0.04
20611 cic:/Rocq/TreeAutomata/union_correct/udta_conv_0_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.03
20612 cic:/Rocq/TreeAutomata/union_correct/udta_conv_0_ref_ok_invar_0.con
\e[0;32mOK
\e[0m 0.05
20613 cic:/Rocq/TreeAutomata/union_correct/udta_conv_1_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.03
20614 cic:/Rocq/TreeAutomata/union_correct/udta_conv_1_ref_ok_invar_0.con
\e[0;32mOK
\e[0m 0.05
20615 cic:/Rocq/TreeAutomata/union/insert_main_ostate.con
\e[0;32mOK
\e[0m 0.01
20616 cic:/Rocq/TreeAutomata/union/insert_main_state.con
\e[0;32mOK
\e[0m 0.01
20617 cic:/Rocq/TreeAutomata/union/mpl_compat_7_3.con
\e[0;32mOK
\e[0m 0.01
20618 cic:/Rocq/TreeAutomata/union/u_conv0_0r.con
\e[0;32mOK
\e[0m 0.02
20619 cic:/Rocq/TreeAutomata/union/u_conv0_5.con
\e[0;31mFAIL
\e[0m
20620 cic:/Rocq/TreeAutomata/union/u_conv1_0r.con
\e[0;32mOK
\e[0m 0.02
20621 cic:/Rocq/TreeAutomata/union/u_conv1_5.con
\e[0;31mFAIL
\e[0m
20622 cic:/Rocq/TreeAutomata/union/u_conv_0_ref_ok.con
\e[0;32mOK
\e[0m 0.03
20623 cic:/Rocq/TreeAutomata/union/u_conv_1_ref_ok.con
\e[0;32mOK
\e[0m 0.03
20624 cic:/Rocq/TreeAutomata/union/u_merge_2_1.con
\e[0;32mOK
\e[0m 0.01
20625 cic:/Rocq/TreeAutomata/union/u_merge_2_2.con
\e[0;32mOK
\e[0m 0.01
20626 cic:/Rocq/TreeAutomata/union/u_merge_2_3.con
\e[0;32mOK
\e[0m 0.01
20627 cic:/Rocq/TreeAutomata/union/u_merge_2_4.con
\e[0;32mOK
\e[0m 0.01
20628 cic:/Rocq/TreeAutomata/union/u_merge_3_1.con
\e[0;32mOK
\e[0m 0.01
20629 cic:/Rocq/TreeAutomata/union/u_merge_3_2.con
\e[0;32mOK
\e[0m 0.01
20630 cic:/Rocq/TreeAutomata/union/u_merge_3_3.con
\e[0;32mOK
\e[0m 0.01
20631 cic:/Rocq/TreeAutomata/union/u_merge_3_4.con
\e[0;32mOK
\e[0m 0.01
20632 cic:/Rocq/TreeAutomata/union/u_merge_4_1.con
\e[0;32mOK
\e[0m 0.02
20633 cic:/Rocq/TreeAutomata/union/u_merge_4_2.con
\e[0;32mOK
\e[0m 0.01
20634 cic:/Rocq/TreeAutomata/union/u_merge_4_3.con
\e[0;32mOK
\e[0m 0.03
20635 cic:/Rocq/TreeAutomata/union/u_merge_4_4.con
\e[0;32mOK
\e[0m 0.02
20636 cic:/Rocq/TreeAutomata/union/u_merge_5_1.con
\e[0;32mOK
\e[0m 0.02
20637 cic:/Rocq/TreeAutomata/union/u_merge_5_2.con
\e[0;32mOK
\e[0m 0.01
20638 cic:/Rocq/TreeAutomata/union/u_merge_5_3.con
\e[0;32mOK
\e[0m 0.02
20639 cic:/Rocq/TreeAutomata/union/u_merge_5_4.con
\e[0;32mOK
\e[0m 0.02
20640 cic:/Rocq/TreeAutomata/union/udta_conv_0_1_compat.con
\e[0;32mOK
\e[0m 0.03
20641 cic:/Rocq/TreeAutomata/union/udta_conv_0_compat.con
\e[0;32mOK
\e[0m 0.03
20642 cic:/Rocq/TreeAutomata/union/udta_conv_1_compat.con
\e[0;32mOK
\e[0m 0.03
20643 cic:/Rocq/TreeAutomata/union/union_0.con
\e[0;32mOK
\e[0m 0.01
20644 cic:/Rocq/TreeAutomata/union/union_pl_0d.con
\e[0;32mOK
\e[0m 0.02
20645 cic:/Rocq/TreeAutomata/union/union_s1d_1_1.con
\e[0;32mOK
\e[0m 0.04
20646 cic:/Rocq/TreeAutomata/union/union_std_0.con
\e[0;32mOK
\e[0m 0.03
20647 cic:/Rocq/TreeAutomata/union/union_std_2.con
\e[0;32mOK
\e[0m 1.60
20648 cic:/Rocq/TreeAutomata/union/union_str_0.con
\e[0;32mOK
\e[0m 0.23
20649 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_def_0.con
\e[0;32mOK
\e[0m 0.01
20650 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_def_1.con
\e[0;32mOK
\e[0m 0.01
20651 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_kill_empty_0.con
\e[0;32mOK
\e[0m 0.74
20652 cic:/Rocq/TreeAutomata/states_kill_empty/kill_empty_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.21
20653 cic:/Rocq/TreeAutomata/states_kill_correct/states_kill_aux_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.05
20654 cic:/Rocq/TreeAutomata/signature/pl_tl_length_rec_4.con
\e[0;32mOK
\e[0m 0.01
20655 cic:/Rocq/TreeAutomata/signature/predta_compat_check_complete.con
\e[0;32mOK
\e[0m 0.12
20656 cic:/Rocq/TreeAutomata/signature/predta_compat_check_correct.con
\e[0;32mOK
\e[0m 0.06
20657 cic:/Rocq/TreeAutomata/signature/st_compatible_compat_1.con
\e[0;32mOK
\e[0m 0.03
20658 cic:/Rocq/TreeAutomata/semantics/borne_2.con
\e[0;32mOK
\e[0m 0.05
20659 cic:/Rocq/TreeAutomata/refcorrect/predta_ref_ok_check.con
\e[0;32mOK
\e[0m 0.01
20660 cic:/Rocq/TreeAutomata/refcorrect/predta_ref_ok_check_complete_0.con
\e[0;32mOK
\e[0m 0.13
20661 cic:/Rocq/TreeAutomata/refcorrect/predta_ref_ok_check_correct_0.con
\e[0;32mOK
\e[0m 0.09
20662 cic:/Rocq/TreeAutomata/pl_path/liste_rec_length.con
\e[0;32mOK
\e[0m 0.01
20663 cic:/Rocq/TreeAutomata/pl_path/pl_path_rec_equiv_0_3.con
\e[0;31mFAIL
\e[0m
20664 cic:/Rocq/TreeAutomata/pl_path/pl_path_rec_equiv_1_3.con
\e[0;31mFAIL
\e[0m
20665 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_0.con
\e[0;32mOK
\e[0m 0.04
20666 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_rec.con
\e[0;31mFAIL
\e[0m
20667 cic:/Rocq/TreeAutomata/lattice_fixpoint/dist_compl_4.con
\e[0;32mOK
\e[0m 0.01
20668 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_increasing_chain.con
\e[0;32mOK
\e[0m 0.01
20669 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_ult_const_1.con
\e[0;32mOK
\e[0m 0.34
20670 cic:/Rocq/TreeAutomata/lattice_fixpoint/lattice_bounded_3.con
\e[0;32mOK
\e[0m 0.07
20671 cic:/Rocq/TreeAutomata/inter_correct/pl_produit_ref_ok_lem_5.con
\e[0;32mOK
\e[0m 0.02
20672 cic:/Rocq/TreeAutomata/inter/pl_product_0.con
\e[0;32mOK
\e[0m 0.01
20673 cic:/Rocq/TreeAutomata/inter/pl_product_0_5.con
\e[0;32mOK
\e[0m 0.01
20674 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_1_5.con
\e[0;32mOK
\e[0m 0.01
20675 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_3_5.con
\e[0;32mOK
\e[0m 0.01
20676 cic:/Rocq/TreeAutomata/inter/pl_tl_length_prod_5.con
\e[0;32mOK
\e[0m 0.02
20677 cic:/Rocq/TreeAutomata/inter/preDTA_produit.con
\e[0;32mOK
\e[0m 0.02
20678 cic:/Rocq/TreeAutomata/inter/predta_produit_0d_def.con
\e[0;32mOK
\e[0m 0.11
20679 cic:/Rocq/TreeAutomata/inter/predta_produit_1_def.con
\e[0;32mOK
\e[0m 0.01
20680 cic:/Rocq/TreeAutomata/inter/predta_produit_3_def.con
\e[0;32mOK
\e[0m 0.01
20681 cic:/Rocq/TreeAutomata/inter/predta_produit_4_def.con
\e[0;32mOK
\e[0m 0.01
20682 cic:/Rocq/TreeAutomata/inter/sproductl_0.con
\e[0;32mOK
\e[0m 0.01
20683 cic:/Rocq/TreeAutomata/inter/sproductl_0_3.con
\e[0;32mOK
\e[0m 0.01
20684 cic:/Rocq/TreeAutomata/inter/sproductl_1.con
\e[0;32mOK
\e[0m 0.04
20685 cic:/Rocq/TreeAutomata/inter/sproductl_1_3.con
\e[0;32mOK
\e[0m 0.01
20686 cic:/Rocq/TreeAutomata/inter/sproductr_0.con
\e[0;32mOK
\e[0m 0.01
20687 cic:/Rocq/TreeAutomata/inter/sproductr_0_3.con
\e[0;32mOK
\e[0m 0.01
20688 cic:/Rocq/TreeAutomata/inter/sproductr_1.con
\e[0;32mOK
\e[0m 0.01
20689 cic:/Rocq/TreeAutomata/inter/sproductr_1_3.con
\e[0;32mOK
\e[0m 0.01
20690 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_0.con
\e[0;32mOK
\e[0m 0.06
20691 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_1.con
\e[0;32mOK
\e[0m 0.01
20692 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_2.con
\e[0;32mOK
\e[0m 0.01
20693 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_3.con
\e[0;32mOK
\e[0m 0.02
20694 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_4.con
\e[0;32mOK
\e[0m 0.15
20695 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_fix_2.con
\e[0;32mOK
\e[0m 0.01
20696 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_r_3.con
\e[0;32mOK
\e[0m 0.01
20697 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_r_4.con
\e[0;32mOK
\e[0m 0.47
20698 cic:/Rocq/TreeAutomata/empty_test/dta_app_ne_inc.con
\e[0;32mOK
\e[0m 0.07
20699 cic:/Rocq/TreeAutomata/empty_test/dta_states_non_empty.con
\e[0;32mOK
\e[0m 0.01
20700 cic:/Rocq/TreeAutomata/empty_test/dta_states_non_empty_lazy.con
\e[0;32mOK
\e[0m 0.01
20701 cic:/Rocq/TreeAutomata/defs/indprinciple_3_2.con
\e[0;31mFAIL
\e[0m
20702 cic:/Rocq/TreeAutomata/coacc_test/lattice_lemd_bounded_3.con
\e[0;32mOK
\e[0m 0.01
20703 cic:/Rocq/TreeAutomata/coacc_test/pl_coacc_contain_coacc_ads.con
\e[0;32mOK
\e[0m 0.16
20704 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_contain_coacc_ads_def_0.con
\e[0;32mOK
\e[0m 0.07
20705 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_rev.con
\e[0;32mOK
\e[0m 0.17
20706 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_states.con
\e[0;32mOK
\e[0m 0.01
20707 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_states_0.con
\e[0;32mOK
\e[0m 0.01
20708 cic:/Rocq/TreeAutomata/coacc_test/st_coacc_def_ok.con
\e[0;32mOK
\e[0m 0.01
20709 cic:/Rocq/TreeAutomata/bases/le_mult_l.con
\e[0;32mOK
\e[0m 0.05
20710 cic:/Rocq/TreeAutomata/bases/max_le_Sr_0.con
\e[0;32mOK
\e[0m 0.04
20711 cic:/Rocq/THREE_GAP/tools/frac_part_n_alpha.con
\e[0;32mOK
\e[0m 0.01
20712 cic:/Rocq/SUBST/lambda_sigma_lift/LSLstar_context_app.con
\e[0;32mOK
\e[0m 0.01
20713 cic:/Rocq/SUBST/lambda_sigma_lift/LSLstar_context_comp.con
\e[0;32mOK
\e[0m 0.01
20714 cic:/Rocq/SUBST/lambda_sigma_lift/LSLstar_context_cons.con
\e[0;32mOK
\e[0m 0.01
20715 cic:/Rocq/SUBST/lambda_sigma_lift/LSLstar_context_env.con
\e[0;32mOK
\e[0m 0.01
20716 cic:/Rocq/SUBST/determinePC_SL/case_SLapp.con
\e[0;32mOK
\e[0m 0.02
20717 cic:/Rocq/SUBST/determinePC_SL/case_SLcomp.con
\e[0;32mOK
\e[0m 0.28
20718 cic:/Rocq/SUBST/determinePC_SL/case_SLcons.con
\e[0;32mOK
\e[0m 0.02
20719 cic:/Rocq/SUBST/determinePC_SL/case_SLenv.con
\e[0;32mOK
\e[0m 0.32
20720 cic:/Rocq/SUBST/determinePC_SL/case_SLid.con
\e[0;32mOK
\e[0m 0.01
20721 cic:/Rocq/SUBST/determinePC_SL/case_SLlambda.con
\e[0;32mOK
\e[0m 0.01
20722 cic:/Rocq/SUBST/determinePC_SL/case_SLlift.con
\e[0;32mOK
\e[0m 0.02
20723 cic:/Rocq/SUBST/determinePC_SL/case_SLshift.con
\e[0;32mOK
\e[0m 0.01
20724 cic:/Rocq/SUBST/determinePC_SL/case_SLvar.con
\e[0;32mOK
\e[0m 0.01
20725 cic:/Rocq/SUBST/comparith/gt_mult_reg_l.con
\e[0;32mOK
\e[0m 0.01
20726 cic:/Rocq/SUBST/comparith/gt_mult_trans_r.con
\e[0;32mOK
\e[0m 0.01
20727 cic:/Rocq/SUBST/commutation/commut_app.con
\e[0;32mOK
\e[0m 0.06
20728 cic:/Rocq/SUBST/commutation/commut_assenv.con
\e[0;32mOK
\e[0m 0.02
20729 cic:/Rocq/SUBST/commutation/commut_clos.con
\e[0;32mOK
\e[0m 0.02
20730 cic:/Rocq/SUBST/commutation/commut_fvarcons.con
\e[0;32mOK
\e[0m 0.02
20731 cic:/Rocq/SUBST/commutation/commut_fvarlift2.con
\e[0;32mOK
\e[0m 0.02
20732 cic:/Rocq/SUBST/commutation/commut_id.con
\e[0;32mOK
\e[0m 0.01
20733 cic:/Rocq/SUBST/commutation/commut_idl.con
\e[0;32mOK
\e[0m 0.01
20734 cic:/Rocq/SUBST/commutation/commut_idr.con
\e[0;32mOK
\e[0m 0.01
20735 cic:/Rocq/SUBST/commutation/commut_lambda.con
\e[0;32mOK
\e[0m 0.02
20736 cic:/Rocq/SUBST/commutation/commut_lift1.con
\e[0;32mOK
\e[0m 0.02
20737 cic:/Rocq/SUBST/commutation/commut_lift2.con
\e[0;32mOK
\e[0m 0.03
20738 cic:/Rocq/SUBST/commutation/commut_liftenv.con
\e[0;32mOK
\e[0m 0.02
20739 cic:/Rocq/SUBST/commutation/commut_mapenv.con
\e[0;32mOK
\e[0m 0.02
20740 cic:/Rocq/SUBST/commutation/commut_rvarcons.con
\e[0;32mOK
\e[0m 0.02
20741 cic:/Rocq/SUBST/commutation/commut_rvarlift1.con
\e[0;32mOK
\e[0m 0.02
20742 cic:/Rocq/SUBST/commutation/commut_rvarlift2.con
\e[0;32mOK
\e[0m 0.03
20743 cic:/Rocq/SUBST/commutation/commut_shiftcons.con
\e[0;32mOK
\e[0m 0.02
20744 cic:/Rocq/SUBST/commutation/commut_shiftlift1.con
\e[0;32mOK
\e[0m 0.02
20745 cic:/Rocq/SUBST/commutation/commut_shiftlift2.con
\e[0;32mOK
\e[0m 0.02
20746 cic:/Rocq/SUBST/commutation/commut_varshift2.con
\e[0;32mOK
\e[0m 0.02
20747 cic:/Rocq/SUBST/Yokouchi/commut2.con
\e[0;32mOK
\e[0m 0.05
20748 cic:/Rocq/SUBST/SLstar_bpar_SLstar/refl_slbpsl.con
\e[0;32mOK
\e[0m 0.01
20749 cic:/Rocq/SUBST/SLstar_bpar_SLstar/relLSL_inclus_slbpsl.con
\e[0;32mOK
\e[0m 0.03
20750 cic:/Rocq/SHUFFLE/Gilbreath/Main.con
\e[0;32mOK
\e[0m 0.01
20751 cic:/Rocq/SCHROEDER/Schroeder/FJ_dans_J.con
\e[0;32mOK
\e[0m 0.01
20752 cic:/Rocq/SCHROEDER/Schroeder/h5.con
\e[0;32mOK
\e[0m 0.02
20753 cic:/Rocq/SCHROEDER/Schroeder/h_ind.con
\e[0;32mOK
\e[0m 0.01
20754 cic:/Rocq/PARADOXES/Reynolds1/id_teta_intro.con
\e[0;32mOK
\e[0m 0.01
20755 cic:/Rocq/PARADOXES/Reynolds1/khi.con
\e[0;32mOK
\e[0m 0.01
20756 cic:/Rocq/PARADOXES/Reynolds1/lemma1.con
\e[0;32mOK
\e[0m 0.01
20757 cic:/Rocq/PARADOXES/Reynolds1/lemma_inter.con
\e[0;32mOK
\e[0m 0.02
20758 cic:/Rocq/PARADOXES/Reynolds1/per_F0.con
\e[0;32mOK
\e[0m 0.02
20759 cic:/Rocq/PARADOXES/Reynolds1/psi.con
\e[0;32mOK
\e[0m 0.01
20760 cic:/Rocq/PARADOXES/Hurkens_Set/not_EM_set.con
\e[0;32mOK
\e[0m 0.01
20761 cic:/Rocq/PARADOXES/BuraliForti/Burali_Forti.con
\e[0;32mOK
\e[0m 0.01
20762 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fnfft1.con
\e[0;32mOK
\e[0m 0.05
20763 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fnttf2.con
\e[0;32mOK
\e[0m 0.05
20764 cic:/Rocq/LAMBDA/Test/compare.con
\e[0;32mOK
\e[0m 0.01
20765 cic:/Rocq/LAMBDA/Terms/lift.con
\e[0;32mOK
\e[0m 0.01
20766 cic:/Rocq/LAMBDA/Substitution/lift_r.con
\e[0;32mOK
\e[0m 0.01
20767 cic:/Rocq/LAMBDA/Substitution/lift_rec_preserve_comp.con
\e[0;32mOK
\e[0m 0.01
20768 cic:/Rocq/LAMBDA/Substitution/lift_rec_preserve_regular.con
\e[0;32mOK
\e[0m 0.05
20769 cic:/Rocq/LAMBDA/Substitution/liftrecO.con
\e[0;32mOK
\e[0m 0.02
20770 cic:/Rocq/LAMBDA/Simulation/mark_lift_rec.con
\e[0;32mOK
\e[0m 0.02
20771 cic:/Rocq/LAMBDA/Simulation/unmark_lift_rec.con
\e[0;32mOK
\e[0m 0.02
20772 cic:/Rocq/HIGMAN/Higman/Mincex_intro.con
\e[0;32mOK
\e[0m 0.01
20773 cic:/Rocq/HIGMAN/Higman/Mincex_rec.con
\e[0;32mOK
\e[0m 0.01
20774 cic:/Rocq/HIGMAN/Higman/Unig.con
\e[0;32mOK
\e[0m 0.01
20775 cic:/Rocq/HIGMAN/Higman/eqgn_f_fx.con
\e[0;32mOK
\e[0m 0.01
20776 cic:/Rocq/HIGMAN/Higman/inf_A0_or_inf_A1.con
\e[0;32mOK
\e[0m 0.01
20777 cic:/Rocq/HIGMAN/Higman/ltw_connected.con
\e[0;32mOK
\e[0m 0.02
20778 cic:/Rocq/HIGMAN/Higman/ltw_rec.con
\e[0;32mOK
\e[0m 0.01
20779 cic:/Rocq/GRAPHS/cgraph/CGFormSimplify_correct.con
\e[0;32mOK
\e[0m 0.08
20780 cic:/Rocq/GRAPHS/cgraph/CGS_solve.con
\e[0;32mOK
\e[0m 0.01
20781 cic:/Rocq/GRAPHS/cgraph/CG_edge_dist_some_1.con
\e[0;32mOK
\e[0m 0.15
20782 cic:/Rocq/GRAPHS/cgraph/CG_leq_refl.con
\e[0;32mOK
\e[0m 0.01
20783 cic:/Rocq/GRAPHS/cgraph/CG_path_app_1.con
\e[0;32mOK
\e[0m 0.02
20784 cic:/Rocq/GRAPHS/cgraph/CG_path_head.con
\e[0;32mOK
\e[0m 0.02
20785 cic:/Rocq/GRAPHS/cgraph/CG_path_last.con
\e[0;32mOK
\e[0m 0.02
20786 cic:/Rocq/GRAPHS/cgraph/CG_path_weight_and_last_unique.con
\e[0;32mOK
\e[0m 0.07
20787 cic:/Rocq/GRAPHS/cgraph/CG_standard_rho_root.con
\e[0;32mOK
\e[0m 0.01
20788 cic:/Rocq/GRAPHS/cgraph/Dnotle_plus_mono.con
\e[0;32mOK
\e[0m 0.01
20789 cic:/Rocq/GRAPHS/cgraph/all_min_le_3.con
\e[0;32mOK
\e[0m 0.04
20790 cic:/Rocq/COMPILER/Mini_ML/final_proof.con
\e[0;31mFAIL
\e[0m
20791 cic:/Rocq/COC/Types/ins_in_env_ind.con
\e[0;32mOK
\e[0m 0.07
20792 cic:/Rocq/COC/Types/item_lift.con
\e[0;32mOK
\e[0m 0.01
20793 cic:/Rocq/COC/Termes/lift0.con
\e[0;32mOK
\e[0m 0.01
20794 cic:/Rocq/COC/Termes/subst_rec.con
\e[0;32mOK
\e[0m 0.02
20795 cic:/Rocq/COC/Int_term/int_term.con
\e[0;32mOK
\e[0m 0.01
20796 cic:/Rocq/COC/Expr/expr_of_term.con
\e[0;32mOK
\e[0m 0.74
20797 cic:/Rocq/ARITH/ZChinese/rings/gcd_unicity_apart_unities.con
\e[0;32mOK
\e[0m 0.18
20798 cic:/Rocq/ARITH/Chinese/rings/gcd_unicity_apart_unities.con
\e[0;32mOK
\e[0m 0.09
20799 cic:/Rocq/ARITH/Chinese/Zmult/tech_multZ_negO.con
\e[0;32mOK
\e[0m 0.01
20800 cic:/Rocq/ARITH/Chinese/Zmult/tech_mult_negZ.con
\e[0;32mOK
\e[0m 0.01
20801 cic:/Rocq/ARITH/Chinese/Zmult/tech_mult_posZ.con
\e[0;32mOK
\e[0m 0.00
20802 cic:/Rocq/ARITH/Chinese/Zle/le_opp_OZ.con
\e[0;32mOK
\e[0m 0.01
20803 cic:/Rocq/ARITH/Chinese/Zgcd/is_gcdZ.ind
\e[0;32mOK
\e[0m 0.01
20804 cic:/Rocq/ARITH/Chinese/Zdiv/diveuclZ.ind
\e[0;32mOK
\e[0m 0.06
20805 cic:/Rocq/ARITH/Chinese/Zadd/addZ_neutral.con
\e[0;32mOK
\e[0m 0.01
20806 cic:/Rocq/ARITH/Chinese/Zadd/add_IZ_succZ.con
\e[0;32mOK
\e[0m 0.01
20807 cic:/Rocq/ARITH/Chinese/Zadd/add_mIZ_predZ.con
\e[0;32mOK
\e[0m 0.01
20808 cic:/Rocq/ARITH/Chinese/Zadd/tech_add_pos_negZ.con
\e[0;32mOK
\e[0m 0.01
20809 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/Reg_law.con
\e[0;32mOK
\e[0m 0.01
20810 cic:/Rocq/ALGEBRA/SETOID/SetoidPROD/Sprod_l.con
\e[0;32mOK
\e[0m 0.01
20811 cic:/Rocq/ALGEBRA/SETOID/SetoidPROD/Sprod_r.con
\e[0;32mOK
\e[0m 0.01
20812 cic:/Rocq/ALGEBRA/SETOID/SetoidPROD/Sprod_rect.con
\e[0;32mOK
\e[0m 0.01
20813 cic:/Rocq/ALGEBRA/SETOID/Setoid/Prf_equiv.con
\e[0;32mOK
\e[0m 0.01
20814 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/Equal_Tlist.con
\e[0;32mOK
\e[0m 0.01
20815 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/Tlist_rect.con
\e[0;32mOK
\e[0m 0.01
20816 cic:/Rocq/ALGEBRA/SETOID/Map2/Map2_cong_law.con
\e[0;32mOK
\e[0m 0.01
20817 cic:/Rocq/ALGEBRA/SETOID/Map2/Map2_congl_law.con
\e[0;32mOK
\e[0m 0.01
20818 cic:/Rocq/ALGEBRA/SETOID/Map2/Map2_congr_law.con
\e[0;32mOK
\e[0m 0.01
20819 cic:/Rocq/ALGEBRA/SETOID/Map/Map_law.con
\e[0;32mOK
\e[0m 0.01
20820 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/Map_law''0.con
\e[0;32mOK
\e[0m 0.01
20821 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/Map_law0''.con
\e[0;32mOK
\e[0m 0.01
20822 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Map2_cong_law''.con
\e[0;32mOK
\e[0m 0.01
20823 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Map2_congl_law''.con
\e[0;32mOK
\e[0m 0.01
20824 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Map2_congr_law''.con
\e[0;32mOK
\e[0m 0.01
20825 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Map_law''.con
\e[0;32mOK
\e[0m 0.01
20826 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Prf_equiv''.con
\e[0;32mOK
\e[0m 0.01
20827 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Cong_law''.con
\e[0;32mOK
\e[0m 0.01
20828 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Congl_law''.con
\e[0;32mOK
\e[0m 0.01
20829 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Congr_law''.con
\e[0;32mOK
\e[0m 0.01
20830 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Map2_cong_law'.con
\e[0;32mOK
\e[0m 0.01
20831 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Map2_congl_law'.con
\e[0;32mOK
\e[0m 0.01
20832 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Map2_congr_law'.con
\e[0;32mOK
\e[0m 0.01
20833 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Map_law'.con
\e[0;32mOK
\e[0m 0.01
20834 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Prf_equiv'.con
\e[0;32mOK
\e[0m 0.01
20835 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Cong_law'.con
\e[0;32mOK
\e[0m 0.01
20836 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Congl_law'.con
\e[0;32mOK
\e[0m 0.01
20837 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Congr_law'.con
\e[0;32mOK
\e[0m 0.01
20838 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Cong_law.con
\e[0;32mOK
\e[0m 0.01
20839 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Congl_law.con
\e[0;32mOK
\e[0m 0.01
20840 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Congr_law.con
\e[0;32mOK
\e[0m 0.01
20841 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SETProperty/MapConst_fun.con
\e[0;32mOK
\e[0m 0.01
20842 cic:/Paris/ZF/src/axs_choice/axs_choice.con
\e[0;32mOK
\e[0m 0.01
20843 cic:/Paris/ZF/src/applications/fun_part.con
\e[0;32mOK
\e[0m 0.01
20844 cic:/Paris/ZF/src/applications/fun_part_inv.con
\e[0;32mOK
\e[0m 0.01
20845 cic:/Paris/ZF/src/applications/lem_comp2_eq_comp.con
\e[0;32mOK
\e[0m 0.09
20846 cic:/Paris/ZF/src/applications/lem_comp_intermed.con
\e[0;32mOK
\e[0m 0.04
20847 cic:/Paris/ZF/src/applications/lem_comp_is_fun.con
\e[0;32mOK
\e[0m 0.10
20848 cic:/Paris/ZF/src/applications/lem_comp_make.con
\e[0;32mOK
\e[0m 0.05
20849 cic:/Paris/ZF/src/applications/lem_eval_prop2.con
\e[0;32mOK
\e[0m 0.03
20850 cic:/Paris/ZF/src/applications/lem_exp_elem_dom.con
\e[0;32mOK
\e[0m 0.06
20851 cic:/Paris/ZF/src/applications/lem_exp_elem_img.con
\e[0;32mOK
\e[0m 0.05
20852 cic:/Paris/ZF/src/applications/lem_exp_elem_prop_recip.con
\e[0;32mOK
\e[0m 0.06
20853 cic:/Paris/ZF/src/applications/lem_f_in_prod_is_fun.con
\e[0;32mOK
\e[0m 0.04
20854 cic:/Paris/ZF/src/applications/lem_fun_img_dir_is_in_pimg.con
\e[0;32mOK
\e[0m 0.04
20855 cic:/Paris/ZF/src/applications/lem_fun_img_inv_is_in_pdom.con
\e[0;32mOK
\e[0m 0.04
20856 cic:/Paris/ZF/src/applications/lem_fun_recip_involutive_under_bij.con
\e[0;32mOK
\e[0m 0.14
20857 cic:/Paris/ZF/src/applications/lem_fun_recip_is_fun_under_inj.con
\e[0;32mOK
\e[0m 0.23
20858 cic:/Paris/ZF/src/applications/lem_reunion_index_prop.con
\e[0;32mOK
\e[0m 0.04
20859 cic:/Paris/ZF/src/ZFrelations/equivClass.con
\e[0;32mOK
\e[0m 0.01
20860 cic:/Paris/ZF/src/ZFrelations/lem_equiv_fun_make.con
\e[0;32mOK
\e[0m 0.06
20861 cic:/Paris/ZF/src/ZFrelations/lem_fun_equiv_is_rel.con
\e[0;32mOK
\e[0m 0.04
20862 cic:/Paris/ZF/src/ZFrelations/lem_fun_equiv_prop.con
\e[0;32mOK
\e[0m 0.08
20863 cic:/Paris/ZF/src/ZFrelations/lem_refl_dom_inc_img_recip.con
\e[0;32mOK
\e[0m 0.35
20864 cic:/Paris/ZF/src/ZFrelations/lem_sig_equiv_fun_make.con
\e[0;32mOK
\e[0m 0.20
20865 cic:/Paris/ZF/src/ZFrelations/lem_sig_fun_equiv_is_rel.con
\e[0;32mOK
\e[0m 0.10
20866 cic:/Orsay/QArith/Qring/Qeq_bool.con
\e[0;32mOK
\e[0m 0.01
20867 cic:/Orsay/QArith/QArith_base/Qle_lt_or_eq.con
\e[0;32mOK
\e[0m 0.02
20868 cic:/Orsay/MiniCompiler/compiler/Sl.con
\e[0;32mOK
\e[0m 0.01
20869 cic:/Orsay/Maths/prime/prime_rect.con
\e[0;32mOK
\e[0m 0.01
20870 cic:/Orsay/Maths/gcd/Euclid_ind.con
\e[0;32mOK
\e[0m 0.01
20871 cic:/Orsay/Maths/gcd/Euclid_rec.con
\e[0;32mOK
\e[0m 0.01
20872 cic:/Orsay/Maths/gcd/gcd_sym.con
\e[0;32mOK
\e[0m 0.01
20873 cic:/Orsay/ExactRealArithmetic/Zmax/Zle_max_l.con
\e[0;32mOK
\e[0m 0.02
20874 cic:/Orsay/ExactRealArithmetic/Zmax/Zle_max_r.con
\e[0;32mOK
\e[0m 0.02
20875 cic:/Orsay/ExactRealArithmetic/Zind_complements/Zabs_ind_4.con
\e[0;32mOK
\e[0m 0.01
20876 cic:/Orsay/ExactRealArithmetic/Zind_complements/Zabs_ind_bis.con
\e[0;32mOK
\e[0m 0.01
20877 cic:/Orsay/ExactRealArithmetic/Zind_complements/Zabs_ind_le_1.con
\e[0;32mOK
\e[0m 0.01
20878 cic:/Orsay/ExactRealArithmetic/Zind_complements/ind_gt_le.con
\e[0;32mOK
\e[0m 0.01
20879 cic:/Orsay/ExactRealArithmetic/Zdec_complements/Zlt_le_ind.con
\e[0;32mOK
\e[0m 0.01
20880 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof15_subproof1.con
\e[0;32mOK
\e[0m 0.01
20881 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof15_subproof2.con
\e[0;32mOK
\e[0m 0.01
20882 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof15_subproof3.con
\e[0;32mOK
\e[0m 0.01
20883 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof15_subproof4.con
\e[0;32mOK
\e[0m 0.01
20884 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof16_subproof1.con
\e[0;32mOK
\e[0m 0.03
20885 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof16_subproof2.con
\e[0;32mOK
\e[0m 0.01
20886 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof16_subproof3.con
\e[0;32mOK
\e[0m 0.01
20887 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof16_subproof4.con
\e[0;32mOK
\e[0m 0.01
20888 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof17_subproof1.con
\e[0;32mOK
\e[0m 0.02
20889 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof17_subproof2.con
\e[0;32mOK
\e[0m 0.02
20890 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof17_subproof3.con
\e[0;32mOK
\e[0m 0.02
20891 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof17_subproof4.con
\e[0;32mOK
\e[0m 0.02
20892 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof17_subproof5.con
\e[0;32mOK
\e[0m 0.02
20893 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof17_subproof6.con
\e[0;32mOK
\e[0m 0.02
20894 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof17_subproof7.con
\e[0;32mOK
\e[0m 0.02
20895 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof17_subproof8.con
\e[0;32mOK
\e[0m 0.02
20896 cic:/Nijmegen/QArith/quadratic_correctness/spec_Qquadratic_Qpositive_to_Q_spec_Qquadratic_Qpositive_to_Qpositive2_pos.con
\e[0;32mOK
\e[0m 0.07
20897 cic:/Nijmegen/QArith/homographic_correctness/spec_Qhomographic_Qpositive_to_Q_spec_ni2_neg.con
\e[0;32mOK
\e[0m 0.04
20898 cic:/Nijmegen/QArith/homographic_correctness/spec_Qhomographic_Qpositive_to_Q_spec_ni2_pos.con
\e[0;32mOK
\e[0m 0.04
20899 cic:/Nijmegen/QArith/general_Q/Q_tail_Qplus_neg.con
\e[0;32mOK
\e[0m 0.01
20900 cic:/Nijmegen/QArith/general_Q/Q_tail_Qplus_pos.con
\e[0;32mOK
\e[0m 0.01
20901 cic:/Nijmegen/QArith/general_Q/Qlt_plus_pos_pos.con
\e[0;32mOK
\e[0m 0.01
20902 cic:/Nijmegen/QArith/Zaux/ZL9.con
\e[0;32mOK
\e[0m 0.02
20903 cic:/Nijmegen/QArith/Zaux/Z_dec.con
\e[0;32mOK
\e[0m 0.01
20904 cic:/Nijmegen/QArith/Zaux/Z_lt_le_dec.con
\e[0;32mOK
\e[0m 0.01
20905 cic:/Nijmegen/QArith/Zaux/Zmin_or_informative.con
\e[0;32mOK
\e[0m 0.02
20906 cic:/Nijmegen/QArith/Zaux/absolu_2.con
\e[0;32mOK
\e[0m 0.01
20907 cic:/Nijmegen/QArith/Zaux/double_not_equal_zero.con
\e[0;32mOK
\e[0m 0.01
20908 cic:/Nijmegen/QArith/Zaux/not_Zeq_inf.con
\e[0;32mOK
\e[0m 0.01
20909 cic:/Nijmegen/QArith/Zaux/triple_not_equal_zero_subproof.con
\e[0;32mOK
\e[0m 0.02
20910 cic:/Nijmegen/QArith/Qquadratic_sign/three_integers_dec_inf.con
\e[0;32mOK
\e[0m 0.03
20911 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/bin2_lt_is_irreflexive.con
\e[0;32mOK
\e[0m 0.01
20912 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/bin2_lt_is_wf.con
\e[0;32mOK
\e[0m 0.01
20913 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadraticAcc_ind.con
\e[0;32mOK
\e[0m 0.33
20914 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadraticAcc_ind_dep.con
\e[0;32mOK
\e[0m 0.35
20915 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadratic_top_more_4_1.con
\e[0;32mOK
\e[0m 0.03
20916 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadratic_top_more_4_2.con
\e[0;32mOK
\e[0m 0.03
20917 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadratic_top_more_4_3.con
\e[0;32mOK
\e[0m 0.03
20918 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadratic_top_more_4_4.con
\e[0;32mOK
\e[0m 0.03
20919 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadraticacc_0'.con
\e[0;32mOK
\e[0m 0.35
20920 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadraticacc_0.con
\e[0;32mOK
\e[0m 0.35
20921 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadraticacc_1.con
\e[0;32mOK
\e[0m 0.04
20922 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadraticacc_2.con
\e[0;32mOK
\e[0m 0.04
20923 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadraticacc_3_II.con
\e[0;32mOK
\e[0m 0.05
20924 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadraticacc_3_IO.con
\e[0;32mOK
\e[0m 0.05
20925 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadraticacc_3_OI.con
\e[0;32mOK
\e[0m 0.05
20926 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadraticacc_3_OO.con
\e[0;32mOK
\e[0m 0.05
20927 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_00_subproof.con
\e[0;32mOK
\e[0m 0.34
20928 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_01_subproof.con
\e[0;32mOK
\e[0m 0.40
20929 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_02_subproof.con
\e[0;32mOK
\e[0m 0.39
20930 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_10_subproof.con
\e[0;32mOK
\e[0m 0.40
20931 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_11_subproof.con
\e[0;32mOK
\e[0m 0.37
20932 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_12_subproof.con
\e[0;32mOK
\e[0m 0.44
20933 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_20_subproof.con
\e[0;32mOK
\e[0m 0.40
20934 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_21_subproof.con
\e[0;32mOK
\e[0m 0.45
20935 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_22_subproof.con
\e[0;32mOK
\e[0m 0.40
20936 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_denom_nonzero_ind.con
\e[0;32mOK
\e[0m 0.02
20937 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_nonzero.con
\e[0;32mOK
\e[0m 0.05
20938 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_subproof.con
\e[0;32mOK
\e[0m 0.12
20939 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_subproof0.con
\e[0;32mOK
\e[0m 0.13
20940 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_subproof1.con
\e[0;32mOK
\e[0m 0.13
20941 cic:/Nijmegen/QArith/Qpositive/absolu_mult.con
\e[0;32mOK
\e[0m 0.01
20942 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/bin_lt_is_order.con
\e[0;32mOK
\e[0m 0.01
20943 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/homographicacc_0_denom.con
\e[0;32mOK
\e[0m 0.01
20944 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/homographicacc_0_num.con
\e[0;32mOK
\e[0m 0.01
20945 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/top_more_4'.con
\e[0;32mOK
\e[0m 0.01
20946 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/top_more_4.con
\e[0;32mOK
\e[0m 0.01
20947 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_denom_nonzero_0.con
\e[0;32mOK
\e[0m 0.01
20948 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_denom_nonzero_1.con
\e[0;32mOK
\e[0m 0.01
20949 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_denom_nonzero_2.con
\e[0;32mOK
\e[0m 0.01
20950 cic:/Nijmegen/QArith/Qhomographic/always_nonzero_Qhomographic_sg_denom_nonzero.con
\e[0;32mOK
\e[0m 0.01
20951 cic:/Nancy/FOUnify/term_unif/DIFFELNB_ConsArg_ConsArg13_le.con
\e[0;32mOK
\e[0m 0.02
20952 cic:/Nancy/FOUnify/term_unif/DIFFELNB_ConsArg_ConsArg24_le.con
\e[0;32mOK
\e[0m 0.02
20953 cic:/Nancy/FOUnify/term_unif/Decomp_fail.con
\e[0;32mOK
\e[0m 0.01
20954 cic:/Nancy/FOUnify/term_unif/UnifConsArgfail1.con
\e[0;32mOK
\e[0m 0.01
20955 cic:/Nancy/FOUnify/term_unif/UnifV1.con
\e[0;32mOK
\e[0m 0.07
20956 cic:/Nancy/FOUnify/term_unif/Unif_DIFFELNB_O.con
\e[0;32mOK
\e[0m 0.02
20957 cic:/Nancy/FOUnify/term_unif/Unification_rect.con
\e[0;32mOK
\e[0m 0.01
20958 cic:/Nancy/FOUnify/term_unif/idempotent_dom_n_IS_IN.con
\e[0;32mOK
\e[0m 0.01
20959 cic:/Nancy/FOUnify/term_unif/n_range_IS_IN_eq.con
\e[0;32mOK
\e[0m 0.01
20960 cic:/Nancy/FOUnify/term_unif/one_only_succes.con
\e[0;32mOK
\e[0m 0.03
20961 cic:/Nancy/FOUnify/term_unif/under_comp.con
\e[0;32mOK
\e[0m 0.06
20962 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/term_L_TERM_Length.con
\e[0;32mOK
\e[0m 0.02
20963 cic:/Nancy/FOUnify/nat_term_eq_quasiterm/term_decS.con
\e[0;32mOK
\e[0m 0.02
20964 cic:/Nancy/FOUnify/nat_complements/ind_leP.con
\e[0;32mOK
\e[0m 0.01
20965 cic:/Nancy/FOUnify/nat_complements/le_S_eqP.con
\e[0;32mOK
\e[0m 0.01
20966 cic:/Nancy/FOUnify/nat_complements/le_decP.con
\e[0;32mOK
\e[0m 0.01
20967 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/term_subst_ind.con
\e[0;32mOK
\e[0m 0.01
20968 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/term_subst_rec.con
\e[0;32mOK
\e[0m 0.01
20969 cic:/Muenchen/Higman/Higman2/bar_idx.con
\e[0;32mOK
\e[0m 0.01
20970 cic:/Muenchen/Higman/Higman2/lemma3.con
\e[0;32mOK
\e[0m 0.05
20971 cic:/Muenchen/Higman/Higman/good_prefix_lemma.con
\e[0;32mOK
\e[0m 0.01
20972 cic:/Muenchen/Higman/Higman/prop2.con
\e[0;32mOK
\e[0m 0.02
20973 cic:/Montevideo/RailroadCrossing/railroad_crossing/Equiv3_T.con
\e[0;32mOK
\e[0m 0.19
20974 cic:/Montevideo/RailroadCrossing/railroad_crossing/INV_C_general.con
\e[0;32mOK
\e[0m 0.02
20975 cic:/Montevideo/RailroadCrossing/railroad_crossing/INV_G_general.con
\e[0;32mOK
\e[0m 0.02
20976 cic:/Montevideo/RailroadCrossing/railroad_crossing/INV_T_general.con
\e[0;32mOK
\e[0m 0.02
20977 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial16.con
\e[0;32mOK
\e[0m 0.01
20978 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial20.con
\e[0;32mOK
\e[0m 0.01
20979 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_Inv11.con
\e[0;32mOK
\e[0m 0.08
20980 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_Inv2.con
\e[0;32mOK
\e[0m 0.19
20981 cic:/Montevideo/FSSecModel/write/write_ind.con
\e[0;32mOK
\e[0m 0.01
20982 cic:/Montevideo/FSSecModel/write/write_rec.con
\e[0;32mOK
\e[0m 0.01
20983 cic:/Montevideo/FSSecModel/unlink/unlink.ind
\e[0;32mOK
\e[0m 0.16
20984 cic:/Montevideo/FSSecModel/stat/stat_rect.con
\e[0;32mOK
\e[0m 0.01
20985 cic:/Montevideo/FSSecModel/rmdir/rmdir.ind
\e[0;32mOK
\e[0m 0.16
20986 cic:/Montevideo/FSSecModel/readdir/readdir_ind.con
\e[0;32mOK
\e[0m 0.01
20987 cic:/Montevideo/FSSecModel/readdir/readdir_rec.con
\e[0;32mOK
\e[0m 0.01
20988 cic:/Montevideo/FSSecModel/read/read_ind.con
\e[0;32mOK
\e[0m 0.01
20989 cic:/Montevideo/FSSecModel/read/read_rec.con
\e[0;32mOK
\e[0m 0.01
20990 cic:/Montevideo/FSSecModel/owner_close/owner_close.ind
\e[0;32mOK
\e[0m 0.11
20991 cic:/Montevideo/FSSecModel/oscstat/oscstat_rect.con
\e[0;32mOK
\e[0m 0.01
20992 cic:/Montevideo/FSSecModel/open/open.ind
\e[0;32mOK
\e[0m 0.62
20993 cic:/Montevideo/FSSecModel/mkdir/Mkdir/t.var
\e[0;32mOK
\e[0m 0.01
20994 cic:/Montevideo/FSSecModel/delUsrGrpFromAcl/DelUsrGrpFromAcl/t.var
\e[0;32mOK
\e[0m 0.01
20995 cic:/Montevideo/FSSecModel/create/Create/t.var
\e[0;32mOK
\e[0m 0.01
20996 cic:/Montevideo/FSSecModel/close/close.ind
\e[0;32mOK
\e[0m 0.09
20997 cic:/Montevideo/FSSecModel/chsubsc/chsubsc_rect.con
\e[0;32mOK
\e[0m 0.02
20998 cic:/Montevideo/FSSecModel/chown/Chown/t.var
\e[0;32mOK
\e[0m 0.01
20999 cic:/Montevideo/FSSecModel/chobjsc/chobjsc.ind
\e[0;32mOK
\e[0m 0.15
21000 cic:/Montevideo/FSSecModel/chmod/chmod_acl.con
\e[0;32mOK
\e[0m 0.01
21001 cic:/Montevideo/FSSecModel/addUsrGrpToAcl/AddUsrGrpToAcl/t.var
\e[0;32mOK
\e[0m 0.01
21002 cic:/Montevideo/FSSecModel/aclstat/aclstat_rect.con
\e[0;32mOK
\e[0m 0.01
21003 cic:/Montevideo/FSSecModel/ModelProperties/SecureState.con
\e[0;32mOK
\e[0m 0.01
21004 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/EqfOSC5.con
\e[0;32mOK
\e[0m 0.02
21005 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Eqfacl1.con
\e[0;32mOK
\e[0m 0.05
21006 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/Eqfacl2.con
\e[0;32mOK
\e[0m 0.05
21007 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/NoDACChange2.con
\e[0;32mOK
\e[0m 0.02
21008 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/NoMACObjChange2.con
\e[0;32mOK
\e[0m 0.02
21009 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/NotInDOMIsUndef3.con
\e[0;32mOK
\e[0m 0.15
21010 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/ReadWriteImpRead.con
\e[0;32mOK
\e[0m 0.02
21011 cic:/Montevideo/FSSecModel/AuxiliaryLemmas/ReadWriteImpWrite.con
\e[0;32mOK
\e[0m 0.02
21012 cic:/Montevideo/CtlTctl/tctl/Equiv3_T.con
\e[0;32mOK
\e[0m 0.19
21013 cic:/Marseille/GC/safety/safety/acc_imp_notfree_step.con
\e[0;32mOK
\e[0m 0.15
21014 cic:/Marseille/GC/safety/safety/no_edge_black_to_white_inv.con
\e[0;32mOK
\e[0m 0.01
21015 cic:/Marseille/GC/safety/safety/rt_grey_or_black_inv.con
\e[0;32mOK
\e[0m 0.01
21016 cic:/Marseille/GC/safety/safety/sweep_no_greys_inv.con
\e[0;32mOK
\e[0m 0.01
21017 cic:/Marseille/GC/safety/nogreyaccnblackn/nogrey_accn_imp_blackn_marknode.con
\e[0;32mOK
\e[0m 0.02
21018 cic:/Marseille/GC/mesure/white_card/ex_gccall_white.con
\e[0;32mOK
\e[0m 0.03
21019 cic:/Marseille/GC/mesure/white_card/ex_marknode_white.con
\e[0;32mOK
\e[0m 0.01
21020 cic:/Marseille/GC/mesure/safe_card/step_black_card.con
\e[0;32mOK
\e[0m 0.15
21021 cic:/Marseille/GC/mesure/safe_card/step_mesure.con
\e[0;32mOK
\e[0m 0.24
21022 cic:/Marseille/GC/mesure/mesure/alloc_ex_mesure.con
\e[0;32mOK
\e[0m 0.01
21023 cic:/Marseille/GC/mesure/mesure/gccall_ex_mesure.con
\e[0;32mOK
\e[0m 0.08
21024 cic:/Marseille/GC/mesure/mesure/gcfree1_ex_mesure.con
\e[0;32mOK
\e[0m 0.01
21025 cic:/Marseille/GC/mesure/mesure/marknode_ex_mesure.con
\e[0;32mOK
\e[0m 0.01
21026 cic:/Marseille/GC/mesure/grey_card/ex_gccall_grey.con
\e[0;32mOK
\e[0m 0.03
21027 cic:/Marseille/GC/mesure/grey_card/ex_marknode_grey.con
\e[0;32mOK
\e[0m 0.01
21028 cic:/Marseille/GC/liveness/until_zero/fairness_decrease.con
\e[0;32mOK
\e[0m 0.10
21029 cic:/Marseille/GC/liveness/until_zero/measure_trivial.con
\e[0;32mOK
\e[0m 0.02
21030 cic:/Marseille/GC/liveness/until_zero/measure_trivial_bis.con
\e[0;32mOK
\e[0m 0.02
21031 cic:/Marseille/GC/liveness/until_zero/trivial_unicity.con
\e[0;32mOK
\e[0m 0.01
21032 cic:/Marseille/GC/liveness/notfree_notacc/step_notacces_t.con
\e[0;32mOK
\e[0m 0.17
21033 cic:/Marseille/GC/liveness/notacc_white_nogrey/step_idem_or_free.con
\e[0;32mOK
\e[0m 0.17
21034 cic:/Marseille/GC/liveness/notacc_white_ancestor/step_notacc_white_reach.con
\e[0;32mOK
\e[0m 0.18
21035 cic:/Marseille/GC/liveness/notacc_init/alloc_idem_or_init.con
\e[0;32mOK
\e[0m 0.02
21036 cic:/Marseille/GC/liveness/notacc_black_nogrey/step_notacc_black_nogrey.con
\e[0;32mOK
\e[0m 0.17
21037 cic:/Marseille/GC/liveness/fairstr/always_exist_fairstep.con
\e[0;32mOK
\e[0m 0.06
21038 cic:/Marseille/CCS/Trans_Sys/obs_eq_obs_eq1.con
\e[0;31mFAIL
\e[0m
21039 cic:/Lyon/STREAMS/GfpStreams/Filter_prop.con
\e[0;32mOK
\e[0m 0.01
21040 cic:/Lyon/STREAMS/GfpStreams/Filter_specif.ind
\e[0;32mOK
\e[0m 0.03
21041 cic:/Lyon/STREAMS/GfpStreams/P_nth_X_O.con
\e[0;32mOK
\e[0m 0.02
21042 cic:/Lyon/STREAMS/GfpStreams/P_nth_X_S.con
\e[0;32mOK
\e[0m 0.02
21043 cic:/Lyon/STREAMS/GfpStreams/Q_nth_X_O.con
\e[0;32mOK
\e[0m 0.02
21044 cic:/Lyon/STREAMS/GfpStreams/Q_nth_X_S.con
\e[0;32mOK
\e[0m 0.02
21045 cic:/Lyon/STREAMS/GfpStreams/filter_specif.ind
\e[0;32mOK
\e[0m 0.09
21046 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/remanent.var
\e[0;32mOK
\e[0m 0.01
21047 cic:/Lyon/STREAMS/GfpStreams/Streams_/Filter_/Lemmes/eqY.var
\e[0;32mOK
\e[0m 0.01
21048 cic:/Lyon/STREAMS/Eratosthene/Filtretl.con
\e[0;32mOK
\e[0m 0.01
21049 cic:/Lyon/STREAMS/Eratosthene/Pred_rect.con
\e[0;32mOK
\e[0m 0.01
21050 cic:/Lyon/STREAMS/Eratosthene/lemme2.con
\e[0;32mOK
\e[0m 0.01
21051 cic:/Lyon/PROCESSES/ABP/TRACES/Unique/Unique3.con
\e[0;31mFAIL
\e[0m
21052 cic:/Lyon/PROCESSES/ABP/TRACES/Evt/Evt3.con
\e[0;31mFAIL
\e[0m
21053 cic:/Lyon/IEEE754/IEEE754_properties/max_abstract_wf.con
\e[0;32mOK
\e[0m 0.25
21054 cic:/Lyon/IEEE754/Diadic/Dle_refl.con
\e[0;32mOK
\e[0m 0.02
21055 cic:/Lyon/IEEE754/Diadic/Dproj.con
\e[0;32mOK
\e[0m 0.01
21056 cic:/Lyon/IEEE754/Diadic/ROUND_spec.con
\e[0;32mOK
\e[0m 0.01
21057 cic:/Lyon/IEEE754/Diadic/eq_Deq.con
\e[0;32mOK
\e[0m 0.02
21058 cic:/Lyon/GRAPHS-BASICS/Paths/P_extract.con
\e[0;32mOK
\e[0m 0.10
21059 cic:/Lyon/GRAPHS-BASICS/Paths/P_invl_inv.con
\e[0;32mOK
\e[0m 0.02
21060 cic:/Lyon/GRAPHS-BASICS/Paths/Walk_reverse.con
\e[0;31mFAIL
\e[0m
21061 cic:/Lyon/GRAPHS-BASICS/Graphs/G_union.con
\e[0;31mFAIL
\e[0m
21062 cic:/Lyon/GRAPHS-BASICS/Digraphs/D_union.con
\e[0;31mFAIL
\e[0m
21063 cic:/Lyon/GRAPHS-BASICS/Degrees/Degree_pendant.con
\e[0;31mFAIL
\e[0m
21064 cic:/Lyon/GRAPHS-BASICS/Connected/C_a_dec.con
\e[0;31mFAIL
\e[0m
21065 cic:/Lyon/GRAPHS-BASICS/Connected/C_minus_isolated_left.con
\e[0;31mFAIL
\e[0m
21066 cic:/Lyon/GRAPHS-BASICS/Connected/C_minus_isolated_right.con
\e[0;31mFAIL
\e[0m
21067 cic:/Lyon/GRAPHS-BASICS/Connected/C_pendant_isolated.con
\e[0;31mFAIL
\e[0m
21068 cic:/Lyon/GRAPHS-BASICS/Connected/Connected_walk.con
\e[0;31mFAIL
\e[0m
21069 cic:/Lyon/GRAPHS-BASICS/Acyclic/AC_edge_pendant.con
\e[0;31mFAIL
\e[0m
21070 cic:/Lyon/GRAPHS-BASICS/Acyclic/AC_vertex_degree_zero.con
\e[0;31mFAIL
\e[0m
21071 cic:/Lyon/GRAPHS-BASICS/Acyclic/AC_vertex_isolated.con
\e[0;31mFAIL
\e[0m
21072 cic:/Lyon/FIRING-SQUAD/vertical/A10.con
\e[0;32mOK
\e[0m 0.02
21073 cic:/Lyon/FIRING-SQUAD/vertical/C11.con
\e[0;32mOK
\e[0m 0.02
21074 cic:/Lyon/FIRING-SQUAD/vertical/Hor_tr_inf.con
\e[0;32mOK
\e[0m 0.01
21075 cic:/Lyon/FIRING-SQUAD/trapeze/R3.con
\e[0;32mOK
\e[0m 0.01
21076 cic:/Lyon/FIRING-SQUAD/trapeze/trapezes/C_trapeze/Cas_particulier/Hc.var
\e[0;32mOK
\e[0m 0.01
21077 cic:/Lyon/FIRING-SQUAD/reflection/UAB_rect.con
\e[0;32mOK
\e[0m 0.01
21078 cic:/Lyon/FIRING-SQUAD/reflection/UA_rect.con
\e[0;32mOK
\e[0m 0.01
21079 cic:/Lyon/FIRING-SQUAD/reflection/ZCB_rect.con
\e[0;32mOK
\e[0m 0.01
21080 cic:/Lyon/FIRING-SQUAD/final/N_trois.con
\e[0;32mOK
\e[0m 0.01
21081 cic:/Lyon/FIRING-SQUAD/final/R1.con
\e[0;32mOK
\e[0m 0.01
21082 cic:/Lyon/FIRING-SQUAD/constr/D'DD'.con
\e[0;32mOK
\e[0m 0.05
21083 cic:/Lyon/FIRING-SQUAD/constr/DD_D'.con
\e[0;32mOK
\e[0m 0.05
21084 cic:/Lyon/FIRING-SQUAD/bord/deux_end.ind
\e[0;32mOK
\e[0m 0.64
21085 cic:/Lyon/FIRING-SQUAD/bord/un_end_rect.con
\e[0;32mOK
\e[0m 0.01
21086 cic:/Lyon/FIRING-SQUAD/bib/Deuxmod3_Omod3.con
\e[0;32mOK
\e[0m 0.03
21087 cic:/Lyon/FIRING-SQUAD/bib/Omod3_Unmod3.con
\e[0;32mOK
\e[0m 0.03
21088 cic:/Lyon/FIRING-SQUAD/bib/SStriple_tiers.con
\e[0;32mOK
\e[0m 0.03
21089 cic:/Lyon/FIRING-SQUAD/bib/Striple_tiers.con
\e[0;32mOK
\e[0m 0.03
21090 cic:/Lyon/FIRING-SQUAD/bib/Unmod3_Deuxmod3.con
\e[0;32mOK
\e[0m 0.03
21091 cic:/Lyon/FIRING-SQUAD/bib/le_tiers_six.con
\e[0;32mOK
\e[0m 0.04
21092 cic:/Lyon/FIRING-SQUAD/bib/le_tiers_trois.con
\e[0;32mOK
\e[0m 0.02
21093 cic:/Lyon/FIRING-SQUAD/bib/le_triple.con
\e[0;32mOK
\e[0m 0.01
21094 cic:/Lyon/FIRING-SQUAD/bib/tiers_S.con
\e[0;32mOK
\e[0m 0.04
21095 cic:/Lyon/FIRING-SQUAD/bib/tiers_SS.con
\e[0;32mOK
\e[0m 0.04
21096 cic:/Lyon/FIRING-SQUAD/bib/tiers_SSS.con
\e[0;32mOK
\e[0m 0.04
21097 cic:/Lyon/FIRING-SQUAD/bib/triple_tiers.con
\e[0;32mOK
\e[0m 0.03
21098 cic:/Lyon/FIRING-SQUAD/basic/A_basic_rect.con
\e[0;32mOK
\e[0m 0.01
21099 cic:/Lyon/FIRING-SQUAD/basic/B_basic_rect.con
\e[0;32mOK
\e[0m 0.01
21100 cic:/Lyon/FIRING-SQUAD/basic/C_basic_rect.con
\e[0;32mOK
\e[0m 0.01
21101 cic:/Lyon/FIRING-SQUAD/autom/base_L.con
\e[0;32mOK
\e[0m 0.18
21102 cic:/Lyon/FIRING-SQUAD/autom/basedollar_L.con
\e[0;32mOK
\e[0m 0.18
21103 cic:/Lyon/CIRCUITS/Streams/All_Q_Nthtl.con
\e[0;32mOK
\e[0m 0.01
21104 cic:/Lyon/CIRCUITS/Streams/NTH.con
\e[0;32mOK
\e[0m 0.01
21105 cic:/Lyon/CIRCUITS/Multiplier/nthtl_cst_TI_is_cst_TI.con
\e[0;32mOK
\e[0m 0.01
21106 cic:/Lyon/CIRCUITS/Circ/inv_aux_init.con
\e[0;32mOK
\e[0m 0.01
21107 cic:/Lyon/AUTOMATA/gram_aut/Der_cons_inv.con
\e[0;32mOK
\e[0m 0.06
21108 cic:/Lyon/AUTOMATA/gram_aut/Deriveg_imp_Deriveg_App.con
\e[0;32mOK
\e[0m 0.05
21109 cic:/Lyon/AUTOMATA/gram_aut/Deriveg_imp_Deriveg_cut.con
\e[0;32mOK
\e[0m 0.43
21110 cic:/Lyon/AUTOMATA/gram_aut/Derivestar_P_A_3_imp_Derivegstar.con
\e[0;32mOK
\e[0m 0.05
21111 cic:/Lyon/AUTOMATA/gram_aut/Trans.con
\e[0;32mOK
\e[0m 0.05
21112 cic:/Lyon/AUTOMATA/gram_aut/cut1_Append.con
\e[0;32mOK
\e[0m 0.44
21113 cic:/Lyon/AUTOMATA/gram5/Id_injproducd2.con
\e[0;32mOK
\e[0m 0.01
21114 cic:/Lyon/AUTOMATA/gram5/Id_injproducg1.con
\e[0;32mOK
\e[0m 0.01
21115 cic:/Lyon/AUTOMATA/gram5/N_dans_S_X.con
\e[0;32mOK
\e[0m 0.01
21116 cic:/Lyon/AUTOMATA/gram5/gram5/GGG1.var
\e[0;32mOK
\e[0m 0.01
21117 cic:/Lyon/AUTOMATA/gram5/gram5/GGG2.var
\e[0;32mOK
\e[0m 0.01
21118 cic:/Lyon/AUTOMATA/gram5/gram5/V1'.var
\e[0;32mOK
\e[0m 0.01
21119 cic:/Lyon/AUTOMATA/gram5/gram5/V2'.var
\e[0;32mOK
\e[0m 0.01
21120 cic:/Lyon/AUTOMATA/gram4/Gunion_disj_LG_inclus4.con
\e[0;32mOK
\e[0m 0.02
21121 cic:/Lyon/AUTOMATA/gram4/Gunion_disj_Regles.con
\e[0;32mOK
\e[0m 0.02
21122 cic:/Lyon/AUTOMATA/gram4/inmon_Der_imp_inmon_R1_d.con
\e[0;32mOK
\e[0m 0.01
21123 cic:/Lyon/AUTOMATA/gram4/inmon_Der_imp_inmon_R2_d.con
\e[0;32mOK
\e[0m 0.01
21124 cic:/Lyon/AUTOMATA/gram4/inter_X_Vu_d.con
\e[0;32mOK
\e[0m 0.02
21125 cic:/Lyon/AUTOMATA/gram3/Iso.con
\e[0;32mOK
\e[0m 0.01
21126 cic:/Lyon/AUTOMATA/gram3/comp_Rf.con
\e[0;32mOK
\e[0m 0.02
21127 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Gim'.var
\e[0;32mOK
\e[0m 0.01
21128 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/weinvf.var
\e[0;32mOK
\e[0m 0.00
21129 cic:/Lyon/AUTOMATA/gram2/Gim_egal.con
\e[0;32mOK
\e[0m 0.02
21130 cic:/Lyon/AUTOMATA/gram2/Gunion_isGram.con
\e[0;32mOK
\e[0m 0.01
21131 cic:/Lyon/AUTOMATA/gram2/Id_image_S.con
\e[0;32mOK
\e[0m 0.01
21132 cic:/Lyon/AUTOMATA/gram2/dans_Rim.con
\e[0;32mOK
\e[0m 0.01
21133 cic:/Lyon/AUTOMATA/gram2/image_Regles.con
\e[0;32mOK
\e[0m 0.03
21134 cic:/Lyon/AUTOMATA/gram2/inmon_Der_imp_inmon_2.con
\e[0;32mOK
\e[0m 0.01
21135 cic:/Lyon/AUTOMATA/gram2/inmon_Der_imp_inmon_R1.con
\e[0;32mOK
\e[0m 0.01
21136 cic:/Lyon/AUTOMATA/gram/isGram_inclus3.con
\e[0;32mOK
\e[0m 0.01
21137 cic:/Lyon/AUTOMATA/extract/axiom_APD.con
\e[0;32mOK
\e[0m 0.01
21138 cic:/Lyon/AUTOMATA/Reg/automate_A_D.con
\e[0;32mOK
\e[0m 0.02
21139 cic:/Lyon/AUTOMATA/Reg/epsilon_chemin.con
\e[0;32mOK
\e[0m 0.05
21140 cic:/Lyon/AUTOMATA/Reg/isregular_isregular_D_1.con
\e[0;32mOK
\e[0m 0.05
21141 cic:/Lyon/AUTOMATA/Reg/reconnait_reconnaitA.con
\e[0;32mOK
\e[0m 0.03
21142 cic:/Lyon/AUTOMATA/RatReg/automate_lconc_isgood.con
\e[0;32mOK
\e[0m 0.05
21143 cic:/Lyon/AUTOMATA/RatReg/d_is_good.con
\e[0;32mOK
\e[0m 0.02
21144 cic:/Lyon/AUTOMATA/RatReg/dstar_is_good.con
\e[0;32mOK
\e[0m 0.02
21145 cic:/Lyon/AUTOMATA/RatReg/lstar_is_reg1.con
\e[0;32mOK
\e[0m 0.04
21146 cic:/Lyon/AUTOMATA/RatReg/lunion_is_reg1.con
\e[0;32mOK
\e[0m 0.13
21147 cic:/Lyon/AUTOMATA/RatReg/lwordnil_is_reg.con
\e[0;32mOK
\e[0m 0.03
21148 cic:/Lyon/AUTOMATA/RatReg/par_le_pont.con
\e[0;32mOK
\e[0m 0.09
21149 cic:/Lyon/AUTOMATA/PushdownAutomata/not_dans_X_eps.con
\e[0;32mOK
\e[0m 0.01
21150 cic:/Lyon/AUTOMATA/Max/exist_other.con
\e[0;32mOK
\e[0m 0.01
21151 cic:/Lannion/continuations/weight/Nxaccu_ex/F_overweight_accu_V1.con
\e[0;32mOK
\e[0m 0.01
21152 cic:/Lannion/continuations/weight/Nmxaccu_ex/F_overweight_V2.con
\e[0;32mOK
\e[0m 0.01
21153 cic:/Lannion/continuations/weight/Nmxaccu_ex/core_list.con
\e[0;32mOK
\e[0m 0.09
21154 cic:/Lannion/continuations/weight/Naccu_cc/F_overweight_accu_cc.con
\e[0;32mOK
\e[0m 0.01
21155 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/term_L_TERM_Length.con
\e[0;32mOK
\e[0m 0.03
21156 cic:/Lannion/continuations/FOUnify_cps/nat_term_eq_quasiterm/term_decS.con
\e[0;32mOK
\e[0m 0.02
21157 cic:/Lannion/continuations/FOUnify_cps/nat_complements/ind_leP.con
\e[0;32mOK
\e[0m 0.01
21158 cic:/Lannion/continuations/FOUnify_cps/nat_complements/le_S_eqP.con
\e[0;32mOK
\e[0m 0.01
21159 cic:/Lannion/continuations/FOUnify_cps/nat_complements/le_decP.con
\e[0;32mOK
\e[0m 0.01
21160 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/term_subst_ind.con
\e[0;32mOK
\e[0m 0.01
21161 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/term_subst_rec.con
\e[0;32mOK
\e[0m 0.01
21162 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/DIFFELNB_ConsArg_ConsArg13_le.con
\e[0;32mOK
\e[0m 0.02
21163 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/DIFFELNB_ConsArg_ConsArg24_le.con
\e[0;32mOK
\e[0m 0.02
21164 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unification.con
\e[0;32mOK
\e[0m 0.01
21165 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unification_or_fail.ind
\e[0;32mOK
\e[0m 0.01
21166 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unification_s_rect.con
\e[0;32mOK
\e[0m 0.02
21167 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/idempotent_dom_n_IS_IN.con
\e[0;32mOK
\e[0m 0.02
21168 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/n_range_IS_IN_eq.con
\e[0;32mOK
\e[0m 0.02
21169 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/under_comp.con
\e[0;32mOK
\e[0m 0.07
21170 cic:/Eindhoven/POCKLINGTON/prime/primebprime.con
\e[0;32mOK
\e[0m 0.03
21171 cic:/Eindhoven/POCKLINGTON/pock/ZallLinCombMod_ok.con
\e[0;32mOK
\e[0m 0.02
21172 cic:/Eindhoven/POCKLINGTON/pock/allLinCombMod_ok.con
\e[0;32mOK
\e[0m 0.03
21173 cic:/Eindhoven/POCKLINGTON/natZ/abs_mult.con
\e[0;32mOK
\e[0m 0.02
21174 cic:/Eindhoven/POCKLINGTON/modulo/eqmod.con
\e[0;32mOK
\e[0m 0.01
21175 cic:/Eindhoven/POCKLINGTON/modulo/zeqmod.con
\e[0;32mOK
\e[0m 0.01
21176 cic:/Eindhoven/POCKLINGTON/list/zdrop_inlist_swap.con
\e[0;32mOK
\e[0m 0.05
21177 cic:/Eindhoven/POCKLINGTON/list/zdrop_inlist_weak.con
\e[0;32mOK
\e[0m 0.02
21178 cic:/Eindhoven/POCKLINGTON/list/zdrop_length.con
\e[0;32mOK
\e[0m 0.03
21179 cic:/Eindhoven/POCKLINGTON/list/zdrop_neq_inlist.con
\e[0;32mOK
\e[0m 0.03
21180 cic:/Eindhoven/POCKLINGTON/list/zdrop_swap.con
\e[0;32mOK
\e[0m 0.04
21181 cic:/Eindhoven/POCKLINGTON/lemmas/lt_multpred_pp.con
\e[0;32mOK
\e[0m 0.02
21182 cic:/Eindhoven/POCKLINGTON/lemmas/simpl_lt_mult_l.con
\e[0;32mOK
\e[0m 0.02
21183 cic:/Eindhoven/POCKLINGTON/gcd/gcd_0_l.con
\e[0;32mOK
\e[0m 0.02
21184 cic:/Eindhoven/POCKLINGTON/fermat/permmod_refl.con
\e[0;32mOK
\e[0m 0.02
21185 cic:/Eindhoven/POCKLINGTON/exp/zexp_S1.con
\e[0;32mOK
\e[0m 0.02
21186 cic:/Eindhoven/POCKLINGTON/divides/divdec.con
\e[0;32mOK
\e[0m 0.01
21187 cic:/Dyade/Otway-Rees/invp/POinvP.con
\e[0;32mOK
\e[0m 0.23
21188 cic:/Dyade/Otway-Rees/inv1/POinv1.con
\e[0;32mOK
\e[0m 0.22
21189 cic:/Coq/romega/ReflOmegaCore/Tminus_def_stable.con
\e[0;32mOK
\e[0m 0.02
21190 cic:/Coq/romega/ReflOmegaCore/Topp_opp_stable.con
\e[0;32mOK
\e[0m 0.03
21191 cic:/Coq/romega/ReflOmegaCore/Topp_plus_stable.con
\e[0;32mOK
\e[0m 0.03
21192 cic:/Coq/romega/ReflOmegaCore/Tplus_sym_stable.con
\e[0;32mOK
\e[0m 0.02
21193 cic:/Coq/romega/ReflOmegaCore/Tred_factor0_stable.con
\e[0;32mOK
\e[0m 0.01
21194 cic:/Coq/romega/ReflOmegaCore/Tred_factor5_stable.con
\e[0;32mOK
\e[0m 0.06
21195 cic:/Coq/romega/ReflOmegaCore/Tred_factor6_stable.con
\e[0;32mOK
\e[0m 0.03
21196 cic:/Coq/romega/ReflOmegaCore/apply_both_stable.con
\e[0;32mOK
\e[0m 0.03
21197 cic:/Coq/romega/ReflOmegaCore/apply_left_stable.con
\e[0;32mOK
\e[0m 0.02
21198 cic:/Coq/romega/ReflOmegaCore/apply_right_stable.con
\e[0;32mOK
\e[0m 0.02
21199 cic:/Coq/romega/ReflOmegaCore/co_valid1.con
\e[0;32mOK
\e[0m 0.01
21200 cic:/Coq/romega/ReflOmegaCore/compose_term_stable.con
\e[0;32mOK
\e[0m 0.01
21201 cic:/Coq/romega/ReflOmegaCore/contradiction.con
\e[0;32mOK
\e[0m 0.02
21202 cic:/Coq/romega/ReflOmegaCore/decidable_correct.con
\e[0;32mOK
\e[0m 0.04
21203 cic:/Coq/romega/ReflOmegaCore/divide_and_approx.con
\e[0;32mOK
\e[0m 0.01
21204 cic:/Coq/romega/ReflOmegaCore/exact_divide.con
\e[0;32mOK
\e[0m 0.01
21205 cic:/Coq/romega/ReflOmegaCore/fusion_right.con
\e[0;32mOK
\e[0m 0.01
21206 cic:/Coq/romega/ReflOmegaCore/interp_full_goal.con
\e[0;32mOK
\e[0m 0.01
21207 cic:/Coq/romega/ReflOmegaCore/interp_goal_concl.con
\e[0;32mOK
\e[0m 0.01
21208 cic:/Coq/romega/ReflOmegaCore/interp_hyps.con
\e[0;32mOK
\e[0m 0.01
21209 cic:/Coq/romega/ReflOmegaCore/merge_eq.con
\e[0;32mOK
\e[0m 0.02
21210 cic:/Coq/romega/ReflOmegaCore/move_right.con
\e[0;32mOK
\e[0m 0.02
21211 cic:/Coq/romega/ReflOmegaCore/negate_contradict_inv.con
\e[0;32mOK
\e[0m 0.02
21212 cic:/Coq/romega/ReflOmegaCore/not_exact_divide.con
\e[0;32mOK
\e[0m 0.01
21213 cic:/Coq/romega/ReflOmegaCore/prop_stable.con
\e[0;32mOK
\e[0m 0.01
21214 cic:/Coq/romega/ReflOmegaCore/reduce_stable.con
\e[0;32mOK
\e[0m 0.23
21215 cic:/Coq/romega/ReflOmegaCore/split_ineq.con
\e[0;32mOK
\e[0m 0.02
21216 cic:/Coq/romega/ReflOmegaCore/state.con
\e[0;32mOK
\e[0m 0.02
21217 cic:/Coq/romega/ReflOmegaCore/sum.con
\e[0;32mOK
\e[0m 0.03
21218 cic:/Coq/romega/ReflOmegaCore/valid1.con
\e[0;32mOK
\e[0m 0.01
21219 cic:/Coq/romega/ReflOmegaCore/valid2.con
\e[0;32mOK
\e[0m 0.01
21220 cic:/Coq/ring/Setoid_ring_theory/STh_mult_opp_opp.con
\e[0;32mOK
\e[0m 0.02
21221 cic:/Coq/ring/Setoid_ring_normalize/canonical_sum_merge_ok.con
\e[0;32mOK
\e[0m 0.78
21222 cic:/Coq/ring/Setoid_ring_normalize/canonical_sum_scalar_ok.con
\e[0;32mOK
\e[0m 0.07
21223 cic:/Coq/ring/Setoid_ring_normalize/canonical_sum_simplify_ok.con
\e[0;32mOK
\e[0m 0.07
21224 cic:/Coq/ring/Setoid_ring_normalize/monom_insert_ok.con
\e[0;32mOK
\e[0m 0.17
21225 cic:/Coq/ring/Setoid_ring_normalize/setspolynomial_of_ok.con
\e[0;32mOK
\e[0m 0.04
21226 cic:/Coq/ring/Setoid_ring_normalize/varlist_insert_ok.con
\e[0;32mOK
\e[0m 0.14
21227 cic:/Coq/ring/Ring_theory/Th_mult_opp_opp.con
\e[0;32mOK
\e[0m 0.01
21228 cic:/Coq/ring/Ring_normalize/canonical_sum_merge_ok.con
\e[0;32mOK
\e[0m 0.40
21229 cic:/Coq/ring/Ring_normalize/canonical_sum_scalar_ok.con
\e[0;32mOK
\e[0m 0.04
21230 cic:/Coq/ring/Ring_normalize/canonical_sum_simplify_ok.con
\e[0;32mOK
\e[0m 0.06
21231 cic:/Coq/ring/Ring_normalize/monom_insert_ok.con
\e[0;32mOK
\e[0m 0.09
21232 cic:/Coq/ring/Ring_normalize/spolynomial_of_ok.con
\e[0;32mOK
\e[0m 0.04
21233 cic:/Coq/ring/Ring_normalize/varlist_insert_ok.con
\e[0;32mOK
\e[0m 0.08
21234 cic:/Coq/ring/Ring_abstract/abstract_sum_merge_ok.con
\e[0;32mOK
\e[0m 0.09
21235 cic:/Coq/ring/Ring_abstract/abstract_varlist_insert_ok.con
\e[0;32mOK
\e[0m 0.04
21236 cic:/Coq/ring/Ring_abstract/minus_varlist_insert_ok.con
\e[0;32mOK
\e[0m 0.10
21237 cic:/Coq/ring/Ring_abstract/plus_varlist_insert_ok.con
\e[0;32mOK
\e[0m 0.09
21238 cic:/Coq/ring/Ring_abstract/signed_sum_merge_ok.con
\e[0;32mOK
\e[0m 0.37
21239 cic:/Coq/ring/Ring_abstract/signed_sum_opp_ok.con
\e[0;32mOK
\e[0m 0.05
21240 cic:/Coq/field/Field_Theory/inverse_simplif.con
\e[0;32mOK
\e[0m 0.15
21241 cic:/Coq/ZArith/Zpower/Zpower_pos_nat.con
\e[0;32mOK
\e[0m 0.01
21242 cic:/Coq/ZArith/Zpower/shift_pos_nat.con
\e[0;32mOK
\e[0m 0.01
21243 cic:/Coq/ZArith/Zorder/Zge_iff_le.con
\e[0;32mOK
\e[0m 0.01
21244 cic:/Coq/ZArith/Zorder/Zlt_irrefl.con
\e[0;32mOK
\e[0m 0.01
21245 cic:/Coq/ZArith/Zorder/Zlt_not_le.con
\e[0;32mOK
\e[0m 0.01
21246 cic:/Coq/ZArith/Znumtheory/Euclid_ind.con
\e[0;32mOK
\e[0m 0.01
21247 cic:/Coq/ZArith/Znumtheory/Euclid_rec.con
\e[0;32mOK
\e[0m 0.01
21248 cic:/Coq/ZArith/Znumtheory/Zis_gcd_sym.con
\e[0;32mOK
\e[0m 0.01
21249 cic:/Coq/ZArith/Znumtheory/Zmult_one.con
\e[0;32mOK
\e[0m 0.01
21250 cic:/Coq/ZArith/Znumtheory/prime_rect.con
\e[0;32mOK
\e[0m 0.01
21251 cic:/Coq/ZArith/Zmisc/iter_pos_invariant.con
\e[0;32mOK
\e[0m 0.01
21252 cic:/Coq/ZArith/Zmisc/iter_pos_plus.con
\e[0;32mOK
\e[0m 0.01
21253 cic:/Coq/ZArith/Zmin/Zle_min_l.con
\e[0;32mOK
\e[0m 0.02
21254 cic:/Coq/ZArith/Zmin/Zmax2.con
\e[0;32mOK
\e[0m 0.02
21255 cic:/Coq/ZArith/Zlogarithm/log_inf_shift_nat.con
\e[0;32mOK
\e[0m 0.01
21256 cic:/Coq/ZArith/Zlogarithm/log_sup_shift_nat.con
\e[0;32mOK
\e[0m 0.01
21257 cic:/Coq/ZArith/Zdiv/Zdiv.con
\e[0;32mOK
\e[0m 0.01
21258 cic:/Coq/ZArith/Zdiv/Zmod.con
\e[0;32mOK
\e[0m 0.01
21259 cic:/Coq/ZArith/Zcomplements/Zlength_nil.con
\e[0;32mOK
\e[0m 0.01
21260 cic:/Coq/ZArith/Zbool/Z_noteq_bool.con
\e[0;32mOK
\e[0m 0.01
21261 cic:/Coq/ZArith/Zbool/Zge_is_le_bool.con
\e[0;32mOK
\e[0m 0.01
21262 cic:/Coq/ZArith/Zbool/Zle_bool_antisym.con
\e[0;32mOK
\e[0m 0.01
21263 cic:/Coq/ZArith/Zbinary/Z_to_two_compl_Sn.con
\e[0;32mOK
\e[0m 0.03
21264 cic:/Coq/ZArith/Zbinary/Z_to_two_compl_Sn_z.con
\e[0;32mOK
\e[0m 0.01
21265 cic:/Coq/ZArith/Zabs/Zabs_ind.con
\e[0;32mOK
\e[0m 0.01
21266 cic:/Coq/ZArith/Zabs/Zabs_nat_lt.con
\e[0;32mOK
\e[0m 0.03
21267 cic:/Coq/ZArith/ZArith_dec/Z_dec.con
\e[0;32mOK
\e[0m 0.01
21268 cic:/Coq/ZArith/ZArith_dec/Z_lt_le_dec.con
\e[0;32mOK
\e[0m 0.01
21269 cic:/Coq/ZArith/ZArith_dec/Z_notzerop.con
\e[0;32mOK
\e[0m 0.01
21270 cic:/Coq/ZArith/ZArith_dec/not_Zeq_inf.con
\e[0;32mOK
\e[0m 0.01
21271 cic:/Coq/ZArith/Wf_Z/Efficient_Rec/R_wf.var
\e[0;32mOK
\e[0m 0.02
21272 cic:/Coq/ZArith/BinInt/Zeq_minus.con
\e[0;32mOK
\e[0m 0.01
21273 cic:/Coq/Wellfounded/Lexicographic_Exponentiation/desc_tail.con
\e[0;32mOK
\e[0m 0.14
21274 cic:/Coq/Wellfounded/Lexicographic_Exponentiation/dist_aux.con
\e[0;32mOK
\e[0m 0.14
21275 cic:/Coq/Sorting/Sorting/merge.con
\e[0;32mOK
\e[0m 0.09
21276 cic:/Coq/Sorting/Heap/insert.con
\e[0;32mOK
\e[0m 0.04
21277 cic:/Coq/Sets/Powerset_facts/setcover_intro.con
\e[0;32mOK
\e[0m 0.01
21278 cic:/Coq/Sets/Powerset_Classical_facts/incl_st_add_soustr.con
\e[0;32mOK
\e[0m 0.04
21279 cic:/Coq/Sets/Powerset/Empty_set_is_Bottom.con
\e[0;32mOK
\e[0m 0.01
21280 cic:/Coq/Sets/Powerset/Strict_inclusion_is_transitive_with_inclusion.con
\e[0;32mOK
\e[0m 0.02
21281 cic:/Coq/Sets/Powerset/Strict_inclusion_is_transitive_with_inclusion_left.con
\e[0;32mOK
\e[0m 0.02
21282 cic:/Coq/Sets/Partial_Order/Strict_Rel_Transitive.con
\e[0;32mOK
\e[0m 0.01
21283 cic:/Coq/Sets/Partial_Order/covers_rect.con
\e[0;32mOK
\e[0m 0.01
21284 cic:/Coq/Sets/Integers/le_Order.con
\e[0;32mOK
\e[0m 0.01
21285 cic:/Coq/Sets/Infinite_sets/Image_set_continuous'.con
\e[0;32mOK
\e[0m 0.04
21286 cic:/Coq/Sets/Infinite_sets/make_new_approximant.con
\e[0;32mOK
\e[0m 0.01
21287 cic:/Coq/Sets/Image/cardinal_Im_intro.con
\e[0;32mOK
\e[0m 0.01
21288 cic:/Coq/Sets/Finite_sets_facts/Intersection_preserves_finite.con
\e[0;32mOK
\e[0m 0.01
21289 cic:/Coq/Sets/Finite_sets_facts/cardinal_Empty.con
\e[0;32mOK
\e[0m 0.03
21290 cic:/Coq/Sets/Finite_sets_facts/inh_card_gt_O.con
\e[0;32mOK
\e[0m 0.02
21291 cic:/Coq/Sets/Cpo/Bottom_rect.con
\e[0;32mOK
\e[0m 0.01
21292 cic:/Coq/Sets/Cpo/Chain.ind
\e[0;32mOK
\e[0m 0.01
21293 cic:/Coq/Sets/Cpo/Compatible.con
\e[0;32mOK
\e[0m 0.01
21294 cic:/Coq/Sets/Cpo/Directed.ind
\e[0;32mOK
\e[0m 0.01
21295 cic:/Coq/Sets/Cpo/Glb.ind
\e[0;32mOK
\e[0m 0.01
21296 cic:/Coq/Sets/Cpo/Lower_Bound_rect.con
\e[0;32mOK
\e[0m 0.01
21297 cic:/Coq/Sets/Cpo/Lub.ind
\e[0;32mOK
\e[0m 0.01
21298 cic:/Coq/Sets/Cpo/Totally_ordered_rect.con
\e[0;32mOK
\e[0m 0.01
21299 cic:/Coq/Sets/Cpo/Upper_Bound_rect.con
\e[0;32mOK
\e[0m 0.01
21300 cic:/Coq/Relations/Newman/Ind_proof.con
\e[0;32mOK
\e[0m 0.01
21301 cic:/Coq/Reals/Rseries/Rmax_N.con
\e[0;32mOK
\e[0m 0.01
21302 cic:/Coq/Reals/Rseries/growing_prop.con
\e[0;32mOK
\e[0m 0.03
21303 cic:/Coq/Reals/Rpower/P_Rmin.con
\e[0;32mOK
\e[0m 0.02
21304 cic:/Coq/Reals/RiemannInt_SF/adapted_couple.con
\e[0;32mOK
\e[0m 0.01
21305 cic:/Coq/Reals/Rbasic_fun/Rabs.con
\e[0;32mOK
\e[0m 0.01
21306 cic:/Coq/Reals/Rbasic_fun/RmaxLess1.con
\e[0;32mOK
\e[0m 0.02
21307 cic:/Coq/Reals/Rbasic_fun/RmaxLess2.con
\e[0;32mOK
\e[0m 0.02
21308 cic:/Coq/Reals/Rbasic_fun/RmaxSym.con
\e[0;32mOK
\e[0m 0.03
21309 cic:/Coq/Reals/Rbasic_fun/Rmax_Rle.con
\e[0;32mOK
\e[0m 0.04
21310 cic:/Coq/Reals/Rbasic_fun/Rmax_stable_in_negreal.con
\e[0;32mOK
\e[0m 0.02
21311 cic:/Coq/Reals/Rbasic_fun/Rmin_Rgt_l.con
\e[0;32mOK
\e[0m 0.02
21312 cic:/Coq/Reals/Rbasic_fun/Rmin_Rgt_r.con
\e[0;32mOK
\e[0m 0.02
21313 cic:/Coq/Reals/Rbasic_fun/Rmin_comm.con
\e[0;32mOK
\e[0m 0.03
21314 cic:/Coq/Reals/Rbasic_fun/Rmin_l.con
\e[0;32mOK
\e[0m 0.02
21315 cic:/Coq/Reals/Rbasic_fun/Rmin_r.con
\e[0;32mOK
\e[0m 0.02
21316 cic:/Coq/Reals/Ranalysis2/Rmin_2.con
\e[0;32mOK
\e[0m 0.02
21317 cic:/Coq/Reals/Ranalysis2/Rmin_pos.con
\e[0;32mOK
\e[0m 0.02
21318 cic:/Coq/Reals/RList/MaxRlist.con
\e[0;32mOK
\e[0m 0.01
21319 cic:/Coq/Reals/RList/MinRlist.con
\e[0;32mOK
\e[0m 0.01
21320 cic:/Coq/Reals/RList/RList_P0.con
\e[0;32mOK
\e[0m 0.03
21321 cic:/Coq/Reals/RList/RList_P10.con
\e[0;32mOK
\e[0m 0.02
21322 cic:/Coq/Reals/RList/RList_P17.con
\e[0;32mOK
\e[0m 0.04
21323 cic:/Coq/Reals/RList/RList_P29.con
\e[0;32mOK
\e[0m 0.05
21324 cic:/Coq/Reals/RList/RList_P7.con
\e[0;32mOK
\e[0m 0.03
21325 cic:/Coq/Reals/RList/RList_P8.con
\e[0;32mOK
\e[0m 0.07
21326 cic:/Coq/Reals/RList/cons_ORlist.con
\e[0;32mOK
\e[0m 0.01
21327 cic:/Coq/NArith/Pnat/nat_of_P_minus_morphism.con
\e[0;32mOK
\e[0m 0.02
21328 cic:/Coq/NArith/Pnat/nat_of_P_xI.con
\e[0;32mOK
\e[0m 0.05
21329 cic:/Coq/NArith/Pnat/nat_of_P_xO.con
\e[0;32mOK
\e[0m 0.04
21330 cic:/Coq/NArith/Pnat/pred_o_P_of_succ_nat_o_nat_of_P_eq_id.con
\e[0;32mOK
\e[0m 0.01
21331 cic:/Coq/NArith/BinPos/Pmult_comm.con
\e[0;32mOK
\e[0m 0.01
21332 cic:/Coq/NArith/BinPos/Pplus_xO_double_minus_one.con
\e[0;32mOK
\e[0m 0.03
21333 cic:/Coq/NArith/BinPos/plus_iter_xI.con
\e[0;32mOK
\e[0m 0.01
21334 cic:/Coq/NArith/BinPos/plus_iter_xO.con
\e[0;32mOK
\e[0m 0.01
21335 cic:/Coq/NArith/BinNat/Nmult_reg_r.con
\e[0;32mOK
\e[0m 0.02
21336 cic:/Coq/Logic/ProofIrrelevance/proof_irrelevance_cci.con
\e[0;32mOK
\e[0m 0.01
21337 cic:/Coq/Logic/Diaconescu/proof_irrel.con
\e[0;32mOK
\e[0m 0.01
21338 cic:/Coq/Lists/TheoryList/Index_p.con
\e[0;32mOK
\e[0m 0.03
21339 cic:/Coq/IntMap/Mapsubset/MapDisjoint_2_imp.con
\e[0;32mOK
\e[0m 0.04
21340 cic:/Coq/IntMap/Mapsubset/MapDisjoint_imp_2.con
\e[0;32mOK
\e[0m 0.06
21341 cic:/Coq/IntMap/Mapsubset/MapSubset_1_Dom.con
\e[0;32mOK
\e[0m 0.03
21342 cic:/Coq/IntMap/Mapsubset/MapSubset_antisym.con
\e[0;32mOK
\e[0m 0.07
21343 cic:/Coq/IntMap/Maplists/Elems_canon.con
\e[0;32mOK
\e[0m 0.11
21344 cic:/Coq/IntMap/Maplists/ad_list_stutters_prev_conv_l.con
\e[0;32mOK
\e[0m 0.02
21345 cic:/Coq/IntMap/Maplists/ad_list_stutters_prev_conv_r.con
\e[0;32mOK
\e[0m 0.02
21346 cic:/Coq/IntMap/Mapcard/MapCard_Put_2_conv.con
\e[0;32mOK
\e[0m 0.04
21347 cic:/Coq/IntMap/Mapcard/MapCard_Put_behind_Put.con
\e[0;32mOK
\e[0m 0.02
21348 cic:/Coq/IntMap/Mapcanon/MapDelta_canon.con
\e[0;32mOK
\e[0m 0.04
21349 cic:/Coq/IntMap/Mapcanon/Map_of_alist_canon.con
\e[0;32mOK
\e[0m 0.02
21350 cic:/Coq/IntMap/Mapcanon/mapcanon_exists.con
\e[0;32mOK
\e[0m 0.01
21351 cic:/Coq/IntMap/Mapaxioms/MapDomRestrTo_Dom.con
\e[0;32mOK
\e[0m 0.06
21352 cic:/Coq/IntMap/Mapaxioms/MapDomRestrTo_To_comm.con
\e[0;32mOK
\e[0m 0.05
21353 cic:/Coq/IntMap/Mapaxioms/MapDomRestrTo_assoc.con
\e[0;32mOK
\e[0m 0.05
21354 cic:/Coq/IntMap/Mapaxioms/MapDomRestrTo_ext.con
\e[0;32mOK
\e[0m 0.04
21355 cic:/Coq/IntMap/Mapaxioms/MapDomRestrTo_idempotent.con
\e[0;32mOK
\e[0m 0.05
21356 cic:/Coq/IntMap/Mapaxioms/MapRemove_ext.con
\e[0;32mOK
\e[0m 0.02
21357 cic:/Coq/IntMap/Map/MapDelta_semantics_3_1.con
\e[0;32mOK
\e[0m 0.02
21358 cic:/Coq/IntMap/Map/MapPut_behind_as_before.con
\e[0;32mOK
\e[0m 0.06
21359 cic:/Coq/IntMap/Lsort/ad_less_def_3.con
\e[0;32mOK
\e[0m 0.01
21360 cic:/Coq/IntMap/Lsort/ad_less_def_4.con
\e[0;32mOK
\e[0m 0.01
21361 cic:/Coq/IntMap/Fset/MapDomRestrBy_semantics.con
\e[0;32mOK
\e[0m 0.18
21362 cic:/Coq/IntMap/Fset/in_dom_remove.con
\e[0;32mOK
\e[0m 0.04
21363 cic:/Coq/IntMap/Fset/in_dom_restrto.con
\e[0;32mOK
\e[0m 0.05
21364 cic:/Coq/IntMap/Adist/ad_plength_ub.con
\e[0;32mOK
\e[0m 0.02
21365 cic:/Coq/IntMap/Adist/ad_plength_ultra_1.con
\e[0;32mOK
\e[0m 0.03
21366 cic:/Coq/IntMap/Addr/ad_neg_bit_0_1.con
\e[0;32mOK
\e[0m 0.01
21367 cic:/Coq/IntMap/Addr/ad_neg_bit_0_2.con
\e[0;32mOK
\e[0m 0.01
21368 cic:/Coq/IntMap/Adalloc/ad_alloc_opt_allocates.con
\e[0;32mOK
\e[0m 0.01
21369 cic:/Coq/IntMap/Adalloc/ad_le_lt_trans.con
\e[0;32mOK
\e[0m 0.01
21370 cic:/Coq/IntMap/Adalloc/ad_lt_le_trans.con
\e[0;32mOK
\e[0m 0.01
21371 cic:/Coq/IntMap/Adalloc/ad_lt_trans.con
\e[0;32mOK
\e[0m 0.01
21372 cic:/Coq/IntMap/Adalloc/ad_min_le_1.con
\e[0;32mOK
\e[0m 0.02
21373 cic:/Coq/Arith/Wf_nat/induction_gtof2.con
\e[0;32mOK
\e[0m 0.01
21374 cic:/Coq/Arith/Wf_nat/lt_wf_ind.con
\e[0;32mOK
\e[0m 0.01
21375 cic:/Coq/Arith/Wf_nat/lt_wf_rec.con
\e[0;32mOK
\e[0m 0.01
21376 cic:/Coq/Arith/Mult/mult_S_le_reg_l.con
\e[0;32mOK
\e[0m 0.01
21377 cic:/Coq/Arith/Mult/mult_lt_compat_r.con
\e[0;32mOK
\e[0m 0.01
21378 cic:/Coq/Arith/Lt/lt_asym.con
\e[0;32mOK
\e[0m 0.01
21379 cic:/Coq/Arith/Lt/lt_not_le.con
\e[0;32mOK
\e[0m 0.01
21380 cic:/Coq/Arith/Gt/le_not_gt.con
\e[0;32mOK
\e[0m 0.01
21381 cic:/Coq/Arith/Compare_dec/le_lt_eq_dec.con
\e[0;32mOK
\e[0m 0.01
21382 cic:/CoRN/tactics/AlgReflection/PM_plus.con
\e[0;32mOK
\e[0m 0.02
21383 cic:/CoRN/model/structures/Qsec/Qlt_is_irreflexive_unfolded.con
\e[0;32mOK
\e[0m 0.01
21384 cic:/CoRN/model/structures/Qsec/ap_Q_tight0.con
\e[0;32mOK
\e[0m 0.01
21385 cic:/CoRN/model/setoids/twoelemsetoid/M1_CS_mult_strext.con
\e[0;32mOK
\e[0m 0.05
21386 cic:/CoRN/model/setoids/twoelemsetoid/M2_CS_mult_strext.con
\e[0;32mOK
\e[0m 0.05
21387 cic:/CoRN/model/setoids/Zsetoid/ap_Z_cotransitive.con
\e[0;32mOK
\e[0m 0.01
21388 cic:/CoRN/model/setoids/Zsetoid/ap_Z_tight.con
\e[0;32mOK
\e[0m 0.01
21389 cic:/CoRN/model/setoids/Nsetoid/nat_as_CSetoid.con
\e[0;32mOK
\e[0m 0.01
21390 cic:/CoRN/model/Zmod/Zm/Zmodap_irreflexive.con
\e[0;32mOK
\e[0m 0.01
21391 cic:/CoRN/model/Zmod/Zm/p_gt_1.con
\e[0;32mOK
\e[0m 0.01
21392 cic:/CoRN/devel/loeb/IDA/Ch6/M1_CS_mult_strext.con
\e[0;32mOK
\e[0m 0.05
21393 cic:/CoRN/devel/loeb/IDA/Ch6/M2_CS_mult_strext.con
\e[0;32mOK
\e[0m 0.04
21394 cic:/CoRN/algebra/CSetoids/CCSetoid_relation.ind
\e[0;32mOK
\e[0m 0.01
21395 cic:/CoRN/algebra/CSetoids/CSetoid_bin_fun.ind
\e[0;32mOK
\e[0m 0.01
21396 cic:/CoRN/algebra/CSetoids/CSetoid_fun.ind
\e[0;32mOK
\e[0m 0.01
21397 cic:/CoRN/algebra/CSetoids/CSetoid_is_CSetoid.con
\e[0;32mOK
\e[0m 0.01
21398 cic:/CoRN/algebra/CSetoids/CSetoid_predicate'.ind
\e[0;32mOK
\e[0m 0.01
21399 cic:/CoRN/algebra/CSetoids/CSetoid_predicate.ind
\e[0;32mOK
\e[0m 0.01
21400 cic:/CoRN/algebra/CSetoids/CSetoid_relation.ind
\e[0;32mOK
\e[0m 0.01
21401 cic:/CoRN/algebra/CSetoids/Crel_strextarg_imp_strext.con
\e[0;32mOK
\e[0m 0.04
21402 cic:/CoRN/algebra/CSetoids/Crestrict_relation.con
\e[0;32mOK
\e[0m 0.01
21403 cic:/CoRN/algebra/CSetoids/bin_op_strext.con
\e[0;32mOK
\e[0m 0.01
21404 cic:/CoRN/algebra/CSetoids/bin_op_wd.con
\e[0;32mOK
\e[0m 0.01
21405 cic:/CoRN/algebra/CSetoids/eq_imp_not_neq.con
\e[0;32mOK
\e[0m 0.01
21406 cic:/CoRN/algebra/CSetoids/outer_op_strext.con
\e[0;32mOK
\e[0m 0.01
21407 cic:/CoRN/algebra/CSetoids/outer_op_well_def.con
\e[0;32mOK
\e[0m 0.01
21408 cic:/CoRN/algebra/CSetoids/rel_strextarg_imp_strext.con
\e[0;32mOK
\e[0m 0.03
21409 cic:/CoRN/algebra/CSetoids/restrict_relation.con
\e[0;32mOK
\e[0m 0.01
21410 cic:/CoRN/algebra/CSetoids/scs_elem.con
\e[0;32mOK
\e[0m 0.01
21411 cic:/CoRN/algebra/CSetoids/subcsetoid_crr_rect.con
\e[0;32mOK
\e[0m 0.01
21412 cic:/CoRN/algebra/CSetoids/un_op_strext.con
\e[0;32mOK
\e[0m 0.01
21413 cic:/CoRN/algebra/CSetoids/un_op_wd.con
\e[0;32mOK
\e[0m 0.01
21414 cic:/CoRN/algebra/CSetoids/wd_pred.ind
\e[0;32mOK
\e[0m 0.01
21415 cic:/CoRN/algebra/CSetoidInc/included_conj.con
\e[0;32mOK
\e[0m 0.01
21416 cic:/CoRN/algebra/CSetoidInc/included_conj_lft.con
\e[0;32mOK
\e[0m 0.01
21417 cic:/CoRN/algebra/CSetoidInc/included_conj_rht.con
\e[0;32mOK
\e[0m 0.01
21418 cic:/CoRN/algebra/CSetoidFun/BinPartFunct.ind
\e[0;32mOK
\e[0m 0.01
21419 cic:/CoRN/algebra/CSetoidFun/PartFunct.ind
\e[0;32mOK
\e[0m 0.01
21420 cic:/CoRN/algebra/CSetoidFun/binproj1_strext.con
\e[0;32mOK
\e[0m 0.01
21421 cic:/CoRN/algebra/CSetoidFun/conj_wd.con
\e[0;32mOK
\e[0m 0.01
21422 cic:/CoRN/algebra/CSetoidFun/disj_wd.con
\e[0;32mOK
\e[0m 0.01
21423 cic:/CoRN/algebra/CSetoidFun/extend.con
\e[0;32mOK
\e[0m 0.01
21424 cic:/CoRN/algebra/CSetoidFun/inj1.con
\e[0;32mOK
\e[0m 0.01
21425 cic:/CoRN/algebra/CSetoidFun/inj2.con
\e[0;32mOK
\e[0m 0.01
21426 cic:/CoRN/algebra/CSetoidFun/prj1.con
\e[0;32mOK
\e[0m 0.01
21427 cic:/CoRN/algebra/CSetoidFun/prj2.con
\e[0;32mOK
\e[0m 0.01
21428 cic:/CoRN/algebra/CLogic/ZL9.con
\e[0;32mOK
\e[0m 0.01
21429 cic:/CoRN/algebra/CLogic/absolu_2.con
\e[0;32mOK
\e[0m 0.01
21430 cic:/CoRN/algebra/CLogic/even_or_odd_plus.con
\e[0;32mOK
\e[0m 0.02
21431 cic:/CoRN/algebra/CAbGroups/Nice_Char/plus_assoc.var
\e[0;32mOK
\e[0m 0.01
21432 cic:/CoRN/algebra/Basics/lt_mult_right.con
\e[0;32mOK
\e[0m 0.01
21433 cic:/CoRN/algebra/Basics/lt_wf_rect.con
\e[0;32mOK
\e[0m 0.01
21434 cic:/Cachan/SMC/quant/and_eq.con
\e[0;32mOK
\e[0m 0.01
21435 cic:/Cachan/SMC/quant/and_le.con
\e[0;32mOK
\e[0m 0.01
21436 cic:/Cachan/SMC/quant/be_eq_le.con
\e[0;32mOK
\e[0m 0.01
21437 cic:/Cachan/SMC/quant/be_eq_refl.con
\e[0;32mOK
\e[0m 0.01
21438 cic:/Cachan/SMC/quant/be_eq_sym.con
\e[0;32mOK
\e[0m 0.01
21439 cic:/Cachan/SMC/quant/be_eq_trans.con
\e[0;32mOK
\e[0m 0.01
21440 cic:/Cachan/SMC/quant/be_le2_le.con
\e[0;32mOK
\e[0m 0.01
21441 cic:/Cachan/SMC/quant/be_le_antisym.con
\e[0;32mOK
\e[0m 0.01
21442 cic:/Cachan/SMC/quant/be_le_not_1.con
\e[0;32mOK
\e[0m 0.01
21443 cic:/Cachan/SMC/quant/be_le_refl.con
\e[0;32mOK
\e[0m 0.01
21444 cic:/Cachan/SMC/quant/be_le_trans.con
\e[0;32mOK
\e[0m 0.01
21445 cic:/Cachan/SMC/quant/bool_fun_mu_all_preserves_eq.con
\e[0;32mOK
\e[0m 0.01
21446 cic:/Cachan/SMC/quant/bool_fun_mu_ex_preserves_eq.con
\e[0;32mOK
\e[0m 0.01
21447 cic:/Cachan/SMC/quant/eq_neg_eq.con
\e[0;32mOK
\e[0m 0.01
21448 cic:/Cachan/SMC/quant/ex_OK.con
\e[0;32mOK
\e[0m 0.01
21449 cic:/Cachan/SMC/quant/ex_le2.con
\e[0;32mOK
\e[0m 0.01
21450 cic:/Cachan/SMC/quant/exl_x_free.con
\e[0;32mOK
\e[0m 0.02
21451 cic:/Cachan/SMC/quant/forall_OK.con
\e[0;32mOK
\e[0m 0.01
21452 cic:/Cachan/SMC/quant/iff_eq.con
\e[0;32mOK
\e[0m 0.01
21453 cic:/Cachan/SMC/quant/impl_eq.con
\e[0;32mOK
\e[0m 0.01
21454 cic:/Cachan/SMC/quant/impl_le.con
\e[0;32mOK
\e[0m 0.03
21455 cic:/Cachan/SMC/quant/lx_1_neg_lx'_1.con
\e[0;32mOK
\e[0m 0.01
21456 cic:/Cachan/SMC/quant/neg_eq_eq.con
\e[0;32mOK
\e[0m 0.01
21457 cic:/Cachan/SMC/quant/or_eq.con
\e[0;32mOK
\e[0m 0.01
21458 cic:/Cachan/SMC/quant/or_le.con
\e[0;32mOK
\e[0m 0.02
21459 cic:/Cachan/SMC/quant/replace_le2.con
\e[0;32mOK
\e[0m 0.01
21460 cic:/Cachan/SMC/quant/replacel_OK.con
\e[0;32mOK
\e[0m 0.03
21461 cic:/Cachan/SMC/quant/univ_le2.con
\e[0;32mOK
\e[0m 0.01
21462 cic:/Cachan/SMC/quant/univl_x_free.con
\e[0;32mOK
\e[0m 0.02
21463 cic:/Cachan/SMC/quant/BDDquant/BDDsubst_results/node2_ind.var
\e[0;32mOK
\e[0m 0.01
21464 cic:/Cachan/SMC/or/BDDor_1.con
\e[0;32mOK
\e[0m 0.03
21465 cic:/Cachan/SMC/op/BDDvar_make.con
\e[0;32mOK
\e[0m 0.01
21466 cic:/Cachan/SMC/neg/BDDneg_1.con
\e[0;32mOK
\e[0m 0.02
21467 cic:/Cachan/SMC/myMap/MapDomRestrByApp1_lemma_2.con
\e[0;32mOK
\e[0m 0.10
21468 cic:/Cachan/SMC/myMap/MapDomRestrByApp1_lemma_3.con
\e[0;32mOK
\e[0m 0.20
21469 cic:/Cachan/SMC/myMap/myMapFold_as_fold.con
\e[0;32mOK
\e[0m 0.01
21470 cic:/Cachan/SMC/muset/re_sre_ok.con
\e[0;32mOK
\e[0m 0.01
21471 cic:/Cachan/SMC/muset/set_ap_state_set.con
\e[0;32mOK
\e[0m 0.01
21472 cic:/Cachan/SMC/muset/set_ex_ind.con
\e[0;32mOK
\e[0m 0.01
21473 cic:/Cachan/SMC/muset/set_impl.con
\e[0;32mOK
\e[0m 0.01
21474 cic:/Cachan/SMC/muset/set_mu.con
\e[0;32mOK
\e[0m 0.01
21475 cic:/Cachan/SMC/muset/state_rel.con
\e[0;32mOK
\e[0m 0.01
21476 cic:/Cachan/SMC/muset/t_to_rel.con
\e[0;32mOK
\e[0m 0.01
21477 cic:/Cachan/SMC/munew/dash_renf.con
\e[0;32mOK
\e[0m 0.05
21478 cic:/Cachan/SMC/munew/no_dup_lx'_1.con
\e[0;32mOK
\e[0m 0.01
21479 cic:/Cachan/SMC/mu/ad_to_be_eq.con
\e[0;32mOK
\e[0m 0.01
21480 cic:/Cachan/SMC/mu/ad_to_be_eq1.con
\e[0;32mOK
\e[0m 0.01
21481 cic:/Cachan/SMC/mu/be_iter1_le_preserved.con
\e[0;32mOK
\e[0m 0.02
21482 cic:/Cachan/SMC/mu/be_iter1_preserves_eq.con
\e[0;32mOK
\e[0m 0.02
21483 cic:/Cachan/SMC/mu/be_le1.con
\e[0;32mOK
\e[0m 0.01
21484 cic:/Cachan/SMC/mu/be_le_ens_inc.con
\e[0;32mOK
\e[0m 0.02
21485 cic:/Cachan/SMC/mu/be_le_zero.con
\e[0;32mOK
\e[0m 0.01
21486 cic:/Cachan/SMC/mu/be_to_be_inc.con
\e[0;32mOK
\e[0m 0.01
21487 cic:/Cachan/SMC/mu/cfg_re_bre_ok.con
\e[0;32mOK
\e[0m 0.01
21488 cic:/Cachan/SMC/mu/cfg_te_bte_ok.con
\e[0;32mOK
\e[0m 0.01
21489 cic:/Cachan/SMC/mu/cfg_ul_bre_cons_ok.con
\e[0;32mOK
\e[0m 0.01
21490 cic:/Cachan/SMC/mu/cfg_ul_bte_cons_ok.con
\e[0;32mOK
\e[0m 0.01
21491 cic:/Cachan/SMC/mu/fp.con
\e[0;32mOK
\e[0m 0.01
21492 cic:/Cachan/SMC/mu/imagef1'finite.con
\e[0;32mOK
\e[0m 0.01
21493 cic:/Cachan/SMC/mu/imagef1'orf2'.con
\e[0;32mOK
\e[0m 0.01
21494 cic:/Cachan/SMC/mu/imagef2'finite.con
\e[0;32mOK
\e[0m 0.01
21495 cic:/Cachan/SMC/mu/minusUL0_var_lu.con
\e[0;32mOK
\e[0m 0.02
21496 cic:/Cachan/SMC/mu/re_to_be_dec.con
\e[0;32mOK
\e[0m 0.01
21497 cic:/Cachan/SMC/mu/re_to_be_inc.con
\e[0;32mOK
\e[0m 0.01
21498 cic:/Cachan/SMC/mu/same_set_finite.con
\e[0;32mOK
\e[0m 0.01
21499 cic:/Cachan/SMC/misc/BDDcompare_lt.con
\e[0;32mOK
\e[0m 0.02
21500 cic:/Cachan/SMC/misc/BDDvar_le_max_2.con
\e[0;32mOK
\e[0m 0.02
21501 cic:/Cachan/SMC/misc/ad_S_le_then_neq.con
\e[0;32mOK
\e[0m 0.02
21502 cic:/Cachan/SMC/make/BDDmake_node_height_eq_1.con
\e[0;32mOK
\e[0m 0.03
21503 cic:/Cachan/SMC/gc/clean'1_lemma.con
\e[0;32mOK
\e[0m 0.02
21504 cic:/Cachan/SMC/gc/clean2_1_lemma.con
\e[0;32mOK
\e[0m 0.33
21505 cic:/Cachan/SMC/gc/clean3.con
\e[0;32mOK
\e[0m 0.01
21506 cic:/Cachan/SMC/config/BDDconfig_OK.con
\e[0;32mOK
\e[0m 0.02
21507 cic:/Cachan/SMC/config/high_OK.con
\e[0;32mOK
\e[0m 0.02
21508 cic:/Cachan/SMC/config/initBDDneg_memo_OK.con
\e[0;32mOK
\e[0m 0.01
21509 cic:/Cachan/SMC/config/initBDDor_memo_OK.con
\e[0;32mOK
\e[0m 0.01
21510 cic:/Cachan/SMC/config/initBDDuniv_memo_OK.con
\e[0;32mOK
\e[0m 0.01
21511 cic:/Cachan/SMC/config/int_node_lt_cnt.con
\e[0;32mOK
\e[0m 0.02
21512 cic:/Cachan/SMC/config/low_OK.con
\e[0;32mOK
\e[0m 0.02
21513 cic:/Cachan/SMC/config/used_nodes_preserved_preserved'_bs.con
\e[0;32mOK
\e[0m 0.02
21514 cic:/BellLabs/lazyPCF/SubjRed/envprops/dom_pres.con
\e[0;32mOK
\e[0m 0.10
21515 cic:/BellLabs/lazyPCF/SubjRed/TypeThms/TEp_inv_nfvExt.con
\e[0;32mOK
\e[0m 0.12
21516 cic:/BellLabs/lazyPCF/SubjRed/NFprops/NFebool_TF.con
\e[0;32mOK
\e[0m 0.03
21517 cic:/BellLabs/lazyPCF/SubjRed/NFprops/NFenat_Snoe.con
\e[0;32mOK
\e[0m 0.02
21518 cic:/BellLabs/lazyPCF/SubjRed/ApTypes/ren_case1.con
\e[0;32mOK
\e[0m 0.04
21519 cic:/Utrecht/Ramsey/Ramsey/Ramsey1.con
\e[0;32mOK
\e[0m 0.02
21520 cic:/Utrecht/ABP/abp_proc/Hurrah.con
\e[0;32mOK
\e[0m 0.18
21521 cic:/Suresnes/MiniC/MiniC/State/domc_funDecl_ind.con
\e[0;31mFAIL
\e[0m
21522 cic:/Suresnes/MiniC/MiniC/State/domc_funDecl_rec.con
\e[0;31mFAIL
\e[0m
21523 cic:/Suresnes/MiniC/MiniC/CSemantics/binApp.con
\e[0;31mFAIL
\e[0m
21524 cic:/Suresnes/MiniC/MiniC/CSemantics/c_simulateOuts.con
\e[0;31mFAIL
\e[0m
21525 cic:/Suresnes/MiniC/MiniC/CSemantics/denc_assgnExp.con
\e[0;31mFAIL
\e[0m
21526 cic:/Suresnes/MiniC/MiniC/CSemantics/denc_header.con
\e[0;31mFAIL
\e[0m
21527 cic:/Suresnes/MiniC/MiniC/CSemantics/denc_locals.con
\e[0;31mFAIL
\e[0m
21528 cic:/Suresnes/MiniC/MiniC/CSemantics/denc_typeDefs.con
\e[0;31mFAIL
\e[0m
21529 cic:/Suresnes/MiniC/MiniC/CSemantics/denc_varDecls.con
\e[0;31mFAIL
\e[0m
21530 cic:/Suresnes/MiniC/MiniC/CSemantics/unApp.con
\e[0;31mFAIL
\e[0m
21531 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_program_rect.con
\e[0;31mFAIL
\e[0m
21532 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/fnOfProgram.con
\e[0;31mFAIL
\e[0m
21533 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/gvOfProgram.con
\e[0;31mFAIL
\e[0m
21534 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/initOfProgram.con
\e[0;31mFAIL
\e[0m
21535 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/loopOfProgram.con
\e[0;31mFAIL
\e[0m
21536 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/tdOfProgram.con
\e[0;31mFAIL
\e[0m
21537 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/BDT2_of_One.con
\e[0;32mOK
\e[0m 0.02
21538 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Soundness_left_smallest_order.con
\e[0;32mOK
\e[0m 0.02
21539 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/L12.con
\e[0;32mOK
\e[0m 0.03
21540 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/No_prime_FALSE.con
\e[0;32mOK
\e[0m 0.01
21541 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Cons_of_non_depvar.con
\e[0;32mOK
\e[0m 0.02
21542 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Divides_cons_divides_tail.con
\e[0;32mOK
\e[0m 0.02
21543 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Gt_dim_out_of_solution.con
\e[0;32mOK
\e[0m 0.01
21544 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Ordered_divisor_of_cons_ip.con
\e[0;32mOK
\e[0m 0.02
21545 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Sub_of_non_depvar.con
\e[0;32mOK
\e[0m 0.01
21546 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Tail_exists_with_dim_head.con
\e[0;32mOK
\e[0m 0.02
21547 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/LP2.con
\e[0;32mOK
\e[0m 0.02
21548 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/b1_W_One.con
\e[0;32mOK
\e[0m 0.02
21549 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/b1_W_Zero.con
\e[0;32mOK
\e[0m 0.02
21550 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Monotony/L13.con
\e[0;32mOK
\e[0m 0.01
21551 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Compar.con
\e[0;32mOK
\e[0m 0.02
21552 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/le_Max.con
\e[0;32mOK
\e[0m 0.02
21553 cic:/Suresnes/BDD/rauzy/algorithme1/Inductions/Rp.con
\e[0;32mOK
\e[0m 0.01
21554 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Shtree_Not.con
\e[0;32mOK
\e[0m 0.08
21555 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/FB12.con
\e[0;32mOK
\e[0m 0.05
21556 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/Fcst_no_depvar.con
\e[0;32mOK
\e[0m 0.05
21557 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Dim_is_depvar_max.con
\e[0;32mOK
\e[0m 0.04
21558 cic:/Suresnes/BDD/canonicite/Finite_sets/card_soustr_1.con
\e[0;32mOK
\e[0m 0.04
21559 cic:/Suresnes/BDD/canonicite/Canonicity_BDT/Cst_fct_Fzero_Fone.con
\e[0;32mOK
\e[0m 0.02
21560 cic:/Suresnes/BDD/canonicite/Boolean_functions/A_Dep_xi_dec.con
\e[0;32mOK
\e[0m 0.03
21561 cic:/Suresnes/BDD/canonicite/Boolean_functions/Assign_k_finite.con
\e[0;31mFAIL
\e[0m
21562 cic:/Suresnes/BDD/canonicite/Boolean_functions/BF_eq_Restr.con
\e[0;32mOK
\e[0m 0.01
21563 cic:/Suresnes/BDD/canonicite/Boolean_functions/Dep_Var.con
\e[0;32mOK
\e[0m 0.01
21564 cic:/Suresnes/BDD/canonicite/Boolean_functions/Restr_xi_Restr_xi.con
\e[0;32mOK
\e[0m 0.04
21565 cic:/Suresnes/BDD/canonicite/Boolean_functions/Restr_xi_Restr_xj.con
\e[0;32mOK
\e[0m 0.08
21566 cic:/Suresnes/BDD/canonicite/Boolean_functions/f_Restr_f.con
\e[0;32mOK
\e[0m 0.02
21567 cic:/Suresnes/BDD/canonicite/BDTs/Denote_inv_OBDT.con
\e[0;32mOK
\e[0m 0.01
21568 cic:/Suresnes/BDD/canonicite/BDTs/Denote_inv_eq.con
\e[0;32mOK
\e[0m 0.01
21569 cic:/Suresnes/BDD/canonicite/BDTs/Restr_node_Restr_high.con
\e[0;32mOK
\e[0m 0.03
21570 cic:/Suresnes/BDD/canonicite/BDTs/Restr_node_Restr_low.con
\e[0;32mOK
\e[0m 0.03
21571 cic:/Suresnes/BDD/canonicite/BDTs/inv_BDT_eq_node.con
\e[0;32mOK
\e[0m 0.01
21572 cic:/Suresnes/BDD/canonicite/BDTs/ne_node_one.con
\e[0;32mOK
\e[0m 0.01
21573 cic:/Suresnes/BDD/canonicite/BDTs/ne_node_zero.con
\e[0;32mOK
\e[0m 0.01
21574 cic:/Suresnes/BDD/canonicite/BDTs/ne_one_node.con
\e[0;32mOK
\e[0m 0.01
21575 cic:/Suresnes/BDD/canonicite/BDTs/ne_one_zero.con
\e[0;32mOK
\e[0m 0.01
21576 cic:/Suresnes/BDD/canonicite/BDTs/ne_zero_node.con
\e[0;32mOK
\e[0m 0.01
21577 cic:/Suresnes/BDD/canonicite/BDTs/ne_zero_one.con
\e[0;32mOK
\e[0m 0.01
21578 cic:/Suresnes/BDD/canonicite/BDTs/p_dim_inv.con
\e[0;32mOK
\e[0m 0.01
21579 cic:/Suresnes/BDD/canonicite/BDTs/p_inv_OBDT_bh.con
\e[0;32mOK
\e[0m 0.01
21580 cic:/Suresnes/BDD/canonicite/BDTs/p_inv_OBDT_bl.con
\e[0;32mOK
\e[0m 0.01
21581 cic:/Suresnes/BDD/canonicite/BDTs/p_inv_OBDT_eq.con
\e[0;32mOK
\e[0m 0.01
21582 cic:/Suresnes/BDD/canonicite/BDTs/p_inv_OBDT_order.con
\e[0;32mOK
\e[0m 0.01
21583 cic:/Sophia-Antipolis/param_pi/subtyping/subs_typing.con
\e[0;32mOK
\e[0m 0.18
21584 cic:/Sophia-Antipolis/param_pi/out_red/out_autored.con
\e[0;32mOK
\e[0m 0.49
21585 cic:/Sophia-Antipolis/geometry/aire_signee/aire_triangle.con
\e[0;32mOK
\e[0m 0.02
21586 cic:/Sophia-Antipolis/Rsa/MiscRsa/div_unic_r.con
\e[0;32mOK
\e[0m 0.07
21587 cic:/Sophia-Antipolis/Rsa/MiscRsa/div_x_nO.con
\e[0;32mOK
\e[0m 0.02
21588 cic:/Sophia-Antipolis/Rsa/MiscRsa/power_lt_O.con
\e[0;32mOK
\e[0m 0.01
21589 cic:/Sophia-Antipolis/Rsa/Divides/cong_divides.con
\e[0;32mOK
\e[0m 0.01
21590 cic:/Sophia-Antipolis/Rsa/Divides/gcd_ind.con
\e[0;32mOK
\e[0m 0.02
21591 cic:/Sophia-Antipolis/Rsa/Divides/gcd_rec.con
\e[0;32mOK
\e[0m 0.02
21592 cic:/Sophia-Antipolis/RecursiveDefinition/data9/log.con
\e[0;32mOK
\e[0m 0.01
21593 cic:/Sophia-Antipolis/RecursiveDefinition/data8/pgcd.con
\e[0;32mOK
\e[0m 0.01
21594 cic:/Sophia-Antipolis/RecursiveDefinition/data7/log.con
\e[0;32mOK
\e[0m 0.01
21595 cic:/Sophia-Antipolis/RecursiveDefinition/data6/log.con
\e[0;32mOK
\e[0m 0.01
21596 cic:/Sophia-Antipolis/RecursiveDefinition/data4/log.con
\e[0;32mOK
\e[0m 0.01
21597 cic:/Sophia-Antipolis/RecursiveDefinition/data3/log.con
\e[0;32mOK
\e[0m 0.01
21598 cic:/Sophia-Antipolis/RecursiveDefinition/data2/log.con
\e[0;32mOK
\e[0m 0.01
21599 cic:/Sophia-Antipolis/RecursiveDefinition/data1/sqrt.con
\e[0;32mOK
\e[0m 0.01
21600 cic:/Sophia-Antipolis/RecursiveDefinition/data/log.con
\e[0;32mOK
\e[0m 0.01
21601 cic:/Sophia-Antipolis/MATHS/Z/Zle/le_opp_OZ2.con
\e[0;31mFAIL
\e[0m
21602 cic:/Sophia-Antipolis/MATHS/Z/Zadd/addZ_commutativity.con
\e[0;32mOK
\e[0m 0.02
21603 cic:/Sophia-Antipolis/MATHS/Z/Nat_complements/lt_succ.con
\e[0;32mOK
\e[0m 0.01
21604 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/positive_powers.con
\e[0;31mFAIL
\e[0m
21605 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/tech_exp.con
\e[0;31mFAIL
\e[0m
21606 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Ex3.con
\e[0;32mOK
\e[0m 0.02
21607 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/eh_is_e.con
\e[0;32mOK
\e[0m 0.01
21608 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/exp_l2'.con
\e[0;32mOK
\e[0m 0.03
21609 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/inv_involution'.con
\e[0;32mOK
\e[0m 0.01
21610 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/inv_star'.con
\e[0;32mOK
\e[0m 0.01
21611 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/self_inv'.con
\e[0;32mOK
\e[0m 0.01
21612 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/star_endo.con
\e[0;32mOK
\e[0m 0.01
21613 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Premier/GrH.var
\e[0;32mOK
\e[0m 0.01
21614 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/L1.var
\e[0;32mOK
\e[0m 0.01
21615 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/L2.var
\e[0;32mOK
\e[0m 0.00
21616 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/S3.var
\e[0;32mOK
\e[0m 0.00
21617 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/lemma2.var
\e[0;32mOK
\e[0m 0.01
21618 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/Symmetry_of_Apart'.con
\e[0;32mOK
\e[0m 0.01
21619 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/thm4_5iib.con
\e[0;32mOK
\e[0m 0.01
21620 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/thm4_7i.con
\e[0;32mOK
\e[0m 0.03
21621 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/thm4_7ii.con
\e[0;32mOK
\e[0m 0.02
21622 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/thm5_6.con
\e[0;32mOK
\e[0m 0.01
21623 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part2/auxs1.con
\e[0;32mOK
\e[0m 0.01
21624 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part2/auxs2.con
\e[0;32mOK
\e[0m 0.01
21625 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part2/auxs3.con
\e[0;32mOK
\e[0m 0.01
21626 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part2/auxs4.con
\e[0;32mOK
\e[0m 0.01
21627 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part2/thm4_3c.con
\e[0;32mOK
\e[0m 0.02
21628 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part2/thm4_3d.con
\e[0;32mOK
\e[0m 0.02
21629 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/flip_defines_samept.con
\e[0;32mOK
\e[0m 0.01
21630 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part1/rev_defines_sameln.con
\e[0;32mOK
\e[0m 0.01
21631 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/thm8_9_aux.con
\e[0;32mOK
\e[0m 0.04
21632 cic:/Sophia-Antipolis/MATHS/GEOMETRY/affinity/thm7_3.con
\e[0;32mOK
\e[0m 0.02
21633 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Compatible_is_reflexive.con
\e[0;32mOK
\e[0m 0.02
21634 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Compatible_is_symmetric.con
\e[0;32mOK
\e[0m 0.01
21635 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Compact.ind
\e[0;32mOK
\e[0m 0.01
21636 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Consistent.con
\e[0;32mOK
\e[0m 0.01
21637 cic:/Sophia-Antipolis/Huffman/Weight/restrict_code_encode_length_inc.con
\e[0;32mOK
\e[0m 0.02
21638 cic:/Sophia-Antipolis/Huffman/Restrict/restrict_code_encode_incl.con
\e[0;32mOK
\e[0m 0.02
21639 cic:/Sophia-Antipolis/Huffman/Restrict/restrict_code_pbbuild.con
\e[0;32mOK
\e[0m 0.02
21640 cic:/Sophia-Antipolis/Huffman/Permutation/permutation_dec.con
\e[0;32mOK
\e[0m 0.01
21641 cic:/Sophia-Antipolis/Huffman/OneStep/one_step_same_sum_leaves.con
\e[0;32mOK
\e[0m 0.12
21642 cic:/Sophia-Antipolis/Huffman/Huffman/huffman_aux.con
\e[0;32mOK
\e[0m 1.29
21643 cic:/Sophia-Antipolis/Huffman/Cover/cover_all_cover_aux.con
\e[0;32mOK
\e[0m 0.12
21644 cic:/Sophia-Antipolis/Huffman/Cover/cover_app.con
\e[0;32mOK
\e[0m 0.03
21645 cic:/Sophia-Antipolis/Huffman/Cover/cover_inv_app.con
\e[0;32mOK
\e[0m 0.02
21646 cic:/Sophia-Antipolis/Huffman/Cover/one_cover_ex.con
\e[0;32mOK
\e[0m 0.03
21647 cic:/Sophia-Antipolis/Huffman/Build/Build/obuildf.var
\e[0;32mOK
\e[0m 0.09
21648 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/LemPrelim/BV_to_nat_lem0.con
\e[0;32mOK
\e[0m 0.03
21649 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/app_lowbit_highs.con
\e[0;32mOK
\e[0m 0.02
21650 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/length_R1.con
\e[0;32mOK
\e[0m 0.04
21651 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/length_R2.con
\e[0;32mOK
\e[0m 0.08
21652 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/length_highs.con
\e[0;32mOK
\e[0m 0.02
21653 cic:/Sophia-Antipolis/HARDWARE/GENE/Memo/read_write.con
\e[0;32mOK
\e[0m 0.01
21654 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_replace/replace_keep_others.con
\e[0;32mOK
\e[0m 0.08
21655 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/strip_sym.con
\e[0;32mOK
\e[0m 0.04
21656 cic:/Sophia-Antipolis/HARDWARE/GENE/Lists_field/trunc_strip.con
\e[0;32mOK
\e[0m 0.05
21657 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/gt_double.con
\e[0;32mOK
\e[0m 0.02
21658 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/gt_double_inv.con
\e[0;32mOK
\e[0m 0.02
21659 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/gt_double_n_S.con
\e[0;32mOK
\e[0m 0.33
21660 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_proof/di_di'.con
\e[0;32mOK
\e[0m 0.04
21661 cic:/Sophia-Antipolis/HARDWARE/ADDER/AdderProof/BV_full_adder_nil_ok.con
\e[0;32mOK
\e[0m 0.04
21662 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_NN_pre.con
\e[0;32mOK
\e[0m 0.01
21663 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_subprops_th2.con
\e[0;31mFAIL
\e[0m
21664 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_INTER_th1.con
\e[0;32mOK
\e[0m 0.01
21665 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_INTER_th2.con
\e[0;32mOK
\e[0m 0.01
21666 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EmptySet_th2.con
\e[0;32mOK
\e[0m 0.01
21667 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/NEQ_symm.con
\e[0;32mOK
\e[0m 0.01
21668 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Powerset_th2.con
\e[0;32mOK
\e[0m 0.01
21669 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Powerset_th7.con
\e[0;32mOK
\e[0m 0.01
21670 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singleton_uniqueness.con
\e[0;32mOK
\e[0m 0.01
21671 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/UnionPlus_th2.con
\e[0;31mFAIL
\e[0m
21672 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/a_pair_is_a_pair_Out.con
\e[0;32mOK
\e[0m 0.01
21673 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/distinct_doubletons_have_geq_2_elements_Out.con
\e[0;31mFAIL
\e[0m
21674 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_symm_Out.con
\e[0;32mOK
\e[0m 0.01
21675 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_sub.con
\e[0;32mOK
\e[0m 0.01
21676 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/gluA_Out.con
\e[0;32mOK
\e[0m 0.01
21677 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/gluD_Out.con
\e[0;32mOK
\e[0m 0.01
21678 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/intersection_th4.con
\e[0;31mFAIL
\e[0m
21679 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/is_a_function_on_ind.con
\e[0;32mOK
\e[0m 0.01
21680 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/is_a_function_on_rec.con
\e[0;32mOK
\e[0m 0.01
21681 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/its_empty_implies_equals_emptyset.con
\e[0;32mOK
\e[0m 0.01
21682 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/singletons_have_leq_1_elements_Out.con
\e[0;32mOK
\e[0m 0.01
21683 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_next1_Out.con
\e[0;31mFAIL
\e[0m
21684 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th1_Out.con
\e[0;31mFAIL
\e[0m
21685 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/A_sub_V.var
\e[0;31mFAIL
\e[0m
21686 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_trans1_proof/step5.var
\e[0;32mOK
\e[0m 0.01
21687 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2/step2.var
\e[0;32mOK
\e[0m 0.01
21688 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relations_in_cartesian_proof/step3.var
\e[0;32mOK
\e[0m 0.01
21689 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power2/step1.var
\e[0;31mFAIL
\e[0m
21690 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power1/step5.var
\e[0;31mFAIL
\e[0m
21691 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/naturals_main_induction3b/naturals_main_induction3bI/step3bI1.var
\e[0;32mOK
\e[0m 0.01
21692 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction2/step2_1.var
\e[0;32mOK
\e[0m 0.01
21693 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction2/naturals_main_induction2c/step2c2.var
\e[0;32mOK
\e[0m 0.01
21694 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/step4.var
\e[0;31mFAIL
\e[0m
21695 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_bounded_proof/cpb1/step4.var
\e[0;32mOK
\e[0m 0.01
21696 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/step2.var
\e[0;32mOK
\e[0m 0.01
21697 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/step1.var
\e[0;32mOK
\e[0m 0.01
21698 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/step2.var
\e[0;32mOK
\e[0m 0.01
21699 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th3_proof/sXsubA.var
\e[0;31mFAIL
\e[0m
21700 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th3_proof/sYsubA.var
\e[0;31mFAIL
\e[0m
21701 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_2/Y.var
\e[0;32mOK
\e[0m 0.01
21702 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_assoc_1/Z.var
\e[0;32mOK
\e[0m 0.01
21703 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/big_extensionality_proof/iYS.var
\e[0;31mFAIL
\e[0m
21704 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/step8.var
\e[0;32mOK
\e[0m 0.01
21705 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/COMPp/step1.var
\e[0;32mOK
\e[0m 0.01
21706 cic:/Sophia-Antipolis/Float/FroundProp/Fulp.con
\e[0;32mOK
\e[0m 0.01
21707 cic:/Sophia-Antipolis/Float/FroundProp/RoundedModeBounded.con
\e[0;32mOK
\e[0m 0.03
21708 cic:/Sophia-Antipolis/Float/Fround/MaxUniqueP.con
\e[0;32mOK
\e[0m 0.01
21709 cic:/Sophia-Antipolis/Float/Fround/MinUniqueP.con
\e[0;32mOK
\e[0m 0.01
21710 cic:/Sophia-Antipolis/Float/Fround/RoundLessThanIsMax.con
\e[0;32mOK
\e[0m 0.04
21711 cic:/Sophia-Antipolis/Float/Fround/RoundedModeP_inv1.con
\e[0;32mOK
\e[0m 0.01
21712 cic:/Sophia-Antipolis/Float/Fround/RoundedModeP_inv2.con
\e[0;32mOK
\e[0m 0.01
21713 cic:/Sophia-Antipolis/Float/Fround/RoundedModeP_inv3.con
\e[0;32mOK
\e[0m 0.01
21714 cic:/Sophia-Antipolis/Float/Fround/RoundedModeP_inv4.con
\e[0;32mOK
\e[0m 0.01
21715 cic:/Sophia-Antipolis/Float/Fround/RoundedProjector.con
\e[0;32mOK
\e[0m 0.02
21716 cic:/Sophia-Antipolis/Float/Fodd/FNeven.con
\e[0;32mOK
\e[0m 0.01
21717 cic:/Sophia-Antipolis/Float/Fodd/FNodd.con
\e[0;32mOK
\e[0m 0.01
21718 cic:/Sophia-Antipolis/Float/FminOp/FindMin.con
\e[0;32mOK
\e[0m 0.02
21719 cic:/Sophia-Antipolis/Float/Fmin/boundR.con
\e[0;32mOK
\e[0m 0.01
21720 cic:/Sophia-Antipolis/Float/Faux/ZmaxLe2.con
\e[0;32mOK
\e[0m 0.01
21721 cic:/Sophia-Antipolis/Float/Faux/inj_abs.con
\e[0;32mOK
\e[0m 0.02
21722 cic:/Sophia-Antipolis/Float/Faux/le_mult_anti_compatibility.con
\e[0;32mOK
\e[0m 0.01
21723 cic:/Sophia-Antipolis/Float/FSucc/FNSucc.con
\e[0;32mOK
\e[0m 0.01
21724 cic:/Sophia-Antipolis/Float/FPred/FNPred.con
\e[0;32mOK
\e[0m 0.01
21725 cic:/Sophia-Antipolis/Float/Closest/Closest.con
\e[0;32mOK
\e[0m 0.01
21726 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Empty_set_is_Bottom.con
\e[0;32mOK
\e[0m 0.01
21727 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Same_set_reflexive.con
\e[0;32mOK
\e[0m 0.01
21728 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Bottom_rect.con
\e[0;32mOK
\e[0m 0.01
21729 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Chain.con
\e[0;32mOK
\e[0m 0.01
21730 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Compatible.con
\e[0;32mOK
\e[0m 0.01
21731 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Directed.ind
\e[0;32mOK
\e[0m 0.01
21732 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Glb.ind
\e[0;32mOK
\e[0m 0.01
21733 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Lower_Bound_rect.con
\e[0;32mOK
\e[0m 0.01
21734 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Lub.ind
\e[0;32mOK
\e[0m 0.01
21735 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Totally_ordered_rect.con
\e[0;32mOK
\e[0m 0.01
21736 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Upper_Bound_rect.con
\e[0;32mOK
\e[0m 0.01
21737 cic:/Sophia-Antipolis/Cours-de-Coq/Partial_order_facts/Empty_set_has_Upper_Bound.con
\e[0;32mOK
\e[0m 0.02
21738 cic:/Sophia-Antipolis/Buchberger/Term/multTerm_zeroP_div.con
\e[0;32mOK
\e[0m 0.01
21739 cic:/Sophia-Antipolis/Buchberger/Pspoly/spolyf.con
\e[0;32mOK
\e[0m 0.03
21740 cic:/Sophia-Antipolis/Buchberger/Pspminus/spminusf.con
\e[0;32mOK
\e[0m 0.01
21741 cic:/Sophia-Antipolis/Buchberger/Preduce/inPolySet_imp_canonical.con
\e[0;32mOK
\e[0m 0.01
21742 cic:/Sophia-Antipolis/Buchberger/Preduce/inPolySet_inv0.con
\e[0;32mOK
\e[0m 0.06
21743 cic:/Sophia-Antipolis/Buchberger/Preduce/inPolySet_inv1.con
\e[0;32mOK
\e[0m 0.13
21744 cic:/Sophia-Antipolis/Buchberger/Preduce/inPolySet_is_pX.con
\e[0;32mOK
\e[0m 0.02
21745 cic:/Sophia-Antipolis/Buchberger/Preduce/mults_eqp_inv.con
\e[0;32mOK
\e[0m 0.25
21746 cic:/Sophia-Antipolis/Buchberger/Preduce/not_nil_in_polySet_elm.con
\e[0;32mOK
\e[0m 0.02
21747 cic:/Sophia-Antipolis/Buchberger/Preduce/pick_inv_eqT_lem.con
\e[0;32mOK
\e[0m 0.04
21748 cic:/Sophia-Antipolis/Buchberger/Preduce/pick_inv_in.con
\e[0;32mOK
\e[0m 0.02
21749 cic:/Sophia-Antipolis/Buchberger/Preduce/pickin_is_pX.con
\e[0;32mOK
\e[0m 0.03
21750 cic:/Sophia-Antipolis/Buchberger/Pplus/pluspf_is_plusP.con
\e[0;32mOK
\e[0m 0.05
21751 cic:/Sophia-Antipolis/Buchberger/Pmult/multpf.con
\e[0;32mOK
\e[0m 0.05
21752 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_is_minusP.con
\e[0;32mOK
\e[0m 0.04
21753 cic:/Sophia-Antipolis/Buchberger/Pcrit/Rminus.con
\e[0;32mOK
\e[0m 0.01
21754 cic:/Sophia-Antipolis/Buchberger/Pcrit/divpf.con
\e[0;32mOK
\e[0m 0.04
21755 cic:/Sophia-Antipolis/Buchberger/Pcomb/CombLinear.ind
\e[0;32mOK
\e[0m 0.65
21756 cic:/Sophia-Antipolis/Buchberger/LexiOrder/total_orderc_dec.con
\e[0;32mOK
\e[0m 0.03
21757 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_invTerm_l.con
\e[0;32mOK
\e[0m 0.07
21758 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_ppcl.con
\e[0;32mOK
\e[0m 0.03
21759 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_ppcr.con
\e[0;32mOK
\e[0m 0.03
21760 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_dec.con
\e[0;32mOK
\e[0m 0.07
21761 cic:/Sophia-Antipolis/Buchberger/Dickson/lem1aux.con
\e[0;32mOK
\e[0m 0.17
21762 cic:/Sophia-Antipolis/Buchberger/BuchAux/divP_ppc.con
\e[0;32mOK
\e[0m 0.24
21763 cic:/Sophia-Antipolis/Buchberger/BuchAux/divp_trans.con
\e[0;32mOK
\e[0m 0.17
21764 cic:/Sophia-Antipolis/Buchberger/Buch/addEnd_incl.con
\e[0;32mOK
\e[0m 0.04
21765 cic:/Sophia-Antipolis/Buchberger/Buch/cpRes_ind.con
\e[0;32mOK
\e[0m 0.01
21766 cic:/Sophia-Antipolis/Buchberger/Buch/cpRes_rec.con
\e[0;32mOK
\e[0m 0.01
21767 cic:/Sophia-Antipolis/Buchberger/Buch/imp_in.con
\e[0;32mOK
\e[0m 0.13
21768 cic:/Sophia-Antipolis/Buchberger/Buch/incl_addEnd1.con
\e[0;32mOK
\e[0m 0.04
21769 cic:/Sophia-Antipolis/Buchberger/Buch/wf_Fl.con
\e[0;32mOK
\e[0m 0.01
21770 cic:/Sophia-Antipolis/Bertrand/Power/power_id_lt.con
\e[0;32mOK
\e[0m 0.02
21771 cic:/Sophia-Antipolis/Bertrand/Power/power_lt_mono.con
\e[0;32mOK
\e[0m 0.01
21772 cic:/Sophia-Antipolis/Bertrand/Misc/mult_id_le_inv.con
\e[0;32mOK
\e[0m 0.01
21773 cic:/Sophia-Antipolis/Bertrand/Knuth_def/inj_abs.con
\e[0;32mOK
\e[0m 0.01
21774 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_ind.con
\e[0;32mOK
\e[0m 0.02
21775 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_rec.con
\e[0;32mOK
\e[0m 0.12
21776 cic:/Sophia-Antipolis/Bertrand/Divides/div_unic_r.con
\e[0;32mOK
\e[0m 0.01
21777 cic:/Sophia-Antipolis/Bertrand/Divides/mult_div_q.con
\e[0;32mOK
\e[0m 0.01
21778 cic:/Sophia-Antipolis/Bertrand/Divides/quot_eq.con
\e[0;32mOK
\e[0m 0.01
21779 cic:/Sophia-Antipolis/Bertrand/Div/div_mult_le.con
\e[0;32mOK
\e[0m 0.02
21780 cic:/Sophia-Antipolis/Bertrand/Div/div_mult_lt.con
\e[0;32mOK
\e[0m 0.02
21781 cic:/Sophia-Antipolis/Bertrand/Div/div_unique.con
\e[0;32mOK
\e[0m 0.02
21782 cic:/Sophia-Antipolis/Angles/point_tangente/angle_inscrit.con
\e[0;32mOK
\e[0m 0.12
21783 cic:/Sophia-Antipolis/Angles/point_tangente/tangente.con
\e[0;32mOK
\e[0m 0.10
21784 cic:/Sophia-Antipolis/Angles/point_napoleon/isocele_bissectrice_hauteur.con
\e[0;32mOK
\e[0m 0.08
21785 cic:/Sophia-Antipolis/Angles/point_cocyclicite/angle_inscrit.con
\e[0;32mOK
\e[0m 0.12
21786 cic:/Sophia-Antipolis/Algebra/Sets/Ap.con
\e[0;32mOK
\e[0m 0.01
21787 cic:/Sophia-Antipolis/Algebra/Sets/Map_rect.con
\e[0;32mOK
\e[0m 0.01
21788 cic:/Sophia-Antipolis/Algebra/Sets/Rel_fun.con
\e[0;32mOK
\e[0m 0.01
21789 cic:/Sophia-Antipolis/Algebra/Sets/Relation_rect.con
\e[0;32mOK
\e[0m 0.01
21790 cic:/Sophia-Antipolis/Algebra/Sets/Sets1/Quotient1/R.var
\e[0;32mOK
\e[0m 0.01
21791 cic:/Sophia-Antipolis/Algebra/Parts/Pred_fun.con
\e[0;32mOK
\e[0m 0.01
21792 cic:/Sophia-Antipolis/Algebra/Parts/Predicate_rect.con
\e[0;32mOK
\e[0m 0.01
21793 cic:/Sophia-Antipolis/Algebra/Parts/subtype_image_equiv.con
\e[0;32mOK
\e[0m 0.02
21794 cic:/Sophia-Antipolis/Algebra/Parts/Part_type/P.var
\e[0;32mOK
\e[0m 0.00
21795 cic:/Sophia-Antipolis/Algebra/Group_util/geninvl.con
\e[0;32mOK
\e[0m 0.09
21796 cic:/Sophia-Antipolis/Algebra/Group_util/inv.con
\e[0;32mOK
\e[0m 0.01
21797 cic:/Sophia-Antipolis/Algebra/Cartesian/cart_eq_equiv.con
\e[0;32mOK
\e[0m 0.06
21798 cic:/Rocq/ZF/zfc/Omega_Ord.con
\e[0;32mOK
\e[0m 0.02
21799 cic:/Rocq/ZF/Plump/IN_Ord_Ord.con
\e[0;32mOK
\e[0m 0.02
21800 cic:/Rocq/ZF/Plump/Succ_incr.con
\e[0;32mOK
\e[0m 0.01
21801 cic:/Rocq/ZF/Plump/ord_tech.con
\e[0;32mOK
\e[0m 0.06
21802 cic:/Rocq/ZF/Ordinal_theory/IN_Vee.con
\e[0;32mOK
\e[0m 0.02
21803 cic:/Rocq/ZF/Omega/Omega_EQ_Union.con
\e[0;32mOK
\e[0m 0.04
21804 cic:/Rocq/TreeAutomata/union_correct/udta_conv_0_ref_ok_invar.con
\e[0;32mOK
\e[0m 0.05
21805 cic:/Rocq/TreeAutomata/union_correct/udta_conv_1_ref_ok_invar.con
\e[0;32mOK
\e[0m 0.05
21806 cic:/Rocq/TreeAutomata/union/mpl_compat_7.con
\e[0;32mOK
\e[0m 0.01
21807 cic:/Rocq/TreeAutomata/union/u_conv0.con
\e[0;31mFAIL
\e[0m
21808 cic:/Rocq/TreeAutomata/union/u_conv0_5r.con
\e[0;31mFAIL
\e[0m
21809 cic:/Rocq/TreeAutomata/union/u_conv1.con
\e[0;31mFAIL
\e[0m
21810 cic:/Rocq/TreeAutomata/union/u_conv1_5r.con
\e[0;31mFAIL
\e[0m
21811 cic:/Rocq/TreeAutomata/union/union_1.con
\e[0;32mOK
\e[0m 0.01
21812 cic:/Rocq/TreeAutomata/union/union_s0d_1_0.con
\e[0;32mOK
\e[0m 0.04
21813 cic:/Rocq/TreeAutomata/states_kill_empty/DTA_kill_empty_states.con
\e[0;32mOK
\e[0m 0.01
21814 cic:/Rocq/TreeAutomata/states_kill_empty/DTA_kill_empty_states_lazy.con
\e[0;32mOK
\e[0m 0.01
21815 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_d_0.con
\e[0;32mOK
\e[0m 0.01
21816 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_r_0.con
\e[0;32mOK
\e[0m 0.01
21817 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_r_1.con
\e[0;32mOK
\e[0m 0.71
21818 cic:/Rocq/TreeAutomata/states_kill_correct/inter_DTA_main_state_correct_invar.con
\e[0;32mOK
\e[0m 0.04
21819 cic:/Rocq/TreeAutomata/states_kill_correct/states_kill_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.08
21820 cic:/Rocq/TreeAutomata/signature/dta_compat_check_complete.con
\e[0;32mOK
\e[0m 0.01
21821 cic:/Rocq/TreeAutomata/signature/dta_compat_check_correct.con
\e[0;32mOK
\e[0m 0.01
21822 cic:/Rocq/TreeAutomata/signature/pl_tl_length_rec_5.con
\e[0;32mOK
\e[0m 0.01
21823 cic:/Rocq/TreeAutomata/signature/st_compatible_compat.con
\e[0;32mOK
\e[0m 0.01
21824 cic:/Rocq/TreeAutomata/refcorrect/dta_ref_ok_check.con
\e[0;32mOK
\e[0m 0.01
21825 cic:/Rocq/TreeAutomata/refcorrect/predta_ref_ok_check_complete.con
\e[0;32mOK
\e[0m 0.02
21826 cic:/Rocq/TreeAutomata/refcorrect/predta_ref_ok_check_correct.con
\e[0;32mOK
\e[0m 0.02
21827 cic:/Rocq/TreeAutomata/pl_path/pl_path_rec_equiv_0.con
\e[0;31mFAIL
\e[0m
21828 cic:/Rocq/TreeAutomata/pl_path/pl_path_rec_equiv_1.con
\e[0;31mFAIL
\e[0m
21829 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc.con
\e[0;32mOK
\e[0m 0.01
21830 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_lazy.con
\e[0;32mOK
\e[0m 0.01
21831 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_5.con
\e[0;31mFAIL
\e[0m
21832 cic:/Rocq/TreeAutomata/lattice_fixpoint/dist_compl.con
\e[0;32mOK
\e[0m 0.01
21833 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_non_sas_chain.con
\e[0;32mOK
\e[0m 0.02
21834 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_ult_const_3.con
\e[0;32mOK
\e[0m 0.01
21835 cic:/Rocq/TreeAutomata/lattice_fixpoint/lattice_bounded_4.con
\e[0;32mOK
\e[0m 0.01
21836 cic:/Rocq/TreeAutomata/lattice_fixpoint/lattice_bounded_5.con
\e[0;32mOK
\e[0m 0.01
21837 cic:/Rocq/TreeAutomata/inter_correct/pl_produit_ref_ok_lem_6.con
\e[0;32mOK
\e[0m 0.01
21838 cic:/Rocq/TreeAutomata/inter/inter.con
\e[0;32mOK
\e[0m 0.01
21839 cic:/Rocq/TreeAutomata/inter/pl_product_0_invar_essence.con
\e[0;32mOK
\e[0m 0.01
21840 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_1.con
\e[0;32mOK
\e[0m 0.01
21841 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_3.con
\e[0;32mOK
\e[0m 0.01
21842 cic:/Rocq/TreeAutomata/inter/pl_produit_rec_0.con
\e[0;31mFAIL
\e[0m
21843 cic:/Rocq/TreeAutomata/inter/pl_produit_rec_2.con
\e[0;31mFAIL
\e[0m
21844 cic:/Rocq/TreeAutomata/inter/pl_tl_length_prod.con
\e[0;32mOK
\e[0m 0.01
21845 cic:/Rocq/TreeAutomata/inter/predta_inter_def_0.con
\e[0;32mOK
\e[0m 0.01
21846 cic:/Rocq/TreeAutomata/inter/predta_inter_def_1.con
\e[0;32mOK
\e[0m 0.01
21847 cic:/Rocq/TreeAutomata/inter/predta_produit_0_0.con
\e[0;32mOK
\e[0m 0.02
21848 cic:/Rocq/TreeAutomata/inter/predta_produit_0_1.con
\e[0;32mOK
\e[0m 0.06
21849 cic:/Rocq/TreeAutomata/inter/predta_produit_0_2.con
\e[0;32mOK
\e[0m 0.26
21850 cic:/Rocq/TreeAutomata/inter/predta_produit_1_0.con
\e[0;32mOK
\e[0m 0.02
21851 cic:/Rocq/TreeAutomata/inter/predta_produit_1_1.con
\e[0;32mOK
\e[0m 0.05
21852 cic:/Rocq/TreeAutomata/inter/predta_produit_1_2.con
\e[0;32mOK
\e[0m 0.26
21853 cic:/Rocq/TreeAutomata/inter/predta_produit_3_0.con
\e[0;32mOK
\e[0m 0.02
21854 cic:/Rocq/TreeAutomata/inter/predta_produit_3_1.con
\e[0;32mOK
\e[0m 0.04
21855 cic:/Rocq/TreeAutomata/inter/predta_produit_3_2.con
\e[0;32mOK
\e[0m 8.29
21856 cic:/Rocq/TreeAutomata/inter/predta_produit_4_0.con
\e[0;32mOK
\e[0m 0.06
21857 cic:/Rocq/TreeAutomata/inter/predta_produit_4_1.con
\e[0;32mOK
\e[0m 0.06
21858 cic:/Rocq/TreeAutomata/inter/predta_produit_4_2.con
\e[0;32mOK
\e[0m 7.07
21859 cic:/Rocq/TreeAutomata/inter/s_produit_0.con
\e[0;32mOK
\e[0m 0.32
21860 cic:/Rocq/TreeAutomata/inter/s_produit_1.con
\e[0;32mOK
\e[0m 0.48
21861 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_5.con
\e[0;31mFAIL
\e[0m
21862 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_6.con
\e[0;31mFAIL
\e[0m
21863 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_r_5.con
\e[0;32mOK
\e[0m 0.05
21864 cic:/Rocq/TreeAutomata/empty_test/dta_states_non_empty_lazy_eg_dta_states_non_empty.con
\e[0;32mOK
\e[0m 0.14
21865 cic:/Rocq/TreeAutomata/defs/indprinciple_term.con
\e[0;31mFAIL
\e[0m
21866 cic:/Rocq/TreeAutomata/coacc_test/lattice_lemd_bounded.con
\e[0;32mOK
\e[0m 0.02
21867 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_0_def_ok.con
\e[0;32mOK
\e[0m 0.07
21868 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_0_incr.con
\e[0;32mOK
\e[0m 0.95
21869 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_fix_2.con
\e[0;32mOK
\e[0m 0.07
21870 cic:/Rocq/TreeAutomata/coacc_test/st_coacc_contain_coacc_ads.con
\e[0;32mOK
\e[0m 0.13
21871 cic:/Rocq/TreeAutomata/bases/le_mult_r.con
\e[0;32mOK
\e[0m 0.01
21872 cic:/Rocq/TreeAutomata/bases/max_le_Sr.con
\e[0;32mOK
\e[0m 0.05
21873 cic:/Rocq/THREE_GAP/tools/ordre_total.con
\e[0;32mOK
\e[0m 0.01
21874 cic:/Rocq/SUBST/terminaison_SL/lexfg_lift.con
\e[0;32mOK
\e[0m 0.07
21875 cic:/Rocq/SUBST/terminaison_SL/lexfg_notherian.con
\e[0;32mOK
\e[0m 0.22
21876 cic:/Rocq/SUBST/resoudPC_SL/PC_app_ctxt_l.con
\e[0;32mOK
\e[0m 0.08
21877 cic:/Rocq/SUBST/resoudPC_SL/PC_assenv_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
21878 cic:/Rocq/SUBST/resoudPC_SL/PC_clos_ctxt_l.con
\e[0;32mOK
\e[0m 0.03
21879 cic:/Rocq/SUBST/resoudPC_SL/PC_fvarcons_ctxt_r.con
\e[0;32mOK
\e[0m 0.07
21880 cic:/Rocq/SUBST/resoudPC_SL/PC_fvarlift1_ctxt_r'.con
\e[0;32mOK
\e[0m 0.01
21881 cic:/Rocq/SUBST/resoudPC_SL/PC_lambda_ctxt_l.con
\e[0;32mOK
\e[0m 0.02
21882 cic:/Rocq/SUBST/resoudPC_SL/PC_lift1_ctxt_l'.con
\e[0;32mOK
\e[0m 0.02
21883 cic:/Rocq/SUBST/resoudPC_SL/PC_lift1_ctxt_r'.con
\e[0;32mOK
\e[0m 0.01
21884 cic:/Rocq/SUBST/resoudPC_SL/PC_lift2_ctxt_l'.con
\e[0;32mOK
\e[0m 0.05
21885 cic:/Rocq/SUBST/resoudPC_SL/PC_liftenv_ctxt_l'.con
\e[0;32mOK
\e[0m 0.02
21886 cic:/Rocq/SUBST/resoudPC_SL/PC_liftenv_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
21887 cic:/Rocq/SUBST/resoudPC_SL/PC_mapenv_ctxt_l.con
\e[0;32mOK
\e[0m 0.02
21888 cic:/Rocq/SUBST/resoudPC_SL/PC_rvarcons_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
21889 cic:/Rocq/SUBST/resoudPC_SL/PC_rvarlift1_ctxt_r'.con
\e[0;32mOK
\e[0m 0.06
21890 cic:/Rocq/SUBST/resoudPC_SL/PC_shiftcons_ctxt_r.con
\e[0;32mOK
\e[0m 0.01
21891 cic:/Rocq/SUBST/resoudPC_SL/PC_shiftlift1_ctxt_r'.con
\e[0;32mOK
\e[0m 0.01
21892 cic:/Rocq/SUBST/determinePC_SL/case_SL_assenv.con
\e[0;32mOK
\e[0m 0.04
21893 cic:/Rocq/SUBST/determinePC_SL/case_SL_clos.con
\e[0;32mOK
\e[0m 0.10
21894 cic:/Rocq/SUBST/determinePC_SL/case_SL_fvarcons.con
\e[0;32mOK
\e[0m 0.11
21895 cic:/Rocq/SUBST/determinePC_SL/case_SL_fvarlift1.con
\e[0;32mOK
\e[0m 0.07
21896 cic:/Rocq/SUBST/determinePC_SL/case_SL_fvarlift2.con
\e[0;32mOK
\e[0m 0.08
21897 cic:/Rocq/SUBST/determinePC_SL/case_SL_idl.con
\e[0;32mOK
\e[0m 0.09
21898 cic:/Rocq/SUBST/determinePC_SL/case_SL_idr.con
\e[0;32mOK
\e[0m 0.09
21899 cic:/Rocq/SUBST/determinePC_SL/case_SL_liftid.con
\e[0;32mOK
\e[0m 0.01
21900 cic:/Rocq/SUBST/determinePC_SL/case_SL_mapenv.con
\e[0;32mOK
\e[0m 0.03
21901 cic:/Rocq/SUBST/determinePC_SL/case_SL_reg_app.con
\e[0;32mOK
\e[0m 0.10
21902 cic:/Rocq/SUBST/determinePC_SL/case_SL_reg_id.con
\e[0;32mOK
\e[0m 0.10
21903 cic:/Rocq/SUBST/determinePC_SL/case_SL_reg_lambda.con
\e[0;32mOK
\e[0m 0.03
21904 cic:/Rocq/SUBST/determinePC_SL/case_SL_rvarcons.con
\e[0;32mOK
\e[0m 0.12
21905 cic:/Rocq/SUBST/determinePC_SL/case_SL_rvarlift1.con
\e[0;32mOK
\e[0m 0.10
21906 cic:/Rocq/SUBST/determinePC_SL/case_SL_rvarlift2.con
\e[0;32mOK
\e[0m 0.11
21907 cic:/Rocq/SUBST/determinePC_SL/case_SL_varshift1.con
\e[0;32mOK
\e[0m 0.06
21908 cic:/Rocq/SUBST/determinePC_SL/case_SL_varshift2.con
\e[0;32mOK
\e[0m 0.07
21909 cic:/Rocq/SUBST/determinePC_SL/case_SLcomp1.con
\e[0;32mOK
\e[0m 0.05
21910 cic:/Rocq/SUBST/determinePC_SL/case_SLcomp2.con
\e[0;32mOK
\e[0m 0.03
21911 cic:/Rocq/SUBST/comparith/gt_mult_reg_r.con
\e[0;32mOK
\e[0m 0.01
21912 cic:/Rocq/SUBST/comparith/gt_mult_trans_l.con
\e[0;32mOK
\e[0m 0.01
21913 cic:/Rocq/SUBST/commutation/case_SLstar_lambda'.con
\e[0;32mOK
\e[0m 0.02
21914 cic:/Rocq/SUBST/commutation/commut_fvarlift1.con
\e[0;32mOK
\e[0m 0.02
21915 cic:/Rocq/SUBST/commutation/commut_liftid.con
\e[0;32mOK
\e[0m 0.01
21916 cic:/Rocq/SUBST/commutation/commut_varshift1.con
\e[0;32mOK
\e[0m 0.02
21917 cic:/Rocq/SUBST/Yokouchi/Yokouchi.con
\e[0;32mOK
\e[0m 0.09
21918 cic:/Rocq/SUBST/SLstar_bpar_SLstar/betapar_inclus_relSLstar.con
\e[0;32mOK
\e[0m 0.02
21919 cic:/Rocq/SUBST/Pol2/P2_pos.con
\e[0;32mOK
\e[0m 0.03
21920 cic:/Rocq/SUBST/Pol1/gt_P1_1.con
\e[0;32mOK
\e[0m 0.03
21921 cic:/Rocq/SHUFFLE/Gilbreath/Gilbreath.con
\e[0;32mOK
\e[0m 0.01
21922 cic:/Rocq/SCHROEDER/Schroeder/h1.con
\e[0;32mOK
\e[0m 0.03
21923 cic:/Rocq/SCHROEDER/Schroeder/h2.con
\e[0;32mOK
\e[0m 0.04
21924 cic:/Rocq/SCHROEDER/Schroeder/h3.con
\e[0;32mOK
\e[0m 0.02
21925 cic:/Rocq/SCHROEDER/Schroeder/h4.con
\e[0;32mOK
\e[0m 0.03
21926 cic:/Rocq/PARADOXES/Reynolds1/per_G0.con
\e[0;32mOK
\e[0m 0.02
21927 cic:/Rocq/PARADOXES/Reynolds1/u0.con
\e[0;32mOK
\e[0m 0.01
21928 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fnft1.con
\e[0;32mOK
\e[0m 0.05
21929 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fntf2.con
\e[0;32mOK
\e[0m 0.04
21930 cic:/Rocq/LAMBDA/Terms/insert_Ref.con
\e[0;32mOK
\e[0m 0.01
21931 cic:/Rocq/LAMBDA/Substitution/insert_Var.con
\e[0;32mOK
\e[0m 0.01
21932 cic:/Rocq/LAMBDA/Substitution/liftO.con
\e[0;32mOK
\e[0m 0.01
21933 cic:/Rocq/LAMBDA/Substitution/lift_gt.con
\e[0;32mOK
\e[0m 0.01
21934 cic:/Rocq/LAMBDA/Substitution/lift_le.con
\e[0;32mOK
\e[0m 0.01
21935 cic:/Rocq/LAMBDA/Substitution/lift_lift_rec.con
\e[0;32mOK
\e[0m 0.21
21936 cic:/Rocq/LAMBDA/Substitution/lift_rec_lift_rec.con
\e[0;32mOK
\e[0m 0.08
21937 cic:/Rocq/LAMBDA/Simulation/mark_lift.con
\e[0;32mOK
\e[0m 0.01
21938 cic:/Rocq/LAMBDA/Simulation/unmark_lift.con
\e[0;32mOK
\e[0m 0.01
21939 cic:/Rocq/HIGMAN/Higman/Exig.con
\e[0;32mOK
\e[0m 0.01
21940 cic:/Rocq/HIGMAN/Higman/UniMin_eqgn.con
\e[0;32mOK
\e[0m 0.02
21941 cic:/Rocq/HIGMAN/Higman/Unifx.con
\e[0;32mOK
\e[0m 0.02
21942 cic:/Rocq/HIGMAN/Higman/Xn_decreases.con
\e[0;32mOK
\e[0m 0.01
21943 cic:/Rocq/HIGMAN/Higman/exi_cmin_exi.con
\e[0;32mOK
\e[0m 0.02
21944 cic:/Rocq/HIGMAN/Higman/wfi_ltl1.con
\e[0;32mOK
\e[0m 0.02
21945 cic:/Rocq/GRAPHS/cgraph/CG_edge_dist_some.con
\e[0;32mOK
\e[0m 0.35
21946 cic:/Rocq/GRAPHS/cgraph/CG_path_app_4.con
\e[0;32mOK
\e[0m 0.05
21947 cic:/Rocq/GRAPHS/cgraph/CG_path_correct.con
\e[0;32mOK
\e[0m 0.01
21948 cic:/Rocq/GRAPHS/cgraph/CG_solve.con
\e[0;32mOK
\e[0m 0.01
21949 cic:/Rocq/GRAPHS/cgraph/ad_0_path_dist_1_correct_1.con
\e[0;32mOK
\e[0m 0.31
21950 cic:/Rocq/GRAPHS/cgraph/ad_0_path_dist_1_ge.con
\e[0;32mOK
\e[0m 0.06
21951 cic:/Rocq/GRAPHS/cgraph/ad_path_then_simple_path.con
\e[0;32mOK
\e[0m 0.09
21952 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_dist_1_correct_1.con
\e[0;32mOK
\e[0m 0.29
21953 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_naive_search_correct_1.con
\e[0;32mOK
\e[0m 0.33
21954 cic:/Rocq/COC/Types/ins_item_ge.con
\e[0;32mOK
\e[0m 0.04
21955 cic:/Rocq/COC/Types/sub_in_env.ind
\e[0;32mOK
\e[0m 0.03
21956 cic:/Rocq/COC/Termes/mem_sort_subst.con
\e[0;32mOK
\e[0m 0.17
21957 cic:/Rocq/COC/Termes/subst.con
\e[0;32mOK
\e[0m 0.01
21958 cic:/Rocq/COC/Termes/subst_ref_eq.con
\e[0;32mOK
\e[0m 0.02
21959 cic:/Rocq/COC/Ered/mem_sort2_subst.con
\e[0;32mOK
\e[0m 0.16
21960 cic:/Rocq/ARITH/Chinese/Zmult/mult_IZ.con
\e[0;32mOK
\e[0m 0.02
21961 cic:/Rocq/ARITH/Chinese/Zmult/mult_OZ.con
\e[0;32mOK
\e[0m 0.02
21962 cic:/Rocq/ARITH/Chinese/Zmult/tech_mult_neg_negZ.con
\e[0;32mOK
\e[0m 0.02
21963 cic:/Rocq/ARITH/Chinese/Zmult/tech_mult_neg_posZ.con
\e[0;32mOK
\e[0m 0.02
21964 cic:/Rocq/ARITH/Chinese/Zmult/tech_mult_pos_negZ.con
\e[0;32mOK
\e[0m 0.02
21965 cic:/Rocq/ARITH/Chinese/Zmult/tech_mult_pos_posZ.con
\e[0;32mOK
\e[0m 0.02
21966 cic:/Rocq/ARITH/Chinese/Zgcd/gcdZ_i.con
\e[0;32mOK
\e[0m 0.01
21967 cic:/Rocq/ARITH/Chinese/Zgcd/have_gcdZ.con
\e[0;32mOK
\e[0m 0.01
21968 cic:/Rocq/ARITH/Chinese/Zgcd/is_gcdZ_ind.con
\e[0;32mOK
\e[0m 0.01
21969 cic:/Rocq/ARITH/Chinese/Zdiv/diveuclZ_rect.con
\e[0;32mOK
\e[0m 0.01
21970 cic:/Rocq/ARITH/Chinese/Zadd/addZ_commutativity.con
\e[0;32mOK
\e[0m 0.02
21971 cic:/Rocq/ARITH/Chinese/Nat_complements/lt_succ.con
\e[0;32mOK
\e[0m 0.01
21972 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/Setoid_pred.ind
\e[0;32mOK
\e[0m 0.01
21973 cic:/Rocq/ALGEBRA/SETOID/SetoidPROD/Equal_Sprod.con
\e[0;32mOK
\e[0m 0.01
21974 cic:/Rocq/ALGEBRA/SETOID/SetoidPROD/Sprod_ind.con
\e[0;32mOK
\e[0m 0.01
21975 cic:/Rocq/ALGEBRA/SETOID/SetoidPROD/Sprod_rec.con
\e[0;32mOK
\e[0m 0.01
21976 cic:/Rocq/ALGEBRA/SETOID/Setoid/Refl.con
\e[0;32mOK
\e[0m 0.01
21977 cic:/Rocq/ALGEBRA/SETOID/Setoid/Sym.con
\e[0;32mOK
\e[0m 0.01
21978 cic:/Rocq/ALGEBRA/SETOID/Setoid/Trans.con
\e[0;32mOK
\e[0m 0.01
21979 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/Diff_Concat1_Empty.con
\e[0;32mOK
\e[0m 0.01
21980 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/Tlist_ind.con
\e[0;32mOK
\e[0m 0.01
21981 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/Tlist_rec.con
\e[0;32mOK
\e[0m 0.01
21982 cic:/Rocq/ALGEBRA/SETOID/Map2/fun2_to_map2/pgcl.var
\e[0;32mOK
\e[0m 0.01
21983 cic:/Rocq/ALGEBRA/SETOID/Map2/fun2_to_map2/pgcr.var
\e[0;32mOK
\e[0m 0.00
21984 cic:/Rocq/ALGEBRA/SETOID/Map/Id_fun_map_law.con
\e[0;32mOK
\e[0m 0.01
21985 cic:/Rocq/ALGEBRA/SETOID/Map/Map.ind
\e[0;32mOK
\e[0m 0.01
21986 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/Map''0.ind
\e[0;32mOK
\e[0m 0.01
21987 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/Map0''.ind
\e[0;32mOK
\e[0m 0.01
21988 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Map''.ind
\e[0;32mOK
\e[0m 0.01
21989 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Refl''.con
\e[0;32mOK
\e[0m 0.01
21990 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Sym''.con
\e[0;32mOK
\e[0m 0.01
21991 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Trans''.con
\e[0;32mOK
\e[0m 0.01
21992 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/fun2_to_map2''/pgcl.var
\e[0;32mOK
\e[0m 0.01
21993 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/fun2_to_map2''/pgcr.var
\e[0;32mOK
\e[0m 0.01
21994 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/composition_to_operator''/pcgl.var
\e[0;32mOK
\e[0m 0.01
21995 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/composition_to_operator''/pcgr.var
\e[0;32mOK
\e[0m 0.01
21996 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/Comp_PULB_congl.con
\e[0;32mOK
\e[0m 0.01
21997 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/Comp_PULB_congr.con
\e[0;32mOK
\e[0m 0.01
21998 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Comp_Discr_congl.con
\e[0;32mOK
\e[0m 0.05
21999 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Comp_Discr_congr.con
\e[0;32mOK
\e[0m 0.01
22000 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Map'.ind
\e[0;32mOK
\e[0m 0.01
22001 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Refl'.con
\e[0;32mOK
\e[0m 0.01
22002 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Sym'.con
\e[0;32mOK
\e[0m 0.01
22003 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Trans'.con
\e[0;32mOK
\e[0m 0.01
22004 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/fun2_to_map2'/pgcl.var
\e[0;32mOK
\e[0m 0.01
22005 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/fun2_to_map2'/pgcr.var
\e[0;32mOK
\e[0m 0.01
22006 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/composition_to_operator'/pcgl.var
\e[0;32mOK
\e[0m 0.01
22007 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/composition_to_operator'/pcgr.var
\e[0;32mOK
\e[0m 0.01
22008 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/Comp_One_mor_congl.con
\e[0;32mOK
\e[0m 0.01
22009 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/Comp_One_mor_congr.con
\e[0;32mOK
\e[0m 0.01
22010 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/composition_to_operator/pcgl.var
\e[0;32mOK
\e[0m 0.01
22011 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/composition_to_operator/pcgr.var
\e[0;32mOK
\e[0m 0.01
22012 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Terminal/To_Single_map_law.con
\e[0;32mOK
\e[0m 0.01
22013 cic:/Paris/ZF/src/applications/lem_comp_dom.con
\e[0;32mOK
\e[0m 0.29
22014 cic:/Paris/ZF/src/applications/lem_comp_img.con
\e[0;32mOK
\e[0m 0.06
22015 cic:/Paris/ZF/src/applications/lem_dom_of_f_in_prod_is_I.con
\e[0;32mOK
\e[0m 0.05
22016 cic:/Paris/ZF/src/applications/lem_exp_elem_prop.con
\e[0;32mOK
\e[0m 0.02
22017 cic:/Paris/ZF/src/applications/lem_fun_img_prop1.con
\e[0;32mOK
\e[0m 0.16
22018 cic:/Paris/ZF/src/applications/lem_fun_img_prop2.con
\e[0;32mOK
\e[0m 0.09
22019 cic:/Paris/ZF/src/applications/lem_fun_part_inv_is_fun.con
\e[0;32mOK
\e[0m 0.13
22020 cic:/Paris/ZF/src/applications/lem_fun_part_is_fun.con
\e[0;32mOK
\e[0m 0.13
22021 cic:/Paris/ZF/src/applications/lem_fun_recip_is_bij_under_bij.con
\e[0;32mOK
\e[0m 0.37
22022 cic:/Paris/ZF/src/applications/lem_index_inter.con
\e[0;32mOK
\e[0m 0.09
22023 cic:/Paris/ZF/src/ZFrelations/lem_equivClass_eq.con
\e[0;32mOK
\e[0m 0.06
22024 cic:/Paris/ZF/src/ZFrelations/lem_equivClass_in_parties_a.con
\e[0;32mOK
\e[0m 0.03
22025 cic:/Paris/ZF/src/ZFrelations/lem_fun_equiv_dom.con
\e[0;32mOK
\e[0m 0.11
22026 cic:/Paris/ZF/src/ZFrelations/lem_fun_equiv_is_equiv.con
\e[0;32mOK
\e[0m 0.52
22027 cic:/Paris/ZF/src/ZFrelations/lem_inter_equivClass_empty.con
\e[0;32mOK
\e[0m 0.07
22028 cic:/Paris/ZF/src/ZFrelations/lem_sig_fun_equiv_dom.con
\e[0;32mOK
\e[0m 0.14
22029 cic:/Paris/ZF/src/ZFrelations/lem_x_in_equivClass_x.con
\e[0;32mOK
\e[0m 0.04
22030 cic:/Paris/ZF/src/ZFrelations/quotient.con
\e[0;32mOK
\e[0m 0.01
22031 cic:/Orsay/QArith/Qring/Qeq_bool_correct.con
\e[0;32mOK
\e[0m 0.03
22032 cic:/Orsay/QArith/QArith_base/Qinv_comp.con
\e[0;32mOK
\e[0m 0.06
22033 cic:/Orsay/QArith/QArith_base/Qlt_le_dec.con
\e[0;32mOK
\e[0m 0.01
22034 cic:/Orsay/QArith/QArith_base/Qmult_n_1.con
\e[0;32mOK
\e[0m 0.02
22035 cic:/Orsay/MiniCompiler/compiler/Sl_append.con
\e[0;32mOK
\e[0m 0.02
22036 cic:/Orsay/Maths/prime/prime_ind.con
\e[0;32mOK
\e[0m 0.01
22037 cic:/Orsay/Maths/prime/prime_rec.con
\e[0;32mOK
\e[0m 0.01
22038 cic:/Orsay/ExactRealArithmetic/definition/Zdiv_sup.con
\e[0;32mOK
\e[0m 0.01
22039 cic:/Orsay/ExactRealArithmetic/Rind_complements/Rabsolu_not_0_ind.con
\e[0;32mOK
\e[0m 0.03
22040 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/msd_ax1.con
\e[0;32mOK
\e[0m 0.03
22041 cic:/Nijmegen/QArith/sqrt2/monotonic_inverse.con
\e[0;32mOK
\e[0m 0.02
22042 cic:/Nijmegen/QArith/Zaux/Z_dec'.con
\e[0;32mOK
\e[0m 0.01
22043 cic:/Nijmegen/QArith/Zaux/Z_le_lt_dec.con
\e[0;32mOK
\e[0m 0.01
22044 cic:/Nijmegen/QArith/Zaux/Zsgn_4.con
\e[0;32mOK
\e[0m 0.02
22045 cic:/Nijmegen/QArith/Zaux/inject_nat_S_inf.con
\e[0;32mOK
\e[0m 0.02
22046 cic:/Nijmegen/QArith/Zaux/pred_nat_unfolded.con
\e[0;32mOK
\e[0m 0.02
22047 cic:/Nijmegen/QArith/Zaux/quadro_leq_inf.con
\e[0;32mOK
\e[0m 0.02
22048 cic:/Nijmegen/QArith/Zaux/triple_not_equal_zero.con
\e[0;32mOK
\e[0m 0.01
22049 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Z8_lt_is_irreflexive.con
\e[0;32mOK
\e[0m 0.28
22050 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/bin2_lt_is_order.con
\e[0;32mOK
\e[0m 0.01
22051 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadratic_top_more_informative.con
\e[0;32mOK
\e[0m 0.14
22052 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_00.con
\e[0;32mOK
\e[0m 0.01
22053 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_01.con
\e[0;32mOK
\e[0m 0.01
22054 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_02.con
\e[0;32mOK
\e[0m 0.01
22055 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_10.con
\e[0;32mOK
\e[0m 0.01
22056 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_11.con
\e[0;32mOK
\e[0m 0.01
22057 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_12.con
\e[0;32mOK
\e[0m 0.01
22058 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_20.con
\e[0;32mOK
\e[0m 0.01
22059 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_21.con
\e[0;32mOK
\e[0m 0.01
22060 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_22.con
\e[0;32mOK
\e[0m 0.01
22061 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_nonzero_1.con
\e[0;32mOK
\e[0m 0.01
22062 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_nonzero_3.con
\e[0;32mOK
\e[0m 0.01
22063 cic:/Nijmegen/QArith/Qpositive_sub/lt_mult_conv.con
\e[0;32mOK
\e[0m 0.01
22064 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Qpositive_as_well_ordering.con
\e[0;32mOK
\e[0m 0.01
22065 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z4_lt_is_irreflexive.con
\e[0;32mOK
\e[0m 0.03
22066 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_sg_denom_nonzero_nonzero_2.con
\e[0;32mOK
\e[0m 0.01
22067 cic:/Nancy/FOUnify/term_unif/Unification_ind.con
\e[0;32mOK
\e[0m 0.01
22068 cic:/Nancy/FOUnify/term_unif/Unification_rec.con
\e[0;32mOK
\e[0m 0.01
22069 cic:/Nancy/FOUnify/term_unif/f_n_id_minus.con
\e[0;32mOK
\e[0m 0.04
22070 cic:/Nancy/FOUnify/term_unif/n_range_IS_IN_Subst.con
\e[0;32mOK
\e[0m 0.02
22071 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/SIMPLE_term_subst.con
\e[0;32mOK
\e[0m 0.01
22072 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/term_subst_eq_Length.con
\e[0;32mOK
\e[0m 0.02
22073 cic:/Muenchen/Higman/Higman2/prop2.con
\e[0;32mOK
\e[0m 0.03
22074 cic:/Muenchen/Higman/Higman/prop3.con
\e[0;32mOK
\e[0m 0.02
22075 cic:/Montevideo/RailroadCrossing/railroad_crossing/NoInvTick.con
\e[0;32mOK
\e[0m 0.21
22076 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial11.con
\e[0;32mOK
\e[0m 0.01
22077 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial15.con
\e[0;32mOK
\e[0m 0.02
22078 cic:/Montevideo/FSSecModel/unlink/unlink_rect.con
\e[0;32mOK
\e[0m 0.02
22079 cic:/Montevideo/FSSecModel/stat/stat_ind.con
\e[0;32mOK
\e[0m 0.01
22080 cic:/Montevideo/FSSecModel/stat/stat_rec.con
\e[0;32mOK
\e[0m 0.01
22081 cic:/Montevideo/FSSecModel/rmdir/rmdir_rect.con
\e[0;32mOK
\e[0m 0.01
22082 cic:/Montevideo/FSSecModel/owner_close/owner_close_rect.con
\e[0;32mOK
\e[0m 0.01
22083 cic:/Montevideo/FSSecModel/oscstat/oscstat_ind.con
\e[0;32mOK
\e[0m 0.01
22084 cic:/Montevideo/FSSecModel/oscstat/oscstat_rec.con
\e[0;32mOK
\e[0m 0.01
22085 cic:/Montevideo/FSSecModel/open/open_ind.con
\e[0;32mOK
\e[0m 0.01
22086 cic:/Montevideo/FSSecModel/mkdir/mkdir.ind
\e[0;32mOK
\e[0m 0.27
22087 cic:/Montevideo/FSSecModel/delUsrGrpFromAcl/delUsrGrpFromAcl.ind
\e[0;32mOK
\e[0m 0.13
22088 cic:/Montevideo/FSSecModel/create/create.ind
\e[0;32mOK
\e[0m 0.27
22089 cic:/Montevideo/FSSecModel/close/close_rect.con
\e[0;32mOK
\e[0m 0.01
22090 cic:/Montevideo/FSSecModel/chsubsc/chsubsc_ind.con
\e[0;32mOK
\e[0m 0.01
22091 cic:/Montevideo/FSSecModel/chsubsc/chsubsc_rec.con
\e[0;32mOK
\e[0m 0.01
22092 cic:/Montevideo/FSSecModel/chown/chown.ind
\e[0;32mOK
\e[0m 0.20
22093 cic:/Montevideo/FSSecModel/chobjsc/chobjsc_rect.con
\e[0;32mOK
\e[0m 0.01
22094 cic:/Montevideo/FSSecModel/chmod/Chmod/t.var
\e[0;32mOK
\e[0m 0.01
22095 cic:/Montevideo/FSSecModel/addUsrGrpToAcl/addUsrGrpToAcl.ind
\e[0;32mOK
\e[0m 0.12
22096 cic:/Montevideo/FSSecModel/aclstat/aclstat_ind.con
\e[0;32mOK
\e[0m 0.01
22097 cic:/Montevideo/FSSecModel/aclstat/aclstat_rec.con
\e[0;32mOK
\e[0m 0.01
22098 cic:/Montevideo/FSSecModel/ModelLemmas/GeneralSecureState.con
\e[0;32mOK
\e[0m 0.01
22099 cic:/Marseille/GC/safety/safety/nogrey_accn_imp_blackn_step.con
\e[0;32mOK
\e[0m 0.15
22100 cic:/Marseille/GC/safety/safety/safe_sweep_no_greys.con
\e[0;32mOK
\e[0m 0.01
22101 cic:/Marseille/GC/mesure/safe_card/inv_black_card.con
\e[0;32mOK
\e[0m 0.01
22102 cic:/Marseille/GC/mesure/safe_card/step_ex_mesure.con
\e[0;32mOK
\e[0m 0.14
22103 cic:/Marseille/GC/mesure/safe_card/step_grey_card.con
\e[0;32mOK
\e[0m 0.14
22104 cic:/Marseille/GC/mesure/safe_card/step_white_card.con
\e[0;32mOK
\e[0m 0.14
22105 cic:/Marseille/GC/liveness/until_zero/fairness_lt.con
\e[0;32mOK
\e[0m 0.05
22106 cic:/Marseille/GC/liveness/until_zero/step_decrease.con
\e[0;32mOK
\e[0m 0.02
22107 cic:/Marseille/GC/liveness/notfree_notacc/notfree_notacces_unless_isfree.con
\e[0;32mOK
\e[0m 0.28
22108 cic:/Marseille/GC/liveness/notfree_notacc/until_free_or_nogrey.con
\e[0;32mOK
\e[0m 0.10
22109 cic:/Marseille/GC/liveness/notacc_white_nogrey/until_idem_or_free.con
\e[0;32mOK
\e[0m 0.19
22110 cic:/Marseille/GC/liveness/notacc_white_ancestor/until_no_grey.con
\e[0;32mOK
\e[0m 0.33
22111 cic:/Marseille/GC/liveness/notacc_init/step_idem_or_init.con
\e[0;32mOK
\e[0m 0.14
22112 cic:/Marseille/GC/liveness/notacc_init/step_initcolor.con
\e[0;32mOK
\e[0m 0.07
22113 cic:/Marseille/GC/liveness/notacc_black_nogrey/until_no_white.con
\e[0;32mOK
\e[0m 0.45
22114 cic:/Marseille/GC/liveness/fairstr/always_fairstep.con
\e[0;32mOK
\e[0m 0.03
22115 cic:/Marseille/GC/liveness/fairstr/infinitely_fairstep.con
\e[0;32mOK
\e[0m 0.04
22116 cic:/Marseille/CCS/Trans_Sys/refl_obs_eq1.con
\e[0;31mFAIL
\e[0m
22117 cic:/Marseille/CCS/Trans_Sys/sym_obs_eq1.con
\e[0;31mFAIL
\e[0m
22118 cic:/Lyon/STREAMS/GfpStreams/Filter_specif_rect.con
\e[0;32mOK
\e[0m 0.01
22119 cic:/Lyon/STREAMS/GfpStreams/between_P_nth_X_tl.con
\e[0;32mOK
\e[0m 0.01
22120 cic:/Lyon/STREAMS/GfpStreams/event_Q_nth_O.con
\e[0;32mOK
\e[0m 0.01
22121 cic:/Lyon/STREAMS/GfpStreams/event_Q_nth_X_tl.con
\e[0;32mOK
\e[0m 0.02
22122 cic:/Lyon/STREAMS/GfpStreams/filter_specif_rect.con
\e[0;32mOK
\e[0m 0.02
22123 cic:/Lyon/STREAMS/GfpStreams/hd_nth_tail.con
\e[0;32mOK
\e[0m 0.04
22124 cic:/Lyon/STREAMS/Eratosthene/Pred_ind.con
\e[0;32mOK
\e[0m 0.01
22125 cic:/Lyon/STREAMS/Eratosthene/Pred_rec.con
\e[0;32mOK
\e[0m 0.01
22126 cic:/Lyon/PROCESSES/ABP/TRACES/Unique/Unique2.con
\e[0;31mFAIL
\e[0m
22127 cic:/Lyon/PROCESSES/ABP/TRACES/Evt/Evt2.con
\e[0;31mFAIL
\e[0m
22128 cic:/Lyon/IEEE754/Diadic/ROUND.con
\e[0;32mOK
\e[0m 0.02
22129 cic:/Lyon/GRAPHS-BASICS/Paths/Walk_to_path.con
\e[0;32mOK
\e[0m 0.07
22130 cic:/Lyon/GRAPHS-BASICS/Connected/E_pendant_quasi_isolated.con
\e[0;31mFAIL
\e[0m
22131 cic:/Lyon/GRAPHS-BASICS/Acyclic/AC_edge_degree_one.con
\e[0;31mFAIL
\e[0m
22132 cic:/Lyon/FIRING-SQUAD/vertical/B21.con
\e[0;32mOK
\e[0m 0.02
22133 cic:/Lyon/FIRING-SQUAD/vertical/G20.con
\e[0;32mOK
\e[0m 0.01
22134 cic:/Lyon/FIRING-SQUAD/vertical/Ht0_bissect.con
\e[0;32mOK
\e[0m 0.02
22135 cic:/Lyon/FIRING-SQUAD/vertical/Ht1_End2.con
\e[0;32mOK
\e[0m 0.02
22136 cic:/Lyon/FIRING-SQUAD/vertical/Ht1_bissect.con
\e[0;32mOK
\e[0m 0.02
22137 cic:/Lyon/FIRING-SQUAD/sommet/Hg_Hf.con
\e[0;32mOK
\e[0m 0.04
22138 cic:/Lyon/FIRING-SQUAD/reflection/UAB_ind.con
\e[0;32mOK
\e[0m 0.01
22139 cic:/Lyon/FIRING-SQUAD/reflection/UAB_rec.con
\e[0;32mOK
\e[0m 0.01
22140 cic:/Lyon/FIRING-SQUAD/reflection/UA_ind.con
\e[0;32mOK
\e[0m 0.01
22141 cic:/Lyon/FIRING-SQUAD/reflection/UA_rec.con
\e[0;32mOK
\e[0m 0.01
22142 cic:/Lyon/FIRING-SQUAD/reflection/ZCB_ind.con
\e[0;32mOK
\e[0m 0.01
22143 cic:/Lyon/FIRING-SQUAD/reflection/ZCB_rec.con
\e[0;32mOK
\e[0m 0.01
22144 cic:/Lyon/FIRING-SQUAD/geom/hor_quatre.con
\e[0;32mOK
\e[0m 0.03
22145 cic:/Lyon/FIRING-SQUAD/final/base1.con
\e[0;32mOK
\e[0m 0.06
22146 cic:/Lyon/FIRING-SQUAD/final/base2.con
\e[0;32mOK
\e[0m 0.11
22147 cic:/Lyon/FIRING-SQUAD/bord/deux_end_rect.con
\e[0;32mOK
\e[0m 0.01
22148 cic:/Lyon/FIRING-SQUAD/bord/trois_end.ind
\e[0;32mOK
\e[0m 0.69
22149 cic:/Lyon/FIRING-SQUAD/bord/un_end_ind.con
\e[0;32mOK
\e[0m 0.01
22150 cic:/Lyon/FIRING-SQUAD/bord/un_end_rec.con
\e[0;32mOK
\e[0m 0.01
22151 cic:/Lyon/FIRING-SQUAD/bib/SSplus_deuxtiers_untiers.con
\e[0;32mOK
\e[0m 0.02
22152 cic:/Lyon/FIRING-SQUAD/bib/Splus_deuxtiers_untiers.con
\e[0;32mOK
\e[0m 0.02
22153 cic:/Lyon/FIRING-SQUAD/bib/le_S_double.con
\e[0;32mOK
\e[0m 0.01
22154 cic:/Lyon/FIRING-SQUAD/bib/le_double.con
\e[0;32mOK
\e[0m 0.02
22155 cic:/Lyon/FIRING-SQUAD/bib/plus_deuxtiers_untiers.con
\e[0;32mOK
\e[0m 0.02
22156 cic:/Lyon/FIRING-SQUAD/bib/recur2.con
\e[0;32mOK
\e[0m 0.01
22157 cic:/Lyon/FIRING-SQUAD/basic/A_basic_ind.con
\e[0;32mOK
\e[0m 0.01
22158 cic:/Lyon/FIRING-SQUAD/basic/A_basic_rec.con
\e[0;32mOK
\e[0m 0.01
22159 cic:/Lyon/FIRING-SQUAD/basic/B_basic_ind.con
\e[0;32mOK
\e[0m 0.01
22160 cic:/Lyon/FIRING-SQUAD/basic/B_basic_rec.con
\e[0;32mOK
\e[0m 0.01
22161 cic:/Lyon/FIRING-SQUAD/basic/C_basic_ind.con
\e[0;32mOK
\e[0m 0.01
22162 cic:/Lyon/FIRING-SQUAD/basic/C_basic_rec.con
\e[0;32mOK
\e[0m 0.01
22163 cic:/Lyon/CIRCUITS/Streams/Streams/Nth.var
\e[0;32mOK
\e[0m 0.01
22164 cic:/Lyon/CIRCUITS/Multiplier/cst_TI_is_cst.con
\e[0;32mOK
\e[0m 0.01
22165 cic:/Lyon/CIRCUITS/Multiplier/mult'.con
\e[0;32mOK
\e[0m 0.01
22166 cic:/Lyon/CIRCUITS/Multiplier/nth_i0_O.con
\e[0;32mOK
\e[0m 0.02
22167 cic:/Lyon/CIRCUITS/Multiplier/stable.con
\e[0;32mOK
\e[0m 0.01
22168 cic:/Lyon/CIRCUITS/Circ/Circuits/CircProof/inv_stable.var
\e[0;32mOK
\e[0m 0.01
22169 cic:/Lyon/AUTOMATA/gram_aut/Derive_P_A_2_imp_Der_P_A_2_App.con
\e[0;32mOK
\e[0m 0.08
22170 cic:/Lyon/AUTOMATA/gram_aut/Derive_P_A_imp_Derive_P_A_2.con
\e[0;32mOK
\e[0m 0.07
22171 cic:/Lyon/AUTOMATA/gram_aut/Derivegstar_imp_Der_inmon.con
\e[0;32mOK
\e[0m 0.02
22172 cic:/Lyon/AUTOMATA/gram_aut/Derivegstar_imp_Derivestar_P_A_2.con
\e[0;32mOK
\e[0m 0.03
22173 cic:/Lyon/AUTOMATA/gram_aut/X_P_wd_wa_d.con
\e[0;32mOK
\e[0m 0.01
22174 cic:/Lyon/AUTOMATA/gram5/N_dans_S_V1'.con
\e[0;32mOK
\e[0m 0.02
22175 cic:/Lyon/AUTOMATA/gram5/N_dans_S_V2'.con
\e[0;32mOK
\e[0m 0.02
22176 cic:/Lyon/AUTOMATA/gram5/egal_X_X1'.con
\e[0;32mOK
\e[0m 0.01
22177 cic:/Lyon/AUTOMATA/gram5/egal_X_X2'.con
\e[0;32mOK
\e[0m 0.01
22178 cic:/Lyon/AUTOMATA/gram5/inter_V1'_V2'_empty.con
\e[0;32mOK
\e[0m 0.03
22179 cic:/Lyon/AUTOMATA/gram5/is_mono_u_X_V1_injproducg_V1.con
\e[0;32mOK
\e[0m 0.03
22180 cic:/Lyon/AUTOMATA/gram5/is_mono_u_X_V2_injproducd_V2.con
\e[0;32mOK
\e[0m 0.03
22181 cic:/Lyon/AUTOMATA/gram5/gram5/R1'.var
\e[0;32mOK
\e[0m 0.01
22182 cic:/Lyon/AUTOMATA/gram5/gram5/R2'.var
\e[0;32mOK
\e[0m 0.01
22183 cic:/Lyon/AUTOMATA/gram5/gram5/S1'.var
\e[0;32mOK
\e[0m 0.01
22184 cic:/Lyon/AUTOMATA/gram5/gram5/S2'.var
\e[0;32mOK
\e[0m 0.01
22185 cic:/Lyon/AUTOMATA/gram4/inmon_Der_imp_inmon_d.con
\e[0;32mOK
\e[0m 0.02
22186 cic:/Lyon/AUTOMATA/gram4/inmon_Der_imp_inmon_d2.con
\e[0;32mOK
\e[0m 0.02
22187 cic:/Lyon/AUTOMATA/gram3/egalGim'_image_comp.con
\e[0;32mOK
\e[0m 0.03
22188 cic:/Lyon/AUTOMATA/gram3/invf_f.con
\e[0;32mOK
\e[0m 0.01
22189 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Gim2'.var
\e[0;32mOK
\e[0m 0.01
22190 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Xim'.var
\e[0;32mOK
\e[0m 0.01
22191 cic:/Lyon/AUTOMATA/gram2/Derive_image.con
\e[0;32mOK
\e[0m 0.02
22192 cic:/Lyon/AUTOMATA/gram2/Gunion_Derivestar2.con
\e[0;32mOK
\e[0m 0.02
22193 cic:/Lyon/AUTOMATA/gram2/Id_image_R.con
\e[0;32mOK
\e[0m 0.03
22194 cic:/Lyon/AUTOMATA/gram2/image_isGram.con
\e[0;32mOK
\e[0m 0.03
22195 cic:/Lyon/AUTOMATA/gram2/inmon_Der_imp_inmon.con
\e[0;32mOK
\e[0m 0.01
22196 cic:/Lyon/AUTOMATA/Reg/cheminA_chemin.con
\e[0;32mOK
\e[0m 0.03
22197 cic:/Lyon/AUTOMATA/RatReg/lconc_is_reg1.con
\e[0;32mOK
\e[0m 0.11
22198 cic:/Lyon/AUTOMATA/RatReg/lunion_is_reg.con
\e[0;32mOK
\e[0m 0.05
22199 cic:/Lyon/AUTOMATA/RatReg/lword_is_regS.con
\e[0;32mOK
\e[0m 0.05
22200 cic:/Lannion/continuations/weight/Nmxaccu_ex/F_overweight_list.con
\e[0;32mOK
\e[0m 0.01
22201 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/SIMPLE_term_subst.con
\e[0;32mOK
\e[0m 0.01
22202 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/term_subst_eq_Length.con
\e[0;32mOK
\e[0m 0.02
22203 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Nxunif_raise.con
\e[0;32mOK
\e[0m 0.01
22204 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Nxunif_unit.con
\e[0;32mOK
\e[0m 0.01
22205 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unification_build.con
\e[0;32mOK
\e[0m 0.01
22206 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unification_elim.con
\e[0;32mOK
\e[0m 0.01
22207 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unification_or_fail_rect.con
\e[0;32mOK
\e[0m 0.01
22208 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unification_s_ind.con
\e[0;32mOK
\e[0m 0.01
22209 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unification_s_rec.con
\e[0;32mOK
\e[0m 0.01
22210 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/f_n_id_minus.con
\e[0;32mOK
\e[0m 0.04
22211 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/n_range_IS_IN_Subst.con
\e[0;32mOK
\e[0m 0.02
22212 cic:/Eindhoven/POCKLINGTON/list/zproductproduct.con
\e[0;32mOK
\e[0m 0.01
22213 cic:/Eindhoven/POCKLINGTON/lemmas/Zgt_neq.con
\e[0;32mOK
\e[0m 0.01
22214 cic:/Eindhoven/POCKLINGTON/lemmas/Zlt_neq.con
\e[0;32mOK
\e[0m 0.01
22215 cic:/Eindhoven/POCKLINGTON/lemmas/simpl_le_mult_l.con
\e[0;32mOK
\e[0m 0.01
22216 cic:/Eindhoven/POCKLINGTON/gcd/gcd_0_r.con
\e[0;32mOK
\e[0m 0.01
22217 cic:/Eindhoven/POCKLINGTON/fermat/nodoubles_drop.con
\e[0;32mOK
\e[0m 0.01
22218 cic:/Eindhoven/POCKLINGTON/fermat/permmod_allex.con
\e[0;32mOK
\e[0m 0.05
22219 cic:/Eindhoven/POCKLINGTON/fermat/permmod_drop.con
\e[0;32mOK
\e[0m 0.04
22220 cic:/Eindhoven/POCKLINGTON/fermat/permmod_length.con
\e[0;32mOK
\e[0m 0.02
22221 cic:/Eindhoven/POCKLINGTON/exp/zexp_S.con
\e[0;32mOK
\e[0m 0.01
22222 cic:/Eindhoven/POCKLINGTON/divides/div_absexp_compat.con
\e[0;32mOK
\e[0m 0.02
22223 cic:/Eindhoven/POCKLINGTON/divides/div_rem.con
\e[0;32mOK
\e[0m 0.03
22224 cic:/Eindhoven/POCKLINGTON/divides/div_rem0.con
\e[0;32mOK
\e[0m 0.01
22225 cic:/Eindhoven/POCKLINGTON/divides/notdiv_rem.con
\e[0;32mOK
\e[0m 0.06
22226 cic:/Eindhoven/POCKLINGTON/divides/zdivdiv.con
\e[0;32mOK
\e[0m 0.01
22227 cic:/Eindhoven/POCKLINGTON/dec/ledec.con
\e[0;32mOK
\e[0m 0.01
22228 cic:/Coq/romega/ReflOmegaCore/do_concl_to_hyp.con
\e[0;32mOK
\e[0m 0.02
22229 cic:/Coq/romega/ReflOmegaCore/do_normalize.con
\e[0;32mOK
\e[0m 0.01
22230 cic:/Coq/romega/ReflOmegaCore/execute_omega.con
\e[0;32mOK
\e[0m 0.02
22231 cic:/Coq/romega/ReflOmegaCore/extract_valid.con
\e[0;32mOK
\e[0m 0.09
22232 cic:/Coq/romega/ReflOmegaCore/goal_to_hyps.con
\e[0;32mOK
\e[0m 0.01
22233 cic:/Coq/romega/ReflOmegaCore/hyps_to_goal.con
\e[0;32mOK
\e[0m 0.01
22234 cic:/Coq/romega/ReflOmegaCore/interp_full.con
\e[0;32mOK
\e[0m 0.01
22235 cic:/Coq/romega/ReflOmegaCore/interp_list_goal.con
\e[0;32mOK
\e[0m 0.01
22236 cic:/Coq/romega/ReflOmegaCore/interp_list_hyps.con
\e[0;32mOK
\e[0m 0.01
22237 cic:/Coq/romega/ReflOmegaCore/nth_valid.con
\e[0;32mOK
\e[0m 0.02
22238 cic:/Coq/romega/ReflOmegaCore/p_apply_left_stable.con
\e[0;32mOK
\e[0m 0.04
22239 cic:/Coq/romega/ReflOmegaCore/p_apply_right_stable.con
\e[0;32mOK
\e[0m 0.04
22240 cic:/Coq/romega/ReflOmegaCore/p_invert_stable.con
\e[0;32mOK
\e[0m 0.10
22241 cic:/Coq/romega/ReflOmegaCore/p_rewrite.con
\e[0;32mOK
\e[0m 0.01
22242 cic:/Coq/romega/ReflOmegaCore/valid_hyps.con
\e[0;32mOK
\e[0m 0.01
22243 cic:/Coq/ring/Setoid_ring_theory/STh_mult_opp_opp2.con
\e[0;32mOK
\e[0m 0.01
22244 cic:/Coq/ring/Setoid_ring_normalize/canonical_sum_scalar2_ok.con
\e[0;32mOK
\e[0m 0.08
22245 cic:/Coq/ring/Setoid_ring_normalize/canonical_sum_scalar3_ok.con
\e[0;32mOK
\e[0m 0.12
22246 cic:/Coq/ring/Ring_theory/Th_mult_opp_opp2.con
\e[0;32mOK
\e[0m 0.01
22247 cic:/Coq/ring/Ring_normalize/canonical_sum_scalar2_ok.con
\e[0;32mOK
\e[0m 0.04
22248 cic:/Coq/ring/Ring_normalize/canonical_sum_scalar3_ok.con
\e[0;32mOK
\e[0m 0.07
22249 cic:/Coq/ring/Ring_abstract/abstract_sum_scalar_ok.con
\e[0;32mOK
\e[0m 0.03
22250 cic:/Coq/ring/Ring_abstract/minus_sum_scalar_ok.con
\e[0;32mOK
\e[0m 0.10
22251 cic:/Coq/ring/Ring_abstract/plus_sum_scalar_ok.con
\e[0;32mOK
\e[0m 0.07
22252 cic:/Coq/ZArith/Zpower/two_power_pos_nat.con
\e[0;32mOK
\e[0m 0.01
22253 cic:/Coq/ZArith/Zorder/Zlt_not_eq.con
\e[0;32mOK
\e[0m 0.01
22254 cic:/Coq/ZArith/Znumtheory/prime_ind.con
\e[0;32mOK
\e[0m 0.01
22255 cic:/Coq/ZArith/Znumtheory/prime_rec.con
\e[0;32mOK
\e[0m 0.01
22256 cic:/Coq/ZArith/Zbinary/two_compl_to_Z_to_two_compl.con
\e[0;32mOK
\e[0m 0.04
22257 cic:/Coq/ZArith/ZArith_dec/Z_dec'.con
\e[0;32mOK
\e[0m 0.01
22258 cic:/Coq/ZArith/BinInt/Zmult_comm.con
\e[0;32mOK
\e[0m 0.02
22259 cic:/Coq/Wellfounded/Lexicographic_Exponentiation/desc_end.con
\e[0;32mOK
\e[0m 0.19
22260 cic:/Coq/Wellfounded/Lexicographic_Exponentiation/dist_Desc_concat.con
\e[0;32mOK
\e[0m 0.01
22261 cic:/Coq/Sorting/Heap/heap_to_list.con
\e[0;32mOK
\e[0m 0.05
22262 cic:/Coq/Sorting/Heap/list_to_heap.con
\e[0;32mOK
\e[0m 0.03
22263 cic:/Coq/Sets/Powerset_Classical_facts/Add_covers.con
\e[0;32mOK
\e[0m 0.05
22264 cic:/Coq/Sets/Powerset/Strict_inclusion_is_transitive.con
\e[0;32mOK
\e[0m 0.01
22265 cic:/Coq/Sets/Partial_Order/covers_ind.con
\e[0;32mOK
\e[0m 0.01
22266 cic:/Coq/Sets/Partial_Order/covers_rec.con
\e[0;32mOK
\e[0m 0.03
22267 cic:/Coq/Sets/Integers/nat_po.con
\e[0;32mOK
\e[0m 0.01
22268 cic:/Coq/Sets/Infinite_sets/approximants_grow.con
\e[0;32mOK
\e[0m 0.06
22269 cic:/Coq/Sets/Finite_sets_facts/Generalized_induction_on_finite_sets.con
\e[0;32mOK
\e[0m 0.07
22270 cic:/Coq/Sets/Finite_sets_facts/card_soustr_1.con
\e[0;32mOK
\e[0m 0.05
22271 cic:/Coq/Sets/Cpo/Bottom_ind.con
\e[0;32mOK
\e[0m 0.01
22272 cic:/Coq/Sets/Cpo/Bottom_rec.con
\e[0;32mOK
\e[0m 0.01
22273 cic:/Coq/Sets/Cpo/Chain_rect.con
\e[0;32mOK
\e[0m 0.01
22274 cic:/Coq/Sets/Cpo/Complete.ind
\e[0;32mOK
\e[0m 0.01
22275 cic:/Coq/Sets/Cpo/Conditionally_complete.ind
\e[0;32mOK
\e[0m 0.01
22276 cic:/Coq/Sets/Cpo/Directed_rect.con
\e[0;32mOK
\e[0m 0.01
22277 cic:/Coq/Sets/Cpo/Glb_rect.con
\e[0;32mOK
\e[0m 0.01
22278 cic:/Coq/Sets/Cpo/Lower_Bound_ind.con
\e[0;32mOK
\e[0m 0.01
22279 cic:/Coq/Sets/Cpo/Lower_Bound_rec.con
\e[0;32mOK
\e[0m 0.01
22280 cic:/Coq/Sets/Cpo/Lub_rect.con
\e[0;32mOK
\e[0m 0.01
22281 cic:/Coq/Sets/Cpo/PO_of_chain.con
\e[0;32mOK
\e[0m 0.01
22282 cic:/Coq/Sets/Cpo/Totally_ordered_ind.con
\e[0;32mOK
\e[0m 0.01
22283 cic:/Coq/Sets/Cpo/Totally_ordered_rec.con
\e[0;32mOK
\e[0m 0.01
22284 cic:/Coq/Sets/Cpo/Upper_Bound_ind.con
\e[0;32mOK
\e[0m 0.01
22285 cic:/Coq/Sets/Cpo/Upper_Bound_rec.con
\e[0;32mOK
\e[0m 0.01
22286 cic:/Coq/Relations/Newman/Newman.con
\e[0;32mOK
\e[0m 0.01
22287 cic:/Coq/Reals/Rtopology/disc.con
\e[0;32mOK
\e[0m 0.01
22288 cic:/Coq/Reals/Rtopology/uniform_continuity.con
\e[0;32mOK
\e[0m 0.01
22289 cic:/Coq/Reals/Rseries/finite_greater.con
\e[0;32mOK
\e[0m 0.05
22290 cic:/Coq/Reals/Rlimit/mul_factor.con
\e[0;32mOK
\e[0m 0.01
22291 cic:/Coq/Reals/RiemannInt_SF/StepFun_P2.con
\e[0;32mOK
\e[0m 0.10
22292 cic:/Coq/Reals/RiemannInt_SF/StepFun_P3.con
\e[0;32mOK
\e[0m 0.06
22293 cic:/Coq/Reals/RiemannInt_SF/StepFun_P31.con
\e[0;32mOK
\e[0m 0.06
22294 cic:/Coq/Reals/RiemannInt_SF/StepFun_P9.con
\e[0;32mOK
\e[0m 0.39
22295 cic:/Coq/Reals/RiemannInt_SF/adapted_couple_opt.con
\e[0;32mOK
\e[0m 0.01
22296 cic:/Coq/Reals/RiemannInt_SF/is_subdivision.con
\e[0;32mOK
\e[0m 0.01
22297 cic:/Coq/Reals/Rfunctions/R_dist.con
\e[0;32mOK
\e[0m 0.01
22298 cic:/Coq/Reals/Rbasic_fun/Rabs_R0.con
\e[0;32mOK
\e[0m 0.02
22299 cic:/Coq/Reals/Rbasic_fun/Rabs_left.con
\e[0;32mOK
\e[0m 0.03
22300 cic:/Coq/Reals/Rbasic_fun/Rabs_pos_eq.con
\e[0;32mOK
\e[0m 0.02
22301 cic:/Coq/Reals/Rbasic_fun/Rabs_right.con
\e[0;32mOK
\e[0m 0.02
22302 cic:/Coq/Reals/Rbasic_fun/Rmin_Rgt.con
\e[0;32mOK
\e[0m 0.01
22303 cic:/Coq/Reals/Rbasic_fun/Rmin_stable_in_posreal.con
\e[0;32mOK
\e[0m 0.01
22304 cic:/Coq/Reals/Ranalysis1/derivable_pt_lim.con
\e[0;32mOK
\e[0m 0.01
22305 cic:/Coq/Reals/RList/AbsList.con
\e[0;32mOK
\e[0m 0.01
22306 cic:/Coq/Reals/RList/MaxRlist_P1.con
\e[0;32mOK
\e[0m 0.14
22307 cic:/Coq/Reals/RList/MaxRlist_P2.con
\e[0;32mOK
\e[0m 0.16
22308 cic:/Coq/Reals/RList/MinRlist_P1.con
\e[0;32mOK
\e[0m 0.12
22309 cic:/Coq/Reals/RList/RList_P1.con
\e[0;32mOK
\e[0m 0.11
22310 cic:/Coq/Reals/RList/RList_P9.con
\e[0;32mOK
\e[0m 0.05
22311 cic:/Coq/Reals/PSeries_reg/Boule.con
\e[0;32mOK
\e[0m 0.01
22312 cic:/Coq/Reals/Exp_prop/maj_Reste_E.con
\e[0;32mOK
\e[0m 0.01
22313 cic:/Coq/Reals/Cos_plus/Majxy.con
\e[0;32mOK
\e[0m 0.02
22314 cic:/Coq/NArith/Pnat/nat_of_P_gt_Gt_compare_complement_morphism.con
\e[0;32mOK
\e[0m 0.02
22315 cic:/Coq/NArith/Pnat/nat_of_P_inj.con
\e[0;32mOK
\e[0m 0.02
22316 cic:/Coq/NArith/Pnat/nat_of_P_lt_Lt_compare_complement_morphism.con
\e[0;32mOK
\e[0m 0.02
22317 cic:/Coq/NArith/BinPos/Pind.con
\e[0;32mOK
\e[0m 0.01
22318 cic:/Coq/NArith/BinPos/Pmult_plus_distr_r.con
\e[0;32mOK
\e[0m 0.02
22319 cic:/Coq/NArith/BinPos/Pmult_reg_l.con
\e[0;32mOK
\e[0m 0.01
22320 cic:/Coq/NArith/BinNat/Nmult_comm.con
\e[0;32mOK
\e[0m 0.01
22321 cic:/Coq/Logic/Diaconescu/guarded_rel_choice.con
\e[0;32mOK
\e[0m 0.01
22322 cic:/Coq/Logic/Classical_Prop/proof_irrelevance.con
\e[0;32mOK
\e[0m 0.01
22323 cic:/Coq/Lists/TheoryList/Index.con
\e[0;32mOK
\e[0m 0.03
22324 cic:/Coq/IntMap/Mapsubset/FSubset_antisym.con
\e[0;32mOK
\e[0m 0.02
22325 cic:/Coq/IntMap/Mapsubset/MapDisjoint_empty.con
\e[0;32mOK
\e[0m 0.02
22326 cic:/Coq/IntMap/Mapsubset/MapDisjoint_ext.con
\e[0;32mOK
\e[0m 0.02
22327 cic:/Coq/IntMap/Mapsubset/MapSubset_DomRestrTo_l.con
\e[0;32mOK
\e[0m 0.02
22328 cic:/Coq/IntMap/Mapsubset/MapSubset_DomRestrTo_mono.con
\e[0;32mOK
\e[0m 0.02
22329 cic:/Coq/IntMap/Mapsubset/MapSubset_DomRestrTo_r.con
\e[0;32mOK
\e[0m 0.02
22330 cic:/Coq/IntMap/Mapsubset/MapSubset_Remove.con
\e[0;32mOK
\e[0m 0.02
22331 cic:/Coq/IntMap/Mapsubset/MapSubset_Remove_mono.con
\e[0;32mOK
\e[0m 0.02
22332 cic:/Coq/IntMap/Mapfold/MapFold_Put_disjoint_1.con
\e[0;32mOK
\e[0m 0.12
22333 cic:/Coq/IntMap/Mapcard/MapCard_Put_behind_sum.con
\e[0;32mOK
\e[0m 0.02
22334 cic:/Coq/IntMap/Mapcanon/MapPut_behind_canon.con
\e[0;32mOK
\e[0m 0.06
22335 cic:/Coq/IntMap/Mapaxioms/FSetInter_assoc.con
\e[0;32mOK
\e[0m 0.02
22336 cic:/Coq/IntMap/Mapaxioms/FSetInter_idempotent.con
\e[0;32mOK
\e[0m 0.01
22337 cic:/Coq/IntMap/Mapaxioms/MapDomRestrBy_By_comm.con
\e[0;32mOK
\e[0m 0.05
22338 cic:/Coq/IntMap/Mapaxioms/MapDomRestrBy_Dom.con
\e[0;32mOK
\e[0m 0.06
22339 cic:/Coq/IntMap/Mapaxioms/MapDomRestrBy_To.con
\e[0;32mOK
\e[0m 0.05
22340 cic:/Coq/IntMap/Mapaxioms/MapDomRestrBy_To_comm.con
\e[0;32mOK
\e[0m 0.05
22341 cic:/Coq/IntMap/Mapaxioms/MapDomRestrBy_ext.con
\e[0;32mOK
\e[0m 0.03
22342 cic:/Coq/IntMap/Mapaxioms/MapDomRestrBy_m_m_1.con
\e[0;32mOK
\e[0m 0.02
22343 cic:/Coq/IntMap/Mapaxioms/MapDomRestrTo_By.con
\e[0;32mOK
\e[0m 0.05
22344 cic:/Coq/IntMap/Mapaxioms/MapDomRestrTo_By_comm.con
\e[0;32mOK
\e[0m 0.05
22345 cic:/Coq/IntMap/Mapaxioms/MapDomRestrTo_ext_l.con
\e[0;32mOK
\e[0m 0.01
22346 cic:/Coq/IntMap/Mapaxioms/MapDomRestrTo_ext_r.con
\e[0;32mOK
\e[0m 0.01
22347 cic:/Coq/IntMap/Mapaxioms/MapDom_Split_3.con
\e[0;32mOK
\e[0m 0.04
22348 cic:/Coq/IntMap/Mapaxioms/MapRemove_as_RestrBy.con
\e[0;32mOK
\e[0m 0.04
22349 cic:/Coq/IntMap/Map/MapPut1_semantics_2.con
\e[0;32mOK
\e[0m 0.04
22350 cic:/Coq/IntMap/Map/MapPut1_semantics_3.con
\e[0;32mOK
\e[0m 0.12
22351 cic:/Coq/IntMap/Lsort/ad_less_total.con
\e[0;32mOK
\e[0m 0.05
22352 cic:/Coq/IntMap/Lsort/ad_less_trans.con
\e[0;32mOK
\e[0m 0.06
22353 cic:/Coq/IntMap/Fset/in_FSet_inter.con
\e[0;32mOK
\e[0m 0.01
22354 cic:/Coq/IntMap/Fset/in_dom_restrby.con
\e[0;32mOK
\e[0m 0.05
22355 cic:/Coq/IntMap/Adist/ad_plength_ultra.con
\e[0;32mOK
\e[0m 0.02
22356 cic:/Coq/IntMap/Adalloc/ad_min_le_3.con
\e[0;32mOK
\e[0m 0.02
22357 cic:/Coq/IntMap/Adalloc/ad_min_lt_3.con
\e[0;32mOK
\e[0m 0.02
22358 cic:/Coq/IntMap/Adalloc/ad_min_lt_4.con
\e[0;32mOK
\e[0m 0.01
22359 cic:/Coq/IntMap/Adalloc/nat_of_ad_double.con
\e[0;32mOK
\e[0m 0.01
22360 cic:/Coq/IntMap/Adalloc/nat_of_ad_double_plus_un.con
\e[0;32mOK
\e[0m 0.01
22361 cic:/Coq/Arith/Wf_nat/acc_lt_rel.con
\e[0;32mOK
\e[0m 0.01
22362 cic:/Coq/Arith/Wf_nat/gt_wf_ind.con
\e[0;32mOK
\e[0m 0.01
22363 cic:/Coq/Arith/Wf_nat/gt_wf_rec.con
\e[0;32mOK
\e[0m 0.01
22364 cic:/Coq/Arith/Wf_nat/lt_wf_double_ind.con
\e[0;32mOK
\e[0m 0.01
22365 cic:/Coq/Arith/Wf_nat/lt_wf_double_rec.con
\e[0;32mOK
\e[0m 0.01
22366 cic:/Coq/Arith/Gt/gt_asym.con
\e[0;32mOK
\e[0m 0.01
22367 cic:/Coq/Arith/Gt/gt_not_le.con
\e[0;32mOK
\e[0m 0.01
22368 cic:/Coq/Arith/Compare/le_decide.con
\e[0;32mOK
\e[0m 0.01
22369 cic:/CoRN/tactics/csetoid_rewrite/CSetoid_part_op.con
\e[0;32mOK
\e[0m 0.01
22370 cic:/CoRN/tactics/csetoid_rewrite/tot_set_exp.ind
\e[0;32mOK
\e[0m 0.01
22371 cic:/CoRN/tactics/GroupReflection/MI_mult_comm_int.con
\e[0;32mOK
\e[0m 0.03
22372 cic:/CoRN/tactics/AlgReflection/PM_mult.con
\e[0;32mOK
\e[0m 0.01
22373 cic:/CoRN/tactics/AlgReflection/PP_plus.con
\e[0;32mOK
\e[0m 0.01
22374 cic:/CoRN/reals/CReals1/Subsequences/mon_F'.var
\e[0;32mOK
\e[0m 0.02
22375 cic:/CoRN/reals/Bridges_iso/bounded_quantifier_informative.con
\e[0;32mOK
\e[0m 0.04
22376 cic:/CoRN/reals/Bridges_iso/le_witness_informative.con
\e[0;32mOK
\e[0m 0.02
22377 cic:/CoRN/model/structures/Qsec/Qmult_n_1.con
\e[0;32mOK
\e[0m 0.01
22378 cic:/CoRN/model/setoids/twoelemsetoid/M1_mult_as_bin_fun.con
\e[0;32mOK
\e[0m 0.01
22379 cic:/CoRN/model/setoids/twoelemsetoid/M2_mult_as_bin_fun.con
\e[0;32mOK
\e[0m 0.01
22380 cic:/CoRN/model/setoids/Zsetoid/ap_Z_is_apartness.con
\e[0;32mOK
\e[0m 0.01
22381 cic:/CoRN/model/setoids/Qsetoid/ap_Q_tight1.con
\e[0;32mOK
\e[0m 0.01
22382 cic:/CoRN/model/setoids/Nsetoid/mult_strext.con
\e[0;32mOK
\e[0m 0.01
22383 cic:/CoRN/model/setoids/Nsetoid/plus_strext.con
\e[0;32mOK
\e[0m 0.01
22384 cic:/CoRN/model/setoids/Nsetoid/plus_wd.con
\e[0;32mOK
\e[0m 0.01
22385 cic:/CoRN/model/setoids/Npossetoid/NposP.con
\e[0;32mOK
\e[0m 0.01
22386 cic:/CoRN/model/Zmod/Zm/Zmodeq_wd.con
\e[0;32mOK
\e[0m 0.01
22387 cic:/CoRN/model/Zmod/ZMod/Zmod_zero_lft.con
\e[0;32mOK
\e[0m 0.01
22388 cic:/CoRN/model/Zmod/ZMod/Zmod_zero_rht.con
\e[0;32mOK
\e[0m 0.01
22389 cic:/CoRN/model/Zmod/ZBasics/Zlt_irref.con
\e[0;32mOK
\e[0m 0.01
22390 cic:/CoRN/fta/KeyLemma/chfun_1.con
\e[0;32mOK
\e[0m 0.01
22391 cic:/CoRN/fta/KeyLemma/chfun_2.con
\e[0;32mOK
\e[0m 0.01
22392 cic:/CoRN/devel/loeb/IDA/Ch6/M1_mult_as_bin_fun.con
\e[0;32mOK
\e[0m 0.01
22393 cic:/CoRN/devel/loeb/IDA/Ch6/M2_mult_as_bin_fun.con
\e[0;32mOK
\e[0m 0.01
22394 cic:/CoRN/algebra/CSetoids/Build_CSetoid_bin_op.con
\e[0;32mOK
\e[0m 0.01
22395 cic:/CoRN/algebra/CSetoids/Build_CSetoid_outer_op.con
\e[0;32mOK
\e[0m 0.01
22396 cic:/CoRN/algebra/CSetoids/Build_CSetoid_un_op.con
\e[0;32mOK
\e[0m 0.01
22397 cic:/CoRN/algebra/CSetoids/CCSetoid_relation_rect.con
\e[0;32mOK
\e[0m 0.01
22398 cic:/CoRN/algebra/CSetoids/CSetoid_bin_fun_rect.con
\e[0;32mOK
\e[0m 0.01
22399 cic:/CoRN/algebra/CSetoids/CSetoid_bin_op.con
\e[0;32mOK
\e[0m 0.01
22400 cic:/CoRN/algebra/CSetoids/CSetoid_fun_rect.con
\e[0;32mOK
\e[0m 0.01
22401 cic:/CoRN/algebra/CSetoids/CSetoid_outer_op.con
\e[0;32mOK
\e[0m 0.01
22402 cic:/CoRN/algebra/CSetoids/CSetoid_predicate'_rect.con
\e[0;32mOK
\e[0m 0.01
22403 cic:/CoRN/algebra/CSetoids/CSetoid_predicate_rect.con
\e[0;32mOK
\e[0m 0.01
22404 cic:/CoRN/algebra/CSetoids/CSetoid_relation_rect.con
\e[0;32mOK
\e[0m 0.01
22405 cic:/CoRN/algebra/CSetoids/CSetoid_un_op.con
\e[0;32mOK
\e[0m 0.01
22406 cic:/CoRN/algebra/CSetoids/Ccsr_rel.con
\e[0;32mOK
\e[0m 0.01
22407 cic:/CoRN/algebra/CSetoids/ap_cotransitive.con
\e[0;32mOK
\e[0m 0.01
22408 cic:/CoRN/algebra/CSetoids/ap_irreflexive.con
\e[0;32mOK
\e[0m 0.01
22409 cic:/CoRN/algebra/CSetoids/ap_symmetric.con
\e[0;32mOK
\e[0m 0.01
22410 cic:/CoRN/algebra/CSetoids/ap_tight.con
\e[0;32mOK
\e[0m 0.02
22411 cic:/CoRN/algebra/CSetoids/csbf_fun.con
\e[0;32mOK
\e[0m 0.01
22412 cic:/CoRN/algebra/CSetoids/csf_fun.con
\e[0;32mOK
\e[0m 0.01
22413 cic:/CoRN/algebra/CSetoids/csp'_pred.con
\e[0;32mOK
\e[0m 0.01
22414 cic:/CoRN/algebra/CSetoids/csp_pred.con
\e[0;32mOK
\e[0m 0.01
22415 cic:/CoRN/algebra/CSetoids/csr_rel.con
\e[0;32mOK
\e[0m 0.01
22416 cic:/CoRN/algebra/CSetoids/id_pres_eq.con
\e[0;32mOK
\e[0m 0.01
22417 cic:/CoRN/algebra/CSetoids/id_strext.con
\e[0;32mOK
\e[0m 0.01
22418 cic:/CoRN/algebra/CSetoids/scs_prf.con
\e[0;32mOK
\e[0m 0.01
22419 cic:/CoRN/algebra/CSetoids/subcsetoid_ap.con
\e[0;32mOK
\e[0m 0.01
22420 cic:/CoRN/algebra/CSetoids/subcsetoid_crr_ind.con
\e[0;32mOK
\e[0m 0.01
22421 cic:/CoRN/algebra/CSetoids/subcsetoid_crr_rec.con
\e[0;32mOK
\e[0m 0.01
22422 cic:/CoRN/algebra/CSetoids/subcsetoid_eq.con
\e[0;32mOK
\e[0m 0.01
22423 cic:/CoRN/algebra/CSetoids/wd_pred_rect.con
\e[0;32mOK
\e[0m 0.01
22424 cic:/CoRN/algebra/CSetoids/wdp_pred.con
\e[0;32mOK
\e[0m 0.01
22425 cic:/CoRN/algebra/CSetoidInc/included_conj''.con
\e[0;32mOK
\e[0m 0.01
22426 cic:/CoRN/algebra/CSetoidInc/included_conj'.con
\e[0;32mOK
\e[0m 0.01
22427 cic:/CoRN/algebra/CSetoidInc/included_extend.con
\e[0;32mOK
\e[0m 0.01
22428 cic:/CoRN/algebra/CSetoidInc/inclusion/F.var
\e[0;32mOK
\e[0m 0.01
22429 cic:/CoRN/algebra/CSetoidInc/inclusion/G.var
\e[0;32mOK
\e[0m 0.00
22430 cic:/CoRN/algebra/CSetoidFun/BinPartFunct_rect.con
\e[0;32mOK
\e[0m 0.02
22431 cic:/CoRN/algebra/CSetoidFun/PartFunct_rect.con
\e[0;32mOK
\e[0m 0.02
22432 cic:/CoRN/algebra/CSetoidFun/bpfdom.con
\e[0;32mOK
\e[0m 0.01
22433 cic:/CoRN/algebra/CSetoidFun/ext1.con
\e[0;32mOK
\e[0m 0.01
22434 cic:/CoRN/algebra/CSetoidFun/ext2_a.con
\e[0;32mOK
\e[0m 0.02
22435 cic:/CoRN/algebra/CSetoidFun/extension_wd.con
\e[0;32mOK
\e[0m 0.02
22436 cic:/CoRN/algebra/CSetoidFun/pfdom.con
\e[0;32mOK
\e[0m 0.01
22437 cic:/CoRN/algebra/CSetoidFun/unary_function_composition/f.var
\e[0;32mOK
\e[0m 0.01
22438 cic:/CoRN/algebra/CSetoidFun/unary_function_composition/g.var
\e[0;32mOK
\e[0m 0.00
22439 cic:/CoRN/algebra/CSetoidFun/CombiningOperations/CombiningUnaryOperations/f.var
\e[0;32mOK
\e[0m 0.01
22440 cic:/CoRN/algebra/CSetoidFun/CSetoid_Ops/Part_Function_Composition/F.var
\e[0;32mOK
\e[0m 0.01
22441 cic:/CoRN/algebra/CSetoidFun/CSetoid_Ops/Part_Function_Composition/G.var
\e[0;32mOK
\e[0m 0.01
22442 cic:/CoRN/algebra/CSetoidFun/BinPart_Function_Composition/F.var
\e[0;32mOK
\e[0m 0.01
22443 cic:/CoRN/algebra/CSetoidFun/BinPart_Function_Composition/G.var
\e[0;32mOK
\e[0m 0.01
22444 cic:/CoRN/algebra/CLogic/Cle_le_S_eq.con
\e[0;32mOK
\e[0m 0.01
22445 cic:/CoRN/algebra/CLogic/Zsgn_4.con
\e[0;32mOK
\e[0m 0.01
22446 cic:/CoRN/algebra/CLogic/even_ind.con
\e[0;32mOK
\e[0m 0.04
22447 cic:/CoRN/algebra/CLogic/even_induction.con
\e[0;32mOK
\e[0m 0.04
22448 cic:/CoRN/algebra/CLogic/even_or_odd_plus_gt.con
\e[0;32mOK
\e[0m 0.02
22449 cic:/CoRN/algebra/CLogic/four_ind.con
\e[0;32mOK
\e[0m 0.01
22450 cic:/CoRN/algebra/CLogic/four_induction.con
\e[0;32mOK
\e[0m 0.01
22451 cic:/CoRN/algebra/CLogic/nat_complete_double_ind.con
\e[0;32mOK
\e[0m 0.01
22452 cic:/CoRN/algebra/CLogic/nat_complete_double_induction.con
\e[0;32mOK
\e[0m 0.01
22453 cic:/CoRN/algebra/CLogic/nat_local_mon_imp_mon_le.con
\e[0;32mOK
\e[0m 0.02
22454 cic:/CoRN/algebra/CLogic/nat_mon_imp_mon'.con
\e[0;32mOK
\e[0m 0.01
22455 cic:/CoRN/algebra/CLogic/odd_double_ind.con
\e[0;32mOK
\e[0m 0.02
22456 cic:/CoRN/algebra/CLogic/str_finite_or_elim.con
\e[0;32mOK
\e[0m 0.09
22457 cic:/CoRN/algebra/CLogic/weird_mon_covers.con
\e[0;32mOK
\e[0m 0.03
22458 cic:/CoRN/algebra/Basics/anti_convert_pred_convert.con
\e[0;32mOK
\e[0m 0.01
22459 cic:/Cachan/SMC/quant/exl_OK.con
\e[0;32mOK
\e[0m 0.02
22460 cic:/Cachan/SMC/quant/exl_le2.con
\e[0;32mOK
\e[0m 0.01
22461 cic:/Cachan/SMC/quant/lx_neq_lx'.con
\e[0;32mOK
\e[0m 0.01
22462 cic:/Cachan/SMC/quant/mu_all_x_free.con
\e[0;32mOK
\e[0m 0.02
22463 cic:/Cachan/SMC/quant/mu_ex_x_free.con
\e[0;32mOK
\e[0m 0.02
22464 cic:/Cachan/SMC/quant/replacel_le2.con
\e[0;32mOK
\e[0m 0.02
22465 cic:/Cachan/SMC/quant/univl_OK.con
\e[0;32mOK
\e[0m 0.02
22466 cic:/Cachan/SMC/quant/univl_le2.con
\e[0;32mOK
\e[0m 0.01
22467 cic:/Cachan/SMC/quant/Nsec/BDDmu_ex_results/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22468 cic:/Cachan/SMC/quant/Nsec/BDDmu_all_results/cfg_OK.var
\e[0;32mOK
\e[0m 0.00
22469 cic:/Cachan/SMC/quant/BDDquant/BDDunivl_results/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22470 cic:/Cachan/SMC/quant/BDDquant/BDDuniv_results/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22471 cic:/Cachan/SMC/quant/BDDquant/BDDsubst_results/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22472 cic:/Cachan/SMC/quant/BDDquant/BDDreplacel_results/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22473 cic:/Cachan/SMC/quant/BDDquant/BDDreplace_results/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22474 cic:/Cachan/SMC/quant/BDDquant/BDDexl_results/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22475 cic:/Cachan/SMC/quant/BDDquant/BDDex_results/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22476 cic:/Cachan/SMC/op/BDDneg.con
\e[0;32mOK
\e[0m 0.01
22477 cic:/Cachan/SMC/op/BDDor.con
\e[0;32mOK
\e[0m 0.01
22478 cic:/Cachan/SMC/op/BDDop/BDDvar_make_results/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22479 cic:/Cachan/SMC/op/BDDop/BDDor_results/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22480 cic:/Cachan/SMC/op/BDDop/BDDneg_results/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22481 cic:/Cachan/SMC/op/BDDop/BDDimpl_results/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22482 cic:/Cachan/SMC/op/BDDop/BDDiff_results/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22483 cic:/Cachan/SMC/op/BDDop/BDDand_results/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22484 cic:/Cachan/SMC/myMap/MapDomRestrByApp1_lemma_4.con
\e[0;32mOK
\e[0m 0.15
22485 cic:/Cachan/SMC/muset/new_t_to_rel.con
\e[0;32mOK
\e[0m 0.01
22486 cic:/Cachan/SMC/muset/set_iff.con
\e[0;32mOK
\e[0m 0.01
22487 cic:/Cachan/SMC/muset/ve''_to_be_ok.con
\e[0;32mOK
\e[0m 0.09
22488 cic:/Cachan/SMC/munew/forall_lemma1.con
\e[0;32mOK
\e[0m 0.03
22489 cic:/Cachan/SMC/mu/be_iter1_n_le.con
\e[0;32mOK
\e[0m 0.03
22490 cic:/Cachan/SMC/mu/be_iter1_plus1.con
\e[0;32mOK
\e[0m 0.01
22491 cic:/Cachan/SMC/mu/be_le_le1.con
\e[0;32mOK
\e[0m 0.02
22492 cic:/Cachan/SMC/mu/decreasing_seq.con
\e[0;32mOK
\e[0m 0.03
22493 cic:/Cachan/SMC/mu/imagef1'orf2'finite.con
\e[0;32mOK
\e[0m 0.01
22494 cic:/Cachan/SMC/mu/lfp.con
\e[0;32mOK
\e[0m 0.01
22495 cic:/Cachan/SMC/mu/lfp_be.con
\e[0;32mOK
\e[0m 0.01
22496 cic:/Cachan/SMC/mu/Nsec/Be_iter1/bef_inc.var
\e[0;32mOK
\e[0m 0.01
22497 cic:/Cachan/SMC/misc/BDDcompare_1.con
\e[0;32mOK
\e[0m 0.03
22498 cic:/Cachan/SMC/misc/BDDvar_max_inf.con
\e[0;32mOK
\e[0m 0.01
22499 cic:/Cachan/SMC/make/BDD_make/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22500 cic:/Cachan/SMC/gc/clean'2_1_lemma.con
\e[0;32mOK
\e[0m 0.34
22501 cic:/Cachan/SMC/gc/clean2_lemma.con
\e[0;32mOK
\e[0m 0.02
22502 cic:/Cachan/SMC/gc/gc_0.con
\e[0;32mOK
\e[0m 0.03
22503 cic:/Cachan/SMC/config/bool_fun_of_BDD_one.con
\e[0;32mOK
\e[0m 0.04
22504 cic:/Cachan/SMC/config/bool_fun_of_BDD_zero.con
\e[0;32mOK
\e[0m 0.04
22505 cic:/Cachan/SMC/config/config_OK_one.con
\e[0;32mOK
\e[0m 0.13
22506 cic:/Cachan/SMC/config/config_OK_zero.con
\e[0;32mOK
\e[0m 0.12
22507 cic:/Cachan/SMC/config/gc_OK.con
\e[0;32mOK
\e[0m 0.01
22508 cic:/Cachan/SMC/config/high_used'.con
\e[0;32mOK
\e[0m 0.04
22509 cic:/Cachan/SMC/config/initBDDfree_list_OK.con
\e[0;32mOK
\e[0m 0.03
22510 cic:/Cachan/SMC/config/low_high_neq.con
\e[0;32mOK
\e[0m 0.04
22511 cic:/Cachan/SMC/config/low_used'.con
\e[0;32mOK
\e[0m 0.04
22512 cic:/Cachan/SMC/config/node_preserved_node_height_eq.con
\e[0;32mOK
\e[0m 0.06
22513 cic:/Cachan/SMC/config/nodes_preserved_node_height_eq.con
\e[0;32mOK
\e[0m 0.06
22514 cic:/Cachan/SMC/config/BDD_config_1/Components/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22515 cic:/Cachan/SMC/alloc/BDD_alloc/cfg_OK.var
\e[0;32mOK
\e[0m 0.01
22516 cic:/BellLabs/lazyPCF/SubjRed/ApTypes/TEp_RenExpGen.con
\e[0;32mOK
\e[0m 0.57
22517 cic:/Suresnes/MiniC/MiniC/CSemantics/denc_exp.con
\e[0;31mFAIL
\e[0m
22518 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_program_ind.con
\e[0;31mFAIL
\e[0m
22519 cic:/Suresnes/MiniC/MiniC/CAbstractSyntax/c_program_rec.con
\e[0;31mFAIL
\e[0m
22520 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/BDT2_of_Zero.con
\e[0;32mOK
\e[0m 0.02
22521 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Soundness_right.con
\e[0;32mOK
\e[0m 0.02
22522 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Paths/Ordered_paths_eq.con
\e[0;32mOK
\e[0m 0.04
22523 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/L14.con
\e[0;32mOK
\e[0m 0.02
22524 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/L14bis.con
\e[0;32mOK
\e[0m 0.02
22525 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Node_W_Node_i1_gt_i2_eq.con
\e[0;32mOK
\e[0m 0.07
22526 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Node_W_Node_i2_gt_i1.con
\e[0;32mOK
\e[0m 0.05
22527 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Max_sym.con
\e[0;32mOK
\e[0m 0.03
22528 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/gt_Max.con
\e[0;32mOK
\e[0m 0.02
22529 cic:/Suresnes/BDD/rauzy/algorithme1/Inductions/Lower.con
\e[0;32mOK
\e[0m 0.01
22530 cic:/Suresnes/BDD/rauzy/algorithme1/Inductions/Wf_ind1.con
\e[0;32mOK
\e[0m 0.04
22531 cic:/Suresnes/BDD/rauzy/algorithme1/Boolean_functions/FB12bis.con
\e[0;32mOK
\e[0m 0.02
22532 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Choice.con
\e[0;32mOK
\e[0m 0.01
22533 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Fun_sons_dim_nondep.con
\e[0;32mOK
\e[0m 0.02
22534 cic:/Suresnes/BDD/canonicite/Vars/Var_k_finite.con
\e[0;31mFAIL
\e[0m
22535 cic:/Suresnes/BDD/canonicite/Finite_sets/incl_st_card_lt.con
\e[0;32mOK
\e[0m 0.05
22536 cic:/Suresnes/BDD/canonicite/Canonicity_BDT/Canonicity_BDT_BF.con
\e[0;32mOK
\e[0m 0.02
22537 cic:/Suresnes/BDD/canonicite/Canonicity_BDT/Exist_DepO.con
\e[0;32mOK
\e[0m 0.02
22538 cic:/Suresnes/BDD/canonicite/Boolean_functions/Assign_n_finite.con
\e[0;31mFAIL
\e[0m
22539 cic:/Suresnes/BDD/canonicite/Boolean_functions/BF_eq_same_dep_var.con
\e[0;32mOK
\e[0m 0.02
22540 cic:/Suresnes/BDD/canonicite/Boolean_functions/Dep_set.con
\e[0;32mOK
\e[0m 0.01
22541 cic:/Suresnes/BDD/canonicite/Boolean_functions/Greatest_Dep_Var.ind
\e[0;32mOK
\e[0m 0.06
22542 cic:/Suresnes/BDD/canonicite/Boolean_functions/Upd_le_O_Id.con
\e[0;32mOK
\e[0m 0.02
22543 cic:/Suresnes/BDD/canonicite/Boolean_functions/Upd_le_n_Cst.con
\e[0;32mOK
\e[0m 0.02
22544 cic:/Suresnes/BDD/canonicite/Boolean_functions/xi_non_dep_Restr_xi.con
\e[0;32mOK
\e[0m 0.02
22545 cic:/Suresnes/BDD/canonicite/Boolean_functions/xi_non_dep_Restr_xi_Id.con
\e[0;32mOK
\e[0m 0.07
22546 cic:/Suresnes/BDD/canonicite/BDTs/Dim_node_Dim_bh.con
\e[0;32mOK
\e[0m 0.01
22547 cic:/Suresnes/BDD/canonicite/BDTs/Dim_node_Dim_bl.con
\e[0;32mOK
\e[0m 0.01
22548 cic:/Sophia-Antipolis/param_pi/inp_red/inp_autored.con
\e[0;32mOK
\e[0m 0.52
22549 cic:/Sophia-Antipolis/param_pi/bout_red/bout_autored.con
\e[0;32mOK
\e[0m 0.51
22550 cic:/Sophia-Antipolis/Rsa/MiscRsa/div_unic_q.con
\e[0;32mOK
\e[0m 0.05
22551 cic:/Sophia-Antipolis/Rsa/MiscRsa/mult_div_r.con
\e[0;32mOK
\e[0m 0.03
22552 cic:/Sophia-Antipolis/Rsa/MiscRsa/power_le.con
\e[0;32mOK
\e[0m 0.01
22553 cic:/Sophia-Antipolis/Rsa/Divides/gcd'.con
\e[0;32mOK
\e[0m 0.01
22554 cic:/Sophia-Antipolis/Rsa/Divides/gcd_ex.con
\e[0;32mOK
\e[0m 0.02
22555 cic:/Sophia-Antipolis/Rsa/Divides/not_lt_div.con
\e[0;32mOK
\e[0m 0.01
22556 cic:/Sophia-Antipolis/RecursiveDefinition/data9/log_equation.con
\e[0;32mOK
\e[0m 0.94
22557 cic:/Sophia-Antipolis/RecursiveDefinition/data8/pgcd_equation.con
\e[0;32mOK
\e[0m 1.84
22558 cic:/Sophia-Antipolis/RecursiveDefinition/data7/log_equation.con
\e[0;32mOK
\e[0m 0.97
22559 cic:/Sophia-Antipolis/RecursiveDefinition/data6/log_equation.con
\e[0;32mOK
\e[0m 0.82
22560 cic:/Sophia-Antipolis/RecursiveDefinition/data4/log_equation.con
\e[0;32mOK
\e[0m 1.09
22561 cic:/Sophia-Antipolis/RecursiveDefinition/data3/log_equation.con
\e[0;32mOK
\e[0m 0.83
22562 cic:/Sophia-Antipolis/RecursiveDefinition/data2/log_equation.con
\e[0;32mOK
\e[0m 0.83
22563 cic:/Sophia-Antipolis/RecursiveDefinition/data1/sqrt_equation.con
\e[0;32mOK
\e[0m 3.69
22564 cic:/Sophia-Antipolis/RecursiveDefinition/data/log_equation.con
\e[0;32mOK
\e[0m 0.73
22565 cic:/Sophia-Antipolis/MATHS/Z/Zadd/tech_add_neg_posZ.con
\e[0;32mOK
\e[0m 0.11
22566 cic:/Sophia-Antipolis/MATHS/Z/Zadd/tech_add_pos_neg_posZ.con
\e[0;32mOK
\e[0m 0.04
22567 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/tech_exp'.con
\e[0;31mFAIL
\e[0m
22568 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Ex4.con
\e[0;32mOK
\e[0m 0.02
22569 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/T_1_6_2.con
\e[0;32mOK
\e[0m 0.03
22570 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/exp_l1.con
\e[0;32mOK
\e[0m 0.02
22571 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/invH_is_inv.con
\e[0;32mOK
\e[0m 0.03
22572 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/L4.var
\e[0;32mOK
\e[0m 0.01
22573 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/lemma1.var
\e[0;32mOK
\e[0m 0.01
22574 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/lemma5.var
\e[0;32mOK
\e[0m 0.01
22575 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/lemma9.var
\e[0;32mOK
\e[0m 0.01
22576 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/Triangle_axioms_i.con
\e[0;32mOK
\e[0m 0.15
22577 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/Triangle_axioms_ii.con
\e[0;32mOK
\e[0m 0.03
22578 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/Triangle_axioms_iii.con
\e[0;32mOK
\e[0m 0.02
22579 cic:/Sophia-Antipolis/MATHS/GEOMETRY/part3/thm4_7iii.con
\e[0;32mOK
\e[0m 0.01
22580 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/thm8_9.con
\e[0;32mOK
\e[0m 0.01
22581 cic:/Sophia-Antipolis/MATHS/GEOMETRY/affinity/thm7_4.con
\e[0;32mOK
\e[0m 0.01
22582 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo1/Bounded_implies_consistent.con
\e[0;32mOK
\e[0m 0.03
22583 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo1/Consistent_downward_stable.con
\e[0;32mOK
\e[0m 0.01
22584 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo1/Consistent_triple_intro.con
\e[0;32mOK
\e[0m 0.02
22585 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo1/Lower_Bound_is_in_Carrier.con
\e[0;32mOK
\e[0m 0.01
22586 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo1/Upper_Bound_Couple_inv.con
\e[0;32mOK
\e[0m 0.02
22587 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo1/Upper_Bound_Singleton_inv.con
\e[0;32mOK
\e[0m 0.01
22588 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo1/Upper_Bound_is_in_Carrier.con
\e[0;32mOK
\e[0m 0.01
22589 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Compatible_imp_consistent.con
\e[0;32mOK
\e[0m 0.02
22590 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Consistent_imp_compatible.con
\e[0;32mOK
\e[0m 0.01
22591 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Singleton_has_lub.con
\e[0;32mOK
\e[0m 0.02
22592 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Upper_downward_stable.con
\e[0;32mOK
\e[0m 0.02
22593 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Approximant.ind
\e[0;32mOK
\e[0m 0.01
22594 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Approximants.ind
\e[0;32mOK
\e[0m 0.01
22595 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Coherent.con
\e[0;32mOK
\e[0m 0.01
22596 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Compact_rect.con
\e[0;32mOK
\e[0m 0.01
22597 cic:/Sophia-Antipolis/Huffman/Weight/restrict_code_encode_length.con
\e[0;32mOK
\e[0m 0.01
22598 cic:/Sophia-Antipolis/Huffman/Restrict/restrict_code_encode.con
\e[0;32mOK
\e[0m 0.01
22599 cic:/Sophia-Antipolis/Huffman/OrderedCover/cover_ordered_cover.con
\e[0;32mOK
\e[0m 0.08
22600 cic:/Sophia-Antipolis/Huffman/OrderedCover/ordered_cover_cover.con
\e[0;32mOK
\e[0m 0.01
22601 cic:/Sophia-Antipolis/Huffman/Cover/cover_all_cover.con
\e[0;32mOK
\e[0m 0.01
22602 cic:/Sophia-Antipolis/Huffman/Cover/cover_all_leaves.con
\e[0;32mOK
\e[0m 0.02
22603 cic:/Sophia-Antipolis/Huffman/Build/buildf.con
\e[0;32mOK
\e[0m 0.03
22604 cic:/Sophia-Antipolis/Huffman/BTree/inb_antisym.con
\e[0;32mOK
\e[0m 0.02
22605 cic:/Sophia-Antipolis/Huffman/Aux/app_inv_tail.con
\e[0;32mOK
\e[0m 0.05
22606 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/LemPrelim/BV_nat_lem1.con
\e[0;32mOK
\e[0m 0.05
22607 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/LemPrelim/R1_lem.con
\e[0;32mOK
\e[0m 0.08
22608 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/LemPrelim/lem_le_minus_v1_Sn.con
\e[0;32mOK
\e[0m 0.03
22609 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/Definitions/R1_never_nil.con
\e[0;32mOK
\e[0m 0.01
22610 cic:/Sophia-Antipolis/HARDWARE/GENE/Arith_compl/gt_double_S_n.con
\e[0;32mOK
\e[0m 0.01
22611 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_proof/mem_mem'.con
\e[0;32mOK
\e[0m 0.08
22612 cic:/Sophia-Antipolis/HARDWARE/ADDER/AdderProof/BV_full_adder_ok.con
\e[0;32mOK
\e[0m 0.32
22613 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Bounded_NN.con
\e[0;32mOK
\e[0m 0.01
22614 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Singletons_have_leq_1_elements.con
\e[0;32mOK
\e[0m 0.01
22615 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Total_th1.con
\e[0;31mFAIL
\e[0m
22616 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/a_pair_is_a_pair.con
\e[0;32mOK
\e[0m 0.01
22617 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/big_extensionality_Out.con
\e[0;31mFAIL
\e[0m
22618 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/distinct_Doubletons_have_geq_2_elements.con
\e[0;31mFAIL
\e[0m
22619 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th3_Out.con
\e[0;31mFAIL
\e[0m
22620 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ex_eq_symm.con
\e[0;32mOK
\e[0m 0.01
22621 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction2b_Out.con
\e[0;32mOK
\e[0m 0.01
22622 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/nothing_strictsub_Zero_Out.con
\e[0;32mOK
\e[0m 0.01
22623 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power1_Out2.con
\e[0;31mFAIL
\e[0m
22624 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power2_Out.con
\e[0;31mFAIL
\e[0m
22625 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_trans1_Out.con
\e[0;32mOK
\e[0m 0.01
22626 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/U_sub_V.var
\e[0;31mFAIL
\e[0m
22627 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th4_proof/step1.var
\e[0;31mFAIL
\e[0m
22628 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th3_proof/step1.var
\e[0;31mFAIL
\e[0m
22629 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th2_proof/step1.var
\e[0;31mFAIL
\e[0m
22630 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_next_proof/step5.var
\e[0;31mFAIL
\e[0m
22631 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2/step3.var
\e[0;32mOK
\e[0m 0.01
22632 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relations_in_cartesian_proof/step4.var
\e[0;32mOK
\e[0m 0.01
22633 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1/step5.var
\e[0;32mOK
\e[0m 0.01
22634 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power0/step1.var
\e[0;32mOK
\e[0m 0.01
22635 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/nothing_strictsub_Zero/step3.var
\e[0;32mOK
\e[0m 0.01
22636 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/naturals_main_induction3b/naturals_main_induction3bI/step3bI2.var
\e[0;32mOK
\e[0m 0.01
22637 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction2/naturals_main_induction2c/step2c4.var
\e[0;31mFAIL
\e[0m
22638 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/naturals_inductionA1/step1_1.var
\e[0;31mFAIL
\e[0m
22639 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/step3.var
\e[0;32mOK
\e[0m 0.01
22640 cic:/Sophia-Antipolis/Float/Zdivides/ZdividesZquotientInv.con
\e[0;32mOK
\e[0m 0.01
22641 cic:/Sophia-Antipolis/Float/Paux/PdivBound_correct3.con
\e[0;32mOK
\e[0m 0.03
22642 cic:/Sophia-Antipolis/Float/FroundProp/Fulp_zero.con
\e[0;32mOK
\e[0m 0.06
22643 cic:/Sophia-Antipolis/Float/FroundProp/RoundedModeProjectorIdem.con
\e[0;32mOK
\e[0m 0.02
22644 cic:/Sophia-Antipolis/Float/Fround/FnOddNEven.con
\e[0;32mOK
\e[0m 0.08
22645 cic:/Sophia-Antipolis/Float/Fodd/FnOddNEven.con
\e[0;32mOK
\e[0m 0.08
22646 cic:/Sophia-Antipolis/Float/Fnorm/FnormalNotZero.con
\e[0;32mOK
\e[0m 0.02
22647 cic:/Sophia-Antipolis/Float/FminOp/rClosestEvenPos.con
\e[0;32mOK
\e[0m 0.02
22648 cic:/Sophia-Antipolis/Float/FminOp/rFloor.con
\e[0;32mOK
\e[0m 0.01
22649 cic:/Sophia-Antipolis/Float/Fmin/mBFloat.con
\e[0;32mOK
\e[0m 0.01
22650 cic:/Sophia-Antipolis/Float/Faux/inject_nat_convert.con
\e[0;32mOK
\e[0m 0.03
22651 cic:/Sophia-Antipolis/Float/Closest/ClosestCompatible.con
\e[0;32mOK
\e[0m 0.72
22652 cic:/Sophia-Antipolis/Float/Closest/EvenClosest.con
\e[0;32mOK
\e[0m 0.01
22653 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Bottom_ind.con
\e[0;32mOK
\e[0m 0.01
22654 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Bottom_rec.con
\e[0;32mOK
\e[0m 0.01
22655 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Complete.ind
\e[0;32mOK
\e[0m 0.01
22656 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Conditionally_complete.ind
\e[0;32mOK
\e[0m 0.01
22657 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Directed_rect.con
\e[0;32mOK
\e[0m 0.02
22658 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Glb_rect.con
\e[0;32mOK
\e[0m 0.01
22659 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Lower_Bound_ind.con
\e[0;32mOK
\e[0m 0.01
22660 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Lower_Bound_rec.con
\e[0;32mOK
\e[0m 0.01
22661 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Lub_rect.con
\e[0;32mOK
\e[0m 0.01
22662 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Totally_ordered_ind.con
\e[0;32mOK
\e[0m 0.01
22663 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Totally_ordered_rec.con
\e[0;32mOK
\e[0m 0.01
22664 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Upper_Bound_ind.con
\e[0;32mOK
\e[0m 0.01
22665 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Upper_Bound_rec.con
\e[0;32mOK
\e[0m 0.01
22666 cic:/Sophia-Antipolis/Cours-de-Coq/Partial_order_facts/Compatible_is_reflexive.con
\e[0;32mOK
\e[0m 0.02
22667 cic:/Sophia-Antipolis/Cours-de-Coq/Partial_order_facts/Compatible_is_symmetric.con
\e[0;32mOK
\e[0m 0.03
22668 cic:/Sophia-Antipolis/Buchberger/Term/nzeroP_multTerm.con
\e[0;32mOK
\e[0m 0.01
22669 cic:/Sophia-Antipolis/Buchberger/Pspminus/divP_minusTerm_comp.con
\e[0;32mOK
\e[0m 0.04
22670 cic:/Sophia-Antipolis/Buchberger/Pspminus/rew_spminusf.con
\e[0;32mOK
\e[0m 0.10
22671 cic:/Sophia-Antipolis/Buchberger/Pspminus/sp_rew.con
\e[0;32mOK
\e[0m 0.11
22672 cic:/Sophia-Antipolis/Buchberger/Preduce/Incl_inp_inPolySet.con
\e[0;32mOK
\e[0m 0.04
22673 cic:/Sophia-Antipolis/Buchberger/Preduce/not_nil_in_polySet.con
\e[0;32mOK
\e[0m 0.02
22674 cic:/Sophia-Antipolis/Buchberger/Preduce/pick_inv_eqT.con
\e[0;32mOK
\e[0m 0.02
22675 cic:/Sophia-Antipolis/Buchberger/Preduce/reduce.ind
\e[0;32mOK
\e[0m 0.65
22676 cic:/Sophia-Antipolis/Buchberger/Preduce/reducehead.ind
\e[0;32mOK
\e[0m 0.65
22677 cic:/Sophia-Antipolis/Buchberger/Pplus/pO_pluspf_inv1.con
\e[0;32mOK
\e[0m 0.05
22678 cic:/Sophia-Antipolis/Buchberger/Pplus/pO_pluspf_inv2.con
\e[0;32mOK
\e[0m 0.04
22679 cic:/Sophia-Antipolis/Buchberger/Pplus/plusP_inv1.con
\e[0;32mOK
\e[0m 0.60
22680 cic:/Sophia-Antipolis/Buchberger/Pplus/plusP_inv2.con
\e[0;32mOK
\e[0m 0.40
22681 cic:/Sophia-Antipolis/Buchberger/Pplus/plusP_inv3a.con
\e[0;32mOK
\e[0m 0.36
22682 cic:/Sophia-Antipolis/Buchberger/Pplus/plusP_inv3b.con
\e[0;32mOK
\e[0m 0.41
22683 cic:/Sophia-Antipolis/Buchberger/Pminus/minusP_inv1.con
\e[0;32mOK
\e[0m 0.41
22684 cic:/Sophia-Antipolis/Buchberger/Pminus/minusP_inv2.con
\e[0;32mOK
\e[0m 0.42
22685 cic:/Sophia-Antipolis/Buchberger/Pminus/minusP_inv3a.con
\e[0;32mOK
\e[0m 0.35
22686 cic:/Sophia-Antipolis/Buchberger/Pminus/minusP_inv3b.con
\e[0;32mOK
\e[0m 0.39
22687 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_pO_is_eqP.con
\e[0;32mOK
\e[0m 0.01
22688 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_pO_refl_eq.con
\e[0;32mOK
\e[0m 0.03
22689 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_pOmults_eq.con
\e[0;32mOK
\e[0m 0.05
22690 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_refl.con
\e[0;32mOK
\e[0m 0.03
22691 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_refl_eq.con
\e[0;32mOK
\e[0m 0.03
22692 cic:/Sophia-Antipolis/Buchberger/Pcrit/Dmult.con
\e[0;32mOK
\e[0m 0.01
22693 cic:/Sophia-Antipolis/Buchberger/Pcomb/CombLinear_ind.con
\e[0;32mOK
\e[0m 0.35
22694 cic:/Sophia-Antipolis/Buchberger/POrder/olist_X.con
\e[0;32mOK
\e[0m 0.01
22695 cic:/Sophia-Antipolis/Buchberger/POrder/olist_ltT.con
\e[0;32mOK
\e[0m 0.06
22696 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_dec.con
\e[0;32mOK
\e[0m 0.04
22697 cic:/Sophia-Antipolis/Buchberger/Dickson/lem1.con
\e[0;32mOK
\e[0m 0.01
22698 cic:/Sophia-Antipolis/Buchberger/BuchAux/Cb.con
\e[0;32mOK
\e[0m 0.01
22699 cic:/Sophia-Antipolis/Buchberger/BuchAux/zerop_ddivp_ppc.con
\e[0;32mOK
\e[0m 0.10
22700 cic:/Sophia-Antipolis/Bertrand/Power/power_le_mono.con
\e[0;32mOK
\e[0m 0.02
22701 cic:/Sophia-Antipolis/Bertrand/Power/power_le_mono_inv.con
\e[0;32mOK
\e[0m 0.01
22702 cic:/Sophia-Antipolis/Bertrand/Partition/lt_mult_inv.con
\e[0;32mOK
\e[0m 0.02
22703 cic:/Sophia-Antipolis/Bertrand/Partition/make_partition_aux_correct.con
\e[0;32mOK
\e[0m 0.08
22704 cic:/Sophia-Antipolis/Bertrand/Misc/le_dec.con
\e[0;32mOK
\e[0m 0.01
22705 cic:/Sophia-Antipolis/Bertrand/Misc/le_dec1.con
\e[0;32mOK
\e[0m 0.01
22706 cic:/Sophia-Antipolis/Bertrand/Misc/max_such_prop.con
\e[0;32mOK
\e[0m 0.06
22707 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd'.con
\e[0;32mOK
\e[0m 0.01
22708 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_ex.con
\e[0;32mOK
\e[0m 0.02
22709 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_spec_uniq.con
\e[0;32mOK
\e[0m 0.05
22710 cic:/Sophia-Antipolis/Bertrand/Divides/mult_div_r.con
\e[0;32mOK
\e[0m 0.01
22711 cic:/Sophia-Antipolis/Bertrand/Div/div_mult_lt2.con
\e[0;32mOK
\e[0m 0.02
22712 cic:/Sophia-Antipolis/Bertrand/Div/divides_div.con
\e[0;32mOK
\e[0m 0.01
22713 cic:/Sophia-Antipolis/Bertrand/Div/lt_div_O.con
\e[0;32mOK
\e[0m 0.01
22714 cic:/Sophia-Antipolis/Angles/point_tangente/cocyclique.con
\e[0;32mOK
\e[0m 0.01
22715 cic:/Sophia-Antipolis/Angles/point_tangente/tangente_reciproque.con
\e[0;32mOK
\e[0m 0.05
22716 cic:/Sophia-Antipolis/Angles/point_tangente/unicite_circonscrit.con
\e[0;32mOK
\e[0m 0.21
22717 cic:/Sophia-Antipolis/Angles/point_napoleon/bissectrice_deux_isoceles.con
\e[0;32mOK
\e[0m 0.06
22718 cic:/Sophia-Antipolis/Angles/point_cocyclicite/cocyclique.con
\e[0;32mOK
\e[0m 0.02
22719 cic:/Sophia-Antipolis/Angles/point_cocyclicite/reciproque_cocyclique.con
\e[0;32mOK
\e[0m 0.18
22720 cic:/Sophia-Antipolis/Angles/point_cocyclicite/triangle_diametre.con
\e[0;32mOK
\e[0m 0.03
22721 cic:/Sophia-Antipolis/Angles/point_cocyclicite/triangle_rectangle.con
\e[0;32mOK
\e[0m 0.04
22722 cic:/Sophia-Antipolis/Angles/point_cocyclicite/unicite_circonscrit.con
\e[0;32mOK
\e[0m 0.23
22723 cic:/Sophia-Antipolis/Algebra/Z_group/ax8.con
\e[0;32mOK
\e[0m 0.01
22724 cic:/Sophia-Antipolis/Algebra/Sets/Map_compatible_prf.con
\e[0;32mOK
\e[0m 0.01
22725 cic:/Sophia-Antipolis/Algebra/Sets/Map_eq.con
\e[0;32mOK
\e[0m 0.01
22726 cic:/Sophia-Antipolis/Algebra/Sets/Map_ind.con
\e[0;32mOK
\e[0m 0.01
22727 cic:/Sophia-Antipolis/Algebra/Sets/Map_rec.con
\e[0;32mOK
\e[0m 0.01
22728 cic:/Sophia-Antipolis/Algebra/Sets/Rel_compatible_prf.con
\e[0;32mOK
\e[0m 0.01
22729 cic:/Sophia-Antipolis/Algebra/Sets/Relation_ind.con
\e[0;32mOK
\e[0m 0.01
22730 cic:/Sophia-Antipolis/Algebra/Sets/Relation_rec.con
\e[0;32mOK
\e[0m 0.01
22731 cic:/Sophia-Antipolis/Algebra/Sets/Sets1/Quotient1/R_equiv.var
\e[0;32mOK
\e[0m 0.01
22732 cic:/Sophia-Antipolis/Algebra/Parts/Pred_compatible_prf.con
\e[0;32mOK
\e[0m 0.01
22733 cic:/Sophia-Antipolis/Algebra/Parts/Predicate_ind.con
\e[0;32mOK
\e[0m 0.01
22734 cic:/Sophia-Antipolis/Algebra/Parts/Predicate_rec.con
\e[0;32mOK
\e[0m 0.01
22735 cic:/Sophia-Antipolis/Algebra/Parts/in_part.con
\e[0;32mOK
\e[0m 0.01
22736 cic:/Sophia-Antipolis/Algebra/Parts/subtype.ind
\e[0;32mOK
\e[0m 0.01
22737 cic:/Sophia-Antipolis/Algebra/Parts/subtype_image_set.con
\e[0;32mOK
\e[0m 0.01
22738 cic:/Sophia-Antipolis/Algebra/Group_util/eunitgenlawl.con
\e[0;32mOK
\e[0m 0.03
22739 cic:/Sophia-Antipolis/Algebra/Cartesian/cart.con
\e[0;32mOK
\e[0m 0.01
22740 cic:/Rocq/ZF/Plump/Ord_intro.con
\e[0;32mOK
\e[0m 0.02
22741 cic:/Rocq/ZF/Plump/plump.con
\e[0;32mOK
\e[0m 0.03
22742 cic:/Rocq/ZF/Ordinal_theory/INC_IN_Vee_Succ.con
\e[0;32mOK
\e[0m 0.03
22743 cic:/Rocq/ZF/Ordinal_theory/IN_Vee_Succ.con
\e[0;32mOK
\e[0m 0.02
22744 cic:/Rocq/ZF/Ordinal_theory/mon_Vee.con
\e[0;32mOK
\e[0m 0.01
22745 cic:/Rocq/TreeAutomata/union/u_conv0_r.con
\e[0;31mFAIL
\e[0m
22746 cic:/Rocq/TreeAutomata/union/u_conv1_r.con
\e[0;31mFAIL
\e[0m
22747 cic:/Rocq/TreeAutomata/union/union.con
\e[0;32mOK
\e[0m 0.01
22748 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_r_2.con
\e[0;32mOK
\e[0m 0.12
22749 cic:/Rocq/TreeAutomata/states_kill_empty/kill_empty_states_lazy_eg_kill_empty_states.con
\e[0;32mOK
\e[0m 0.01
22750 cic:/Rocq/TreeAutomata/states_kill_correct/kill_empty_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.06
22751 cic:/Rocq/TreeAutomata/states_kill_correct/preDTA_kill_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.02
22752 cic:/Rocq/TreeAutomata/signature/pl_tl_length_rec_6.con
\e[0;32mOK
\e[0m 0.01
22753 cic:/Rocq/TreeAutomata/signature/predta_compatible_compat_1.con
\e[0;32mOK
\e[0m 0.04
22754 cic:/Rocq/TreeAutomata/refcorrect/dta_ref_ok_check_complete.con
\e[0;32mOK
\e[0m 0.01
22755 cic:/Rocq/TreeAutomata/refcorrect/dta_ref_ok_check_correct.con
\e[0;32mOK
\e[0m 0.01
22756 cic:/Rocq/TreeAutomata/non_coacc_kill/dta_kill_non_coacc.con
\e[0;32mOK
\e[0m 0.01
22757 cic:/Rocq/TreeAutomata/non_coacc_kill/dta_kill_non_coacc_lazy.con
\e[0;32mOK
\e[0m 0.01
22758 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_def_0.con
\e[0;32mOK
\e[0m 0.01
22759 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_7.con
\e[0;31mFAIL
\e[0m
22760 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_nonco_kill_def_0.con
\e[0;32mOK
\e[0m 0.01
22761 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_nonco_kill_def_1.con
\e[0;32mOK
\e[0m 0.01
22762 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_nonco_kill_def_2.con
\e[0;32mOK
\e[0m 0.01
22763 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_ult_const_4.con
\e[0;32mOK
\e[0m 0.01
22764 cic:/Rocq/TreeAutomata/lattice_fixpoint/lattice_bounded_8.con
\e[0;32mOK
\e[0m 0.05
22765 cic:/Rocq/TreeAutomata/inter_correct/pl_produit_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.01
22766 cic:/Rocq/TreeAutomata/inter_correct/st_produit_l_correct_wrt_sign_invar_with_offset.con
\e[0;32mOK
\e[0m 0.58
22767 cic:/Rocq/TreeAutomata/inter_correct/st_produit_r_correct_wrt_sign_invar_with_offset.con
\e[0;32mOK
\e[0m 0.50
22768 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_2.con
\e[0;32mOK
\e[0m 0.01
22769 cic:/Rocq/TreeAutomata/inter/pl_produit_path_incl_4.con
\e[0;32mOK
\e[0m 0.01
22770 cic:/Rocq/TreeAutomata/inter/predta_produit_0_3.con
\e[0;32mOK
\e[0m 0.01
22771 cic:/Rocq/TreeAutomata/inter/predta_produit_1_3.con
\e[0;32mOK
\e[0m 0.01
22772 cic:/Rocq/TreeAutomata/inter/predta_produit_3.con
\e[0;32mOK
\e[0m 0.02
22773 cic:/Rocq/TreeAutomata/inter/predta_produit_3_3.con
\e[0;32mOK
\e[0m 0.01
22774 cic:/Rocq/TreeAutomata/inter/predta_produit_4.con
\e[0;32mOK
\e[0m 0.02
22775 cic:/Rocq/TreeAutomata/inter/predta_produit_4_3.con
\e[0;32mOK
\e[0m 0.01
22776 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_7.con
\e[0;31mFAIL
\e[0m
22777 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_d.con
\e[0;31mFAIL
\e[0m
22778 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_r.con
\e[0;32mOK
\e[0m 0.01
22779 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_0_contain_coacc_ads.con
\e[0;32mOK
\e[0m 0.22
22780 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_contain_coacc_ads_1.con
\e[0;32mOK
\e[0m 0.09
22781 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_def_ok.con
\e[0;32mOK
\e[0m 0.01
22782 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_increasing.con
\e[0;32mOK
\e[0m 0.01
22783 cic:/Rocq/TreeAutomata/bases/le_mult_mult.con
\e[0;32mOK
\e[0m 0.01
22784 cic:/Rocq/THREE_GAP/tools/tech_total_order.con
\e[0;32mOK
\e[0m 0.01
22785 cic:/Rocq/SUBST/terminaison_SL/lexfg_comp_l.con
\e[0;32mOK
\e[0m 0.07
22786 cic:/Rocq/SUBST/terminaison_SL/lexfg_comp_r.con
\e[0;32mOK
\e[0m 0.07
22787 cic:/Rocq/SUBST/terminaison_SL/lexfg_env_s.con
\e[0;32mOK
\e[0m 0.07
22788 cic:/Rocq/SUBST/terminaison_SL/lexfg_env_t.con
\e[0;32mOK
\e[0m 0.07
22789 cic:/Rocq/SUBST/resoudPC_SL/PC_fvarlift2_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
22790 cic:/Rocq/SUBST/resoudPC_SL/PC_lift2_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
22791 cic:/Rocq/SUBST/resoudPC_SL/PC_rvarlift2_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
22792 cic:/Rocq/SUBST/resoudPC_SL/PC_shiftlift2_ctxt_r.con
\e[0;32mOK
\e[0m 0.02
22793 cic:/Rocq/SUBST/resoudPC_SL/PC_varshift2_ctxt_r'.con
\e[0;32mOK
\e[0m 0.02
22794 cic:/Rocq/SUBST/determinePC_SL/case_SL_lift1.con
\e[0;32mOK
\e[0m 0.02
22795 cic:/Rocq/SUBST/determinePC_SL/case_SL_lift2.con
\e[0;32mOK
\e[0m 0.03
22796 cic:/Rocq/SUBST/determinePC_SL/case_SL_liftenv.con
\e[0;32mOK
\e[0m 0.03
22797 cic:/Rocq/SUBST/determinePC_SL/case_SL_shiflift1.con
\e[0;32mOK
\e[0m 0.02
22798 cic:/Rocq/SUBST/determinePC_SL/case_SL_shiflift2.con
\e[0;32mOK
\e[0m 0.03
22799 cic:/Rocq/SUBST/determinePC_SL/case_SL_shiftcons.con
\e[0;32mOK
\e[0m 0.02
22800 cic:/Rocq/SUBST/conf_local_SL/local_app.con
\e[0;32mOK
\e[0m 0.03
22801 cic:/Rocq/SUBST/conf_local_SL/local_assenv.con
\e[0;32mOK
\e[0m 0.02
22802 cic:/Rocq/SUBST/conf_local_SL/local_clos.con
\e[0;32mOK
\e[0m 0.02
22803 cic:/Rocq/SUBST/conf_local_SL/local_fvarcons.con
\e[0;32mOK
\e[0m 0.02
22804 cic:/Rocq/SUBST/conf_local_SL/local_fvarlift1.con
\e[0;32mOK
\e[0m 0.02
22805 cic:/Rocq/SUBST/conf_local_SL/local_id.con
\e[0;32mOK
\e[0m 0.02
22806 cic:/Rocq/SUBST/conf_local_SL/local_idl.con
\e[0;32mOK
\e[0m 0.32
22807 cic:/Rocq/SUBST/conf_local_SL/local_idr.con
\e[0;32mOK
\e[0m 0.16
22808 cic:/Rocq/SUBST/conf_local_SL/local_lambda.con
\e[0;32mOK
\e[0m 0.02
22809 cic:/Rocq/SUBST/conf_local_SL/local_liftid.con
\e[0;32mOK
\e[0m 0.02
22810 cic:/Rocq/SUBST/conf_local_SL/local_mapenv.con
\e[0;32mOK
\e[0m 0.02
22811 cic:/Rocq/SUBST/conf_local_SL/local_rvarcons.con
\e[0;32mOK
\e[0m 0.02
22812 cic:/Rocq/SUBST/conf_local_SL/local_rvarlift1.con
\e[0;32mOK
\e[0m 0.02
22813 cic:/Rocq/SUBST/conf_local_SL/local_varshift1.con
\e[0;32mOK
\e[0m 0.01
22814 cic:/Rocq/SUBST/comparith/gt_mult_l.con
\e[0;32mOK
\e[0m 0.01
22815 cic:/Rocq/SUBST/commutation/case_SLstar_lambda.con
\e[0;32mOK
\e[0m 0.01
22816 cic:/Rocq/SUBST/commutation/commut_systemSL.con
\e[0;32mOK
\e[0m 0.02
22817 cic:/Rocq/SUBST/SLstar_bpar_SLstar/slbpsl_inclus_relLSLstar.con
\e[0;32mOK
\e[0m 0.01
22818 cic:/Rocq/SUBST/Pol2/P2_app.con
\e[0;32mOK
\e[0m 0.03
22819 cic:/Rocq/SUBST/Pol2/P2_assenv.con
\e[0;32mOK
\e[0m 0.02
22820 cic:/Rocq/SUBST/Pol2/P2_clos.con
\e[0;32mOK
\e[0m 0.02
22821 cic:/Rocq/SUBST/Pol2/P2_fvarcons.con
\e[0;32mOK
\e[0m 0.02
22822 cic:/Rocq/SUBST/Pol2/P2_fvarlift1.con
\e[0;32mOK
\e[0m 0.02
22823 cic:/Rocq/SUBST/Pol2/P2_fvarlift2.con
\e[0;32mOK
\e[0m 0.03
22824 cic:/Rocq/SUBST/Pol2/P2_lift2.con
\e[0;32mOK
\e[0m 0.05
22825 cic:/Rocq/SUBST/Pol2/P2_mapenv.con
\e[0;32mOK
\e[0m 0.03
22826 cic:/Rocq/SUBST/Pol2/P2_rvarcons.con
\e[0;32mOK
\e[0m 0.02
22827 cic:/Rocq/SUBST/Pol2/P2_rvarlift1.con
\e[0;32mOK
\e[0m 0.03
22828 cic:/Rocq/SUBST/Pol2/P2_shiftcons.con
\e[0;32mOK
\e[0m 0.01
22829 cic:/Rocq/SUBST/Pol2/P2_shiftlift1.con
\e[0;32mOK
\e[0m 0.02
22830 cic:/Rocq/SUBST/Pol1/P1_fvarcons.con
\e[0;32mOK
\e[0m 0.01
22831 cic:/Rocq/SUBST/Pol1/P1_idl.con
\e[0;32mOK
\e[0m 0.01
22832 cic:/Rocq/SUBST/Pol1/P1_shiftcons.con
\e[0;32mOK
\e[0m 0.02
22833 cic:/Rocq/SCHROEDER/Schroeder/h_bij.con
\e[0;32mOK
\e[0m 0.01
22834 cic:/Rocq/PARADOXES/Reynolds1/lemma_teta.con
\e[0;32mOK
\e[0m 0.03
22835 cic:/Rocq/PARADOXES/Reynolds1/x0.con
\e[0;32mOK
\e[0m 0.01
22836 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fnf1.con
\e[0;32mOK
\e[0m 0.09
22837 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fntt2.con
\e[0;32mOK
\e[0m 0.09
22838 cic:/Rocq/LAMBDA/Terms/subst_rec.con
\e[0;32mOK
\e[0m 0.01
22839 cic:/Rocq/LAMBDA/Substitution/lift1.con
\e[0;32mOK
\e[0m 0.08
22840 cic:/Rocq/LAMBDA/Substitution/lift_lift.con
\e[0;32mOK
\e[0m 0.01
22841 cic:/Rocq/LAMBDA/Substitution/lift_rec_lift.con
\e[0;32mOK
\e[0m 0.01
22842 cic:/Rocq/LAMBDA/Substitution/subst_rec_r.con
\e[0;32mOK
\e[0m 0.01
22843 cic:/Rocq/HIGMAN/Higman/Exifx.con
\e[0;32mOK
\e[0m 0.02
22844 cic:/Rocq/HIGMAN/Higman/UniMin1.con
\e[0;32mOK
\e[0m 0.02
22845 cic:/Rocq/HIGMAN/Higman/Xn_in_Xa.con
\e[0;32mOK
\e[0m 0.01
22846 cic:/Rocq/HIGMAN/Higman/g_grows.con
\e[0;32mOK
\e[0m 0.01
22847 cic:/Rocq/HIGMAN/Higman/wfi_ltl.con
\e[0;32mOK
\e[0m 0.01
22848 cic:/Rocq/GRAPHS/zcgraph/ZCG_solve.con
\e[0;32mOK
\e[0m 0.01
22849 cic:/Rocq/GRAPHS/cgraph/CG_circuit_correct.con
\e[0;32mOK
\e[0m 0.01
22850 cic:/Rocq/GRAPHS/cgraph/CG_prove.con
\e[0;32mOK
\e[0m 0.01
22851 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_dist_1_correct_2.con
\e[0;32mOK
\e[0m 0.01
22852 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_naive_search_correct.con
\e[0;32mOK
\e[0m 0.01
22853 cic:/Rocq/COC/Types/sub_in_env_ind.con
\e[0;32mOK
\e[0m 0.01
22854 cic:/Rocq/COC/Termes/lift_ref_ge.con
\e[0;32mOK
\e[0m 0.01
22855 cic:/Rocq/COC/Termes/lift_ref_lt.con
\e[0;32mOK
\e[0m 0.01
22856 cic:/Rocq/COC/Termes/par_red1.ind
\e[0;32mOK
\e[0m 0.03
22857 cic:/Rocq/COC/Termes/red1.ind
\e[0;32mOK
\e[0m 0.03
22858 cic:/Rocq/COC/Termes/subst_ref_gt.con
\e[0;32mOK
\e[0m 0.03
22859 cic:/Rocq/COC/Termes/subst_ref_lt.con
\e[0;32mOK
\e[0m 0.03
22860 cic:/Rocq/COC/Ered/Epar_red1.ind
\e[0;32mOK
\e[0m 0.03
22861 cic:/Rocq/COC/Ered/Ered1.ind
\e[0;32mOK
\e[0m 0.03
22862 cic:/Rocq/COC/Conv_Dec/norm_body.con
\e[0;32mOK
\e[0m 0.01
22863 cic:/Rocq/ARITH/Chinese/Zrec/Zrec3.con
\e[0;32mOK
\e[0m 0.03
22864 cic:/Rocq/ARITH/Chinese/Zmult/inversibleZ.con
\e[0;32mOK
\e[0m 0.06
22865 cic:/Rocq/ARITH/Chinese/Zmult/mult_predZ_r.con
\e[0;32mOK
\e[0m 0.05
22866 cic:/Rocq/ARITH/Chinese/Zmult/mult_succZ_r.con
\e[0;32mOK
\e[0m 0.05
22867 cic:/Rocq/ARITH/Chinese/Zmult/tech_div2.con
\e[0;32mOK
\e[0m 0.02
22868 cic:/Rocq/ARITH/Chinese/Zmult/tech_integ_negZ.con
\e[0;32mOK
\e[0m 0.02
22869 cic:/Rocq/ARITH/Chinese/Zmult/tech_integ_posZ.con
\e[0;32mOK
\e[0m 0.02
22870 cic:/Rocq/ARITH/Chinese/Zgcd/P.con
\e[0;32mOK
\e[0m 0.01
22871 cic:/Rocq/ARITH/Chinese/Zgcd/divide_selfZ.con
\e[0;32mOK
\e[0m 0.02
22872 cic:/Rocq/ARITH/Chinese/Zgcd/positive_is_gcdZ.con
\e[0;32mOK
\e[0m 0.01
22873 cic:/Rocq/ARITH/Chinese/Zdiv/diveuclZ_ind.con
\e[0;32mOK
\e[0m 0.01
22874 cic:/Rocq/ARITH/Chinese/Zdiv/diveuclZ_rec.con
\e[0;32mOK
\e[0m 0.01
22875 cic:/Rocq/ARITH/Chinese/Zadd/tech_add_neg_posZ.con
\e[0;32mOK
\e[0m 0.01
22876 cic:/Rocq/ARITH/Chinese/Zadd/tech_add_pos_neg_posZ.con
\e[0;32mOK
\e[0m 0.02
22877 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/Pred.con
\e[0;32mOK
\e[0m 0.01
22878 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/Setoid_pred_rect.con
\e[0;32mOK
\e[0m 0.01
22879 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/sub_setoid/A.var
\e[0;32mOK
\e[0m 0.01
22880 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/restricted_map/P.var
\e[0;32mOK
\e[0m 0.01
22881 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/restricted_map/f.var
\e[0;32mOK
\e[0m 0.00
22882 cic:/Rocq/ALGEBRA/SETOID/SetoidPROD/Equal_Sprod_equiv.con
\e[0;32mOK
\e[0m 0.04
22883 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/Equal_Tlist_equiv.con
\e[0;32mOK
\e[0m 0.05
22884 cic:/Rocq/ALGEBRA/SETOID/Map2/Map2_map_law1.con
\e[0;32mOK
\e[0m 0.01
22885 cic:/Rocq/ALGEBRA/SETOID/Map/Ap.con
\e[0;32mOK
\e[0m 0.01
22886 cic:/Rocq/ALGEBRA/SETOID/Map/Id_map.con
\e[0;32mOK
\e[0m 0.01
22887 cic:/Rocq/ALGEBRA/SETOID/Map/Map_rect.con
\e[0;32mOK
\e[0m 0.01
22888 cic:/Rocq/ALGEBRA/SETOID/Map/mcomp/f.var
\e[0;32mOK
\e[0m 0.01
22889 cic:/Rocq/ALGEBRA/SETOID/Map/mcomp/g.var
\e[0;32mOK
\e[0m 0.00
22890 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/Ap''0.con
\e[0;32mOK
\e[0m 0.01
22891 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/Ap0''.con
\e[0;32mOK
\e[0m 0.01
22892 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/Map''0_rect.con
\e[0;32mOK
\e[0m 0.01
22893 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/Map0''_rect.con
\e[0;32mOK
\e[0m 0.01
22894 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Ap''.con
\e[0;32mOK
\e[0m 0.01
22895 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Map''_rect.con
\e[0;32mOK
\e[0m 0.01
22896 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Map2_map_law1''.con
\e[0;32mOK
\e[0m 0.01
22897 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Ap'.con
\e[0;32mOK
\e[0m 0.03
22898 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Map'_rect.con
\e[0;32mOK
\e[0m 0.04
22899 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Map2_map_law1'.con
\e[0;32mOK
\e[0m 0.01
22900 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunFreeMon/funfreemon_map_def/funfreemon_mor_def/f.var
\e[0;32mOK
\e[0m 0.01
22901 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Terminal/To_Single.con
\e[0;32mOK
\e[0m 0.01
22902 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/s_pulb_def/f.var
\e[0;32mOK
\e[0m 0.01
22903 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/s_pulb_def/g.var
\e[0;32mOK
\e[0m 0.00
22904 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/s_pulb_def/s_pulb_diese_def/t1.var
\e[0;32mOK
\e[0m 0.01
22905 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/s_pulb_def/s_pulb_diese_def/t2.var
\e[0;32mOK
\e[0m 0.00
22906 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/S_expo.con
\e[0;32mOK
\e[0m 0.01
22907 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/s_equaz_def/f.var
\e[0;32mOK
\e[0m 0.01
22908 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/s_equaz_def/s_equaz_diese_def/h.var
\e[0;32mOK
\e[0m 0.01
22909 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_BinProds/verif_prod/set_op_together_def/set_together_def/f.var
\e[0;32mOK
\e[0m 0.02
22910 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_BinProds/verif_prod/set_op_together_def/set_together_def/g.var
\e[0;32mOK
\e[0m 0.01
22911 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SETProperty/MapConst_map_law.con
\e[0;32mOK
\e[0m 0.01
22912 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SETProperty/set_epic_monic/f.var
\e[0;32mOK
\e[0m 0.01
22913 cic:/Paris/ZF/src/applications/lem_fun_part_dom.con
\e[0;32mOK
\e[0m 0.36
22914 cic:/Paris/ZF/src/applications/lem_fun_part_img.con
\e[0;32mOK
\e[0m 0.84
22915 cic:/Paris/ZF/src/applications/lem_fun_part_inv_dom.con
\e[0;32mOK
\e[0m 0.41
22916 cic:/Paris/ZF/src/applications/lem_fun_part_inv_img.con
\e[0;32mOK
\e[0m 0.11
22917 cic:/Paris/ZF/src/ZFrelations/equiv_comp.con
\e[0;32mOK
\e[0m 0.02
22918 cic:/Paris/ZF/src/ZFrelations/lem_equivClass_is_same.con
\e[0;32mOK
\e[0m 0.04
22919 cic:/Paris/ZF/src/ZFrelations/lem_sig_fun_equiv_is_equiv.con
\e[0;32mOK
\e[0m 0.78
22920 cic:/Paris/ZF/src/ZFrelations/projQuotient.con
\e[0;32mOK
\e[0m 0.32
22921 cic:/Orsay/QArith/QArith_base/Q_dec.con
\e[0;32mOK
\e[0m 0.02
22922 cic:/Orsay/ExactRealArithmetic/definition/inverse_reelc.con
\e[0;32mOK
\e[0m 0.02
22923 cic:/Orsay/ExactRealArithmetic/Rabsolu_complements/Rabsolu_not_eq.con
\e[0;32mOK
\e[0m 0.02
22924 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/msd_ax3.con
\e[0;32mOK
\e[0m 0.02
22925 cic:/Orsay/ExactRealArithmetic/Inverse/Zdiv_sup_opp.con
\e[0;32mOK
\e[0m 0.02
22926 cic:/Nijmegen/QArith/homographic_correctness/spec_positive_fraction_encoding1_positive_fraction_encoding.con
\e[0;32mOK
\e[0m 0.09
22927 cic:/Nijmegen/QArith/Zaux/NEG_neq_ZERO.con
\e[0;32mOK
\e[0m 0.02
22928 cic:/Nijmegen/QArith/Zaux/POS_neq_ZERO.con
\e[0;32mOK
\e[0m 0.01
22929 cic:/Nijmegen/QArith/Zaux/Zgt_not_eq.con
\e[0;32mOK
\e[0m 0.01
22930 cic:/Nijmegen/QArith/Zaux/Zsgn_11.con
\e[0;32mOK
\e[0m 0.02
22931 cic:/Nijmegen/QArith/Zaux/Zsgn_12.con
\e[0;32mOK
\e[0m 0.02
22932 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Qpositive2_as_well_ordering.con
\e[0;32mOK
\e[0m 0.01
22933 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_nonzero_inf.con
\e[0;32mOK
\e[0m 0.03
22934 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/top_more_informative.con
\e[0;32mOK
\e[0m 0.03
22935 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_sg_denom_nonzero_nonzero_3.con
\e[0;32mOK
\e[0m 0.02
22936 cic:/Nancy/FOUnify/term_unif/UnifRoot.con
\e[0;32mOK
\e[0m 0.04
22937 cic:/Nancy/FOUnify/term_unif/idempotent_Fondamental.con
\e[0;32mOK
\e[0m 0.03
22938 cic:/Nancy/FOUnify/term_unif/over_comp.con
\e[0;32mOK
\e[0m 0.03
22939 cic:/Nancy/FOUnify/term_unif/sym_Unification.con
\e[0;32mOK
\e[0m 0.03
22940 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/L_TERM_term_subst.con
\e[0;32mOK
\e[0m 0.03
22941 cic:/Muenchen/Higman/Higman2/prop3.con
\e[0;32mOK
\e[0m 0.03
22942 cic:/Muenchen/Higman/Higman/higman.con
\e[0;32mOK
\e[0m 0.02
22943 cic:/Montevideo/RailroadCrossing/railroad_crossing/Trivial13.con
\e[0;32mOK
\e[0m 0.02
22944 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_Inv9.con
\e[0;32mOK
\e[0m 0.25
22945 cic:/Montevideo/FSSecModel/unlink/unlink_ind.con
\e[0;32mOK
\e[0m 0.01
22946 cic:/Montevideo/FSSecModel/unlink/unlink_rec.con
\e[0;32mOK
\e[0m 0.01
22947 cic:/Montevideo/FSSecModel/rmdir/rmdir_ind.con
\e[0;32mOK
\e[0m 0.01
22948 cic:/Montevideo/FSSecModel/rmdir/rmdir_rec.con
\e[0;32mOK
\e[0m 0.01
22949 cic:/Montevideo/FSSecModel/owner_close/owner_close_ind.con
\e[0;32mOK
\e[0m 0.01
22950 cic:/Montevideo/FSSecModel/owner_close/owner_close_rec.con
\e[0;32mOK
\e[0m 0.01
22951 cic:/Montevideo/FSSecModel/mkdir/mkdir_rect.con
\e[0;32mOK
\e[0m 0.02
22952 cic:/Montevideo/FSSecModel/delUsrGrpFromAcl/delUsrGrpFromAcl_rect.con
\e[0;32mOK
\e[0m 0.02
22953 cic:/Montevideo/FSSecModel/create/create_rect.con
\e[0;32mOK
\e[0m 0.02
22954 cic:/Montevideo/FSSecModel/close/close_ind.con
\e[0;32mOK
\e[0m 0.01
22955 cic:/Montevideo/FSSecModel/close/close_rec.con
\e[0;32mOK
\e[0m 0.01
22956 cic:/Montevideo/FSSecModel/chown/chown_rect.con
\e[0;32mOK
\e[0m 0.01
22957 cic:/Montevideo/FSSecModel/chobjsc/chobjsc_ind.con
\e[0;32mOK
\e[0m 0.01
22958 cic:/Montevideo/FSSecModel/chobjsc/chobjsc_rec.con
\e[0;32mOK
\e[0m 0.01
22959 cic:/Montevideo/FSSecModel/chmod/chmod.ind
\e[0;32mOK
\e[0m 0.27
22960 cic:/Montevideo/FSSecModel/addUsrGrpToAcl/addUsrGrpToAcl_rect.con
\e[0;32mOK
\e[0m 0.02
22961 cic:/Montevideo/FSSecModel/ModelLemmas/InitialStateIsSecure.con
\e[0;32mOK
\e[0m 0.04
22962 cic:/Marseille/GC/safety/safety/always_sweep_no_grey.con
\e[0;32mOK
\e[0m 0.01
22963 cic:/Marseille/GC/safety/safety/inv_invariant_safety.con
\e[0;32mOK
\e[0m 0.03
22964 cic:/Marseille/GC/mesure/safe_card/invariant_conj_inv.con
\e[0;32mOK
\e[0m 0.02
22965 cic:/Marseille/GC/mesure/safe_card/invariant_inv_conj.con
\e[0;32mOK
\e[0m 0.03
22966 cic:/Marseille/GC/mesure/safe_card/invariant_inv_conj_mes.con
\e[0;32mOK
\e[0m 0.02
22967 cic:/Marseille/GC/mesure/safe_card/safe_card_black.con
\e[0;32mOK
\e[0m 0.01
22968 cic:/Marseille/GC/liveness/until_zero/none_or_one_decrease.con
\e[0;32mOK
\e[0m 0.02
22969 cic:/Marseille/GC/liveness/notfree_notacc/always_notfree_notacces_unless_isfree.con
\e[0;32mOK
\e[0m 0.06
22970 cic:/Marseille/GC/liveness/notacc_white_nogrey/white_notacc_nogrey_until_eventually_free.con
\e[0;32mOK
\e[0m 0.03
22971 cic:/Marseille/GC/liveness/notacc_white_ancestor/until_no_grey_without_reach.con
\e[0;32mOK
\e[0m 0.03
22972 cic:/Marseille/GC/liveness/notacc_init/until_no_measure_init.con
\e[0;32mOK
\e[0m 0.17
22973 cic:/Marseille/GC/liveness/notacc_black_nogrey/until_no_measure.con
\e[0;32mOK
\e[0m 0.07
22974 cic:/Marseille/GC/liveness/fairstr/fairstr_eventually.con
\e[0;32mOK
\e[0m 0.04
22975 cic:/Marseille/GC/liveness/fairstr/fairstr_eventually_tl.con
\e[0;32mOK
\e[0m 0.09
22976 cic:/Marseille/CCS/Trans_Sys/trans_obs_eq1.con
\e[0;31mFAIL
\e[0m
22977 cic:/Lyon/STREAMS/GfpStreams/Filter_specif_ind.con
\e[0;32mOK
\e[0m 0.02
22978 cic:/Lyon/STREAMS/GfpStreams/Filter_specif_rec.con
\e[0;32mOK
\e[0m 0.01
22979 cic:/Lyon/STREAMS/GfpStreams/P_nth_X_tail.con
\e[0;32mOK
\e[0m 0.02
22980 cic:/Lyon/STREAMS/GfpStreams/filter_specif_ind.con
\e[0;32mOK
\e[0m 0.01
22981 cic:/Lyon/STREAMS/GfpStreams/filter_specif_rec.con
\e[0;32mOK
\e[0m 0.01
22982 cic:/Lyon/STREAMS/Eratosthene/div_mod_O.con
\e[0;32mOK
\e[0m 0.02
22983 cic:/Lyon/PROCESSES/ABP/TRACES/Unique/Unique1.con
\e[0;31mFAIL
\e[0m
22984 cic:/Lyon/PROCESSES/ABP/TRACES/Evt/Evt1.con
\e[0;31mFAIL
\e[0m
22985 cic:/Lyon/GRAPHS-BASICS/Connected/Connected_path.con
\e[0;31mFAIL
\e[0m
22986 cic:/Lyon/GRAPHS-BASICS/Connected/E_not_eq_traversal_pendant.con
\e[0;31mFAIL
\e[0m
22987 cic:/Lyon/FIRING-SQUAD/vertical/Ht0_End2.con
\e[0;32mOK
\e[0m 0.01
22988 cic:/Lyon/FIRING-SQUAD/trapeze/G22.con
\e[0;32mOK
\e[0m 0.04
22989 cic:/Lyon/FIRING-SQUAD/sommet/R5.con
\e[0;32mOK
\e[0m 0.01
22990 cic:/Lyon/FIRING-SQUAD/reflection/A_ZCB.con
\e[0;32mOK
\e[0m 0.05
22991 cic:/Lyon/FIRING-SQUAD/reflection/B_UA.con
\e[0;32mOK
\e[0m 0.03
22992 cic:/Lyon/FIRING-SQUAD/reflection/C_UAB.con
\e[0;32mOK
\e[0m 0.06
22993 cic:/Lyon/FIRING-SQUAD/reflection/ZCB_GLC.con
\e[0;32mOK
\e[0m 0.04
22994 cic:/Lyon/FIRING-SQUAD/geom/hor_deux.con
\e[0;32mOK
\e[0m 0.01
22995 cic:/Lyon/FIRING-SQUAD/geom/hor_trois.con
\e[0;32mOK
\e[0m 0.02
22996 cic:/Lyon/FIRING-SQUAD/geom/hor_un.con
\e[0;32mOK
\e[0m 0.01
22997 cic:/Lyon/FIRING-SQUAD/geom/rec_vert.con
\e[0;31mFAIL
\e[0m
22998 cic:/Lyon/FIRING-SQUAD/geom/vert_deux.con
\e[0;32mOK
\e[0m 0.01
22999 cic:/Lyon/FIRING-SQUAD/geom/vert_trois.con
\e[0;32mOK
\e[0m 0.02
23000 cic:/Lyon/FIRING-SQUAD/geom/vert_un.con
\e[0;32mOK
\e[0m 0.01
23001 cic:/Lyon/FIRING-SQUAD/bord/cinq_end.ind
\e[0;32mOK
\e[0m 0.13
23002 cic:/Lyon/FIRING-SQUAD/bord/deux_end_ind.con
\e[0;32mOK
\e[0m 0.01
23003 cic:/Lyon/FIRING-SQUAD/bord/deux_end_rec.con
\e[0;32mOK
\e[0m 0.01
23004 cic:/Lyon/FIRING-SQUAD/bord/quatre_end.ind
\e[0;32mOK
\e[0m 0.65
23005 cic:/Lyon/FIRING-SQUAD/bord/trois_end_rect.con
\e[0;32mOK
\e[0m 0.01
23006 cic:/Lyon/FIRING-SQUAD/bord/un_GG.con
\e[0;32mOK
\e[0m 0.01
23007 cic:/Lyon/FIRING-SQUAD/bord/un_deux.con
\e[0;32mOK
\e[0m 0.01
23008 cic:/Lyon/FIRING-SQUAD/bib/lt_triple.con
\e[0;32mOK
\e[0m 0.01
23009 cic:/Lyon/FIRING-SQUAD/bib/trois_fois_un.con
\e[0;32mOK
\e[0m 0.01
23010 cic:/Lyon/FIRING-SQUAD/basic/A_A.con
\e[0;32mOK
\e[0m 0.09
23011 cic:/Lyon/FIRING-SQUAD/basic/A_B.con
\e[0;32mOK
\e[0m 0.06
23012 cic:/Lyon/FIRING-SQUAD/basic/B_B.con
\e[0;32mOK
\e[0m 0.09
23013 cic:/Lyon/FIRING-SQUAD/basic/B_C.con
\e[0;32mOK
\e[0m 0.06
23014 cic:/Lyon/FIRING-SQUAD/basic/C_A.con
\e[0;32mOK
\e[0m 0.08
23015 cic:/Lyon/FIRING-SQUAD/basic/C_C.con
\e[0;32mOK
\e[0m 0.14
23016 cic:/Lyon/FIRING-SQUAD/algo/nth_next_line_accum_milieu.con
\e[0;32mOK
\e[0m 0.13
23017 cic:/Lyon/CIRCUITS/Streams/All_Q_Nth.con
\e[0;32mOK
\e[0m 0.01
23018 cic:/Lyon/CIRCUITS/Multiplier/InvM'.con
\e[0;32mOK
\e[0m 0.01
23019 cic:/Lyon/CIRCUITS/Multiplier/InvM.con
\e[0;32mOK
\e[0m 0.01
23020 cic:/Lyon/CIRCUITS/Multiplier/Q'.con
\e[0;32mOK
\e[0m 0.01
23021 cic:/Lyon/CIRCUITS/Multiplier/Q.con
\e[0;32mOK
\e[0m 0.01
23022 cic:/Lyon/CIRCUITS/Multiplier/cst_TI_is_stable.con
\e[0;32mOK
\e[0m 0.01
23023 cic:/Lyon/CIRCUITS/Multiplier/stable_O.con
\e[0;32mOK
\e[0m 0.01
23024 cic:/Lyon/CIRCUITS/Multiplier/stable_S.con
\e[0;32mOK
\e[0m 0.02
23025 cic:/Lyon/CIRCUITS/Multiplier/stable_Sn.con
\e[0;32mOK
\e[0m 0.02
23026 cic:/Lyon/CIRCUITS/Circ/inv_aux_stable.con
\e[0;32mOK
\e[0m 0.05
23027 cic:/Lyon/AUTOMATA/gram_aut/Derive_P_A_2_imp_Der_P_A_2_cons.con
\e[0;32mOK
\e[0m 0.02
23028 cic:/Lyon/AUTOMATA/gram_aut/Derivestar_P_A_imp_Derivestar_P_A_2.con
\e[0;32mOK
\e[0m 0.02
23029 cic:/Lyon/AUTOMATA/gram_aut/Derivestar_imp_Derivestar_P_A.con
\e[0;32mOK
\e[0m 0.01
23030 cic:/Lyon/AUTOMATA/gram5/Grammaire1'.con
\e[0;32mOK
\e[0m 0.05
23031 cic:/Lyon/AUTOMATA/gram5/Grammaire2'.con
\e[0;32mOK
\e[0m 0.05
23032 cic:/Lyon/AUTOMATA/gram5/gram5/Gim.var
\e[0;32mOK
\e[0m 0.01
23033 cic:/Lyon/AUTOMATA/gram4/Gunion_disj_Derivestar.con
\e[0;32mOK
\e[0m 0.02
23034 cic:/Lyon/AUTOMATA/gram4/Gunion_disj_Derivestar2.con
\e[0;32mOK
\e[0m 0.02
23035 cic:/Lyon/AUTOMATA/gram3/weinvf_wef.con
\e[0;32mOK
\e[0m 0.01
23036 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Gim3'.var
\e[0;32mOK
\e[0m 0.01
23037 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Vim'.var
\e[0;32mOK
\e[0m 0.01
23038 cic:/Lyon/AUTOMATA/gram2/Derivestar_image.con
\e[0;32mOK
\e[0m 0.02
23039 cic:/Lyon/AUTOMATA/gram2/Gunion_Derivestar.con
\e[0;32mOK
\e[0m 0.02
23040 cic:/Lyon/AUTOMATA/gram2/Id_image_G.con
\e[0;32mOK
\e[0m 0.03
23041 cic:/Lyon/AUTOMATA/Reg/reconnaitA_reconnait.con
\e[0;32mOK
\e[0m 0.15
23042 cic:/Lyon/AUTOMATA/RatReg/lword_is_reg.con
\e[0;32mOK
\e[0m 0.03
23043 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/L_TERM_term_subst.con
\e[0;32mOK
\e[0m 0.03
23044 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unif_elim.con
\e[0;32mOK
\e[0m 0.02
23045 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unif_fail.con
\e[0;32mOK
\e[0m 0.01
23046 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unif_succeed.con
\e[0;32mOK
\e[0m 0.02
23047 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unification_or_fail_ind.con
\e[0;32mOK
\e[0m 0.01
23048 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unification_or_fail_rec.con
\e[0;32mOK
\e[0m 0.01
23049 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/idempotent_Fondamental.con
\e[0;32mOK
\e[0m 0.03
23050 cic:/Lannion/continuations/FOUnify_cps/deb_term_unif/over_comp.con
\e[0;32mOK
\e[0m 0.03
23051 cic:/Eindhoven/POCKLINGTON/lemmas/simpl_eq_mult_l.con
\e[0;32mOK
\e[0m 0.01
23052 cic:/Eindhoven/POCKLINGTON/fermat/permmod_cons_extend.con
\e[0;32mOK
\e[0m 0.02
23053 cic:/Eindhoven/POCKLINGTON/fermat/permmod_drop_cons.con
\e[0;32mOK
\e[0m 0.02
23054 cic:/Eindhoven/POCKLINGTON/dec/gedec.con
\e[0;32mOK
\e[0m 0.01
23055 cic:/Eindhoven/POCKLINGTON/dec/ltdec.con
\e[0;32mOK
\e[0m 0.01
23056 cic:/Coq/romega/ReflOmegaCore/Tmult_sym_stable.con
\e[0;32mOK
\e[0m 0.02
23057 cic:/Coq/romega/ReflOmegaCore/append_goal.con
\e[0;32mOK
\e[0m 0.02
23058 cic:/Coq/romega/ReflOmegaCore/append_valid.con
\e[0;32mOK
\e[0m 0.02
23059 cic:/Coq/romega/ReflOmegaCore/apply_oper_1_valid.con
\e[0;32mOK
\e[0m 0.02
23060 cic:/Coq/romega/ReflOmegaCore/apply_oper_2_valid.con
\e[0;32mOK
\e[0m 0.02
23061 cic:/Coq/romega/ReflOmegaCore/constant_neg_valid.con
\e[0;32mOK
\e[0m 0.05
23062 cic:/Coq/romega/ReflOmegaCore/constant_not_nul_valid.con
\e[0;32mOK
\e[0m 0.05
23063 cic:/Coq/romega/ReflOmegaCore/constant_nul_valid.con
\e[0;32mOK
\e[0m 0.05
23064 cic:/Coq/romega/ReflOmegaCore/decompose_solve.con
\e[0;32mOK
\e[0m 0.02
23065 cic:/Coq/romega/ReflOmegaCore/do_normalize_list.con
\e[0;32mOK
\e[0m 0.01
23066 cic:/Coq/romega/ReflOmegaCore/interp_full_false.con
\e[0;32mOK
\e[0m 0.02
23067 cic:/Coq/romega/ReflOmegaCore/list_goal_to_hyps.con
\e[0;32mOK
\e[0m 0.02
23068 cic:/Coq/romega/ReflOmegaCore/list_hyps_to_goal.con
\e[0;32mOK
\e[0m 0.02
23069 cic:/Coq/romega/ReflOmegaCore/map_cons_val.con
\e[0;32mOK
\e[0m 0.02
23070 cic:/Coq/romega/ReflOmegaCore/negate_contradict_valid.con
\e[0;32mOK
\e[0m 0.15
23071 cic:/Coq/romega/ReflOmegaCore/normalize_hyps.con
\e[0;32mOK
\e[0m 0.01
23072 cic:/Coq/romega/ReflOmegaCore/valid_goal.con
\e[0;32mOK
\e[0m 0.01
23073 cic:/Coq/romega/ReflOmegaCore/valid_lhyps.con
\e[0;32mOK
\e[0m 0.01
23074 cic:/Coq/romega/ReflOmegaCore/valid_list_goal.con
\e[0;32mOK
\e[0m 0.01
23075 cic:/Coq/romega/ReflOmegaCore/valid_list_hyps.con
\e[0;32mOK
\e[0m 0.01
23076 cic:/Coq/ring/Setoid_ring_normalize/canonical_sum_prod_ok.con
\e[0;32mOK
\e[0m 0.07
23077 cic:/Coq/ring/Ring_normalize/canonical_sum_prod_ok.con
\e[0;32mOK
\e[0m 0.04
23078 cic:/Coq/ring/Ring_abstract/abstract_sum_prod_ok.con
\e[0;32mOK
\e[0m 0.05
23079 cic:/Coq/ring/Ring_abstract/signed_sum_prod_ok.con
\e[0;32mOK
\e[0m 0.05
23080 cic:/Coq/omega/OmegaLemmas/fast_Zmult_sym.con
\e[0;32mOK
\e[0m 0.01
23081 cic:/Coq/ZArith/Zpower/Zdiv_rest_correct1.con
\e[0;32mOK
\e[0m 0.05
23082 cic:/Coq/ZArith/Znat/inj_minus2.con
\e[0;32mOK
\e[0m 0.01
23083 cic:/Coq/ZArith/Znat/intro_Z.con
\e[0;32mOK
\e[0m 0.02
23084 cic:/Coq/ZArith/Zcompare/Zcompare_Gt_trans.con
\e[0;32mOK
\e[0m 0.06
23085 cic:/Coq/ZArith/Zcompare/weak_Zcompare_Zplus_compatible.con
\e[0;32mOK
\e[0m 0.28
23086 cic:/Coq/ZArith/Zabs/Zabs_Zsgn.con
\e[0;32mOK
\e[0m 0.02
23087 cic:/Coq/ZArith/Zabs/Zsgn_Zabs.con
\e[0;32mOK
\e[0m 0.02
23088 cic:/Coq/ZArith/Wf_Z/Z_of_nat_complete.con
\e[0;32mOK
\e[0m 0.02
23089 cic:/Coq/ZArith/Wf_Z/Z_of_nat_complete_inf.con
\e[0;32mOK
\e[0m 0.02
23090 cic:/Coq/ZArith/BinInt/Zind.con
\e[0;32mOK
\e[0m 0.01
23091 cic:/Coq/ZArith/BinInt/Zopp_eq_mult_neg_1.con
\e[0;32mOK
\e[0m 0.02
23092 cic:/Coq/ZArith/BinInt/Zopp_mult_distr_r.con
\e[0;32mOK
\e[0m 0.01
23093 cic:/Coq/ZArith/BinInt/weak_assoc.con
\e[0;32mOK
\e[0m 0.25
23094 cic:/Coq/Wellfounded/Lexicographic_Exponentiation/wf_lex_exp.con
\e[0;32mOK
\e[0m 0.16
23095 cic:/Coq/Sorting/Heap/treesort.con
\e[0;32mOK
\e[0m 0.03
23096 cic:/Coq/Sets/Powerset_Classical_facts/Singleton_atomic.con
\e[0;32mOK
\e[0m 0.02
23097 cic:/Coq/Sets/Powerset_Classical_facts/setcover_inv.con
\e[0;32mOK
\e[0m 0.04
23098 cic:/Coq/Sets/Powerset/Intersection_is_Glb.con
\e[0;32mOK
\e[0m 0.03
23099 cic:/Coq/Sets/Powerset/Union_is_Lub.con
\e[0;32mOK
\e[0m 0.03
23100 cic:/Coq/Sets/Integers/Integers_has_no_ub.con
\e[0;32mOK
\e[0m 0.01
23101 cic:/Coq/Sets/Integers/le_total_order.con
\e[0;32mOK
\e[0m 0.01
23102 cic:/Coq/Sets/Infinite_sets/approximants_grow'.con
\e[0;32mOK
\e[0m 0.02
23103 cic:/Coq/Sets/Finite_sets_facts/cardinal_is_functional.con
\e[0;32mOK
\e[0m 0.06
23104 cic:/Coq/Sets/Finite_sets_facts/incl_st_card_lt.con
\e[0;32mOK
\e[0m 0.05
23105 cic:/Coq/Sets/Cpo/Chain_cond.con
\e[0;32mOK
\e[0m 0.01
23106 cic:/Coq/Sets/Cpo/Chain_ind.con
\e[0;32mOK
\e[0m 0.01
23107 cic:/Coq/Sets/Cpo/Chain_rec.con
\e[0;32mOK
\e[0m 0.01
23108 cic:/Coq/Sets/Cpo/Complete_rect.con
\e[0;32mOK
\e[0m 0.01
23109 cic:/Coq/Sets/Cpo/Conditionally_complete_rect.con
\e[0;32mOK
\e[0m 0.01
23110 cic:/Coq/Sets/Cpo/Cpo.ind
\e[0;32mOK
\e[0m 0.00
23111 cic:/Coq/Sets/Cpo/Directed_ind.con
\e[0;32mOK
\e[0m 0.01
23112 cic:/Coq/Sets/Cpo/Directed_rec.con
\e[0;32mOK
\e[0m 0.01
23113 cic:/Coq/Sets/Cpo/Glb_ind.con
\e[0;32mOK
\e[0m 0.01
23114 cic:/Coq/Sets/Cpo/Glb_rec.con
\e[0;32mOK
\e[0m 0.01
23115 cic:/Coq/Sets/Cpo/Lub_ind.con
\e[0;32mOK
\e[0m 0.01
23116 cic:/Coq/Sets/Cpo/Lub_rec.con
\e[0;32mOK
\e[0m 0.01
23117 cic:/Coq/Reals/Rtopology/neighbourhood.con
\e[0;32mOK
\e[0m 0.01
23118 cic:/Coq/Reals/Rseries/Cauchy_crit.con
\e[0;32mOK
\e[0m 0.01
23119 cic:/Coq/Reals/Rseries/Un_cv.con
\e[0;32mOK
\e[0m 0.01
23120 cic:/Coq/Reals/Rlimit/adhDa.con
\e[0;32mOK
\e[0m 0.01
23121 cic:/Coq/Reals/RiemannInt_SF/IsStepFun.con
\e[0;32mOK
\e[0m 0.01
23122 cic:/Coq/Reals/RiemannInt_SF/StepFun_P12.con
\e[0;32mOK
\e[0m 0.13
23123 cic:/Coq/Reals/RiemannInt_SF/StepFun_P5.con
\e[0;32mOK
\e[0m 0.10
23124 cic:/Coq/Reals/Rfunctions/infinit_sum.con
\e[0;32mOK
\e[0m 0.01
23125 cic:/Coq/Reals/Ranalysis1/derivable_pt_abs.con
\e[0;32mOK
\e[0m 0.01
23126 cic:/Coq/Reals/RList/AbsList_P1.con
\e[0;32mOK
\e[0m 0.03
23127 cic:/Coq/Reals/RList/AbsList_P2.con
\e[0;32mOK
\e[0m 0.03
23128 cic:/Coq/Reals/RList/RList_P2.con
\e[0;32mOK
\e[0m 0.01
23129 cic:/Coq/Reals/PSeries_reg/CVU.con
\e[0;32mOK
\e[0m 0.01
23130 cic:/Coq/NArith/Pnat/Pcompare_minus_l.con
\e[0;32mOK
\e[0m 0.02
23131 cic:/Coq/NArith/Pnat/Pcompare_minus_r.con
\e[0;32mOK
\e[0m 0.02
23132 cic:/Coq/NArith/Pnat/Pmult_minus_distr_l.con
\e[0;32mOK
\e[0m 0.03
23133 cic:/Coq/NArith/BinPos/Pcase.con
\e[0;32mOK
\e[0m 0.01
23134 cic:/Coq/NArith/BinPos/Pmult_assoc.con
\e[0;32mOK
\e[0m 0.02
23135 cic:/Coq/NArith/BinNat/Nind.con
\e[0;32mOK
\e[0m 0.01
23136 cic:/Coq/NArith/BinNat/Nmult_plus_distr_r.con
\e[0;32mOK
\e[0m 0.02
23137 cic:/Coq/Logic/Diaconescu/AC.con
\e[0;32mOK
\e[0m 0.01
23138 cic:/Coq/IntMap/Mapsubset/MapDomRestr_disjoint.con
\e[0;32mOK
\e[0m 0.02
23139 cic:/Coq/IntMap/Mapsubset/MapSubset_2_imp.con
\e[0;32mOK
\e[0m 0.02
23140 cic:/Coq/IntMap/Mapsubset/MapSubset_DomRestrBy_l.con
\e[0;32mOK
\e[0m 0.02
23141 cic:/Coq/IntMap/Mapsubset/MapSubset_DomRestrBy_mono.con
\e[0;32mOK
\e[0m 0.03
23142 cic:/Coq/IntMap/Mapsubset/MapSubset_imp_2.con
\e[0;32mOK
\e[0m 0.02
23143 cic:/Coq/IntMap/Mapfold/MapFold_Put_disjoint_2.con
\e[0;32mOK
\e[0m 0.23
23144 cic:/Coq/IntMap/Mapaxioms/FSetInter_comm.con
\e[0;32mOK
\e[0m 0.01
23145 cic:/Coq/IntMap/Mapaxioms/MapDomRestrBy_ext_l.con
\e[0;32mOK
\e[0m 0.01
23146 cic:/Coq/IntMap/Mapaxioms/MapDomRestrBy_ext_r.con
\e[0;32mOK
\e[0m 0.01
23147 cic:/Coq/IntMap/Mapaxioms/MapDomRestrBy_m_m.con
\e[0;32mOK
\e[0m 0.01
23148 cic:/Coq/IntMap/Map/MapPut1_semantics.con
\e[0;32mOK
\e[0m 0.03
23149 cic:/Coq/IntMap/Map/MapPut_behind_new.con
\e[0;32mOK
\e[0m 0.05
23150 cic:/Coq/IntMap/Lsort/alist_sorted_1_imp_2.con
\e[0;32mOK
\e[0m 0.02
23151 cic:/Coq/IntMap/Fset/in_FSet_diff.con
\e[0;32mOK
\e[0m 0.01
23152 cic:/Coq/IntMap/Adist/ad_pdist_ultra.con
\e[0;32mOK
\e[0m 0.02
23153 cic:/Coq/IntMap/Adalloc/ad_le_double_mono.con
\e[0;32mOK
\e[0m 0.02
23154 cic:/Coq/IntMap/Adalloc/ad_le_double_mono_conv.con
\e[0;32mOK
\e[0m 0.01
23155 cic:/Coq/IntMap/Adalloc/ad_le_double_plus_un_mono.con
\e[0;32mOK
\e[0m 0.02
23156 cic:/Coq/IntMap/Adalloc/ad_le_double_plus_un_mono_conv.con
\e[0;32mOK
\e[0m 0.02
23157 cic:/Coq/IntMap/Adalloc/ad_of_nat_of_ad.con
\e[0;32mOK
\e[0m 0.01
23158 cic:/Coq/Arith/Wf_nat/well_founded_inv_lt_rel_compat.con
\e[0;32mOK
\e[0m 0.01
23159 cic:/Coq/Arith/Euclid/eucl_dev.con
\e[0;32mOK
\e[0m 0.02
23160 cic:/Coq/Arith/Euclid/modulo.con
\e[0;32mOK
\e[0m 0.03
23161 cic:/Coq/Arith/Euclid/quotient.con
\e[0;32mOK
\e[0m 0.03
23162 cic:/Coq/Arith/Compare_dec/dec_le.con
\e[0;32mOK
\e[0m 0.01
23163 cic:/CoRN/tactics/csetoid_rewrite/cspf_dom.con
\e[0;32mOK
\e[0m 0.01
23164 cic:/CoRN/tactics/csetoid_rewrite/part_set_exp.ind
\e[0;32mOK
\e[0m 0.01
23165 cic:/CoRN/tactics/csetoid_rewrite/tot_set_exp_rect.con
\e[0;32mOK
\e[0m 0.02
23166 cic:/CoRN/tactics/csetoid_rewrite/tse_int.con
\e[0;32mOK
\e[0m 0.01
23167 cic:/CoRN/tactics/AlgReflection/PP_mult.con
\e[0;32mOK
\e[0m 0.01
23168 cic:/CoRN/model/structures/Zsec/ONE_neq_O.con
\e[0;32mOK
\e[0m 0.01
23169 cic:/CoRN/model/structures/Qsec/Qmult_eq.con
\e[0;32mOK
\e[0m 0.02
23170 cic:/CoRN/model/setoids/Zsetoid/Z_as_CSetoid.con
\e[0;32mOK
\e[0m 0.01
23171 cic:/CoRN/model/setoids/Nsetoid/mult_as_bin_fun.con
\e[0;32mOK
\e[0m 0.01
23172 cic:/CoRN/model/setoids/Nsetoid/plus_is_bin_fun.con
\e[0;32mOK
\e[0m 0.01
23173 cic:/CoRN/model/setoids/Npossetoid/ONEpos.con
\e[0;32mOK
\e[0m 0.01
23174 cic:/CoRN/model/setoids/Npossetoid/TWOpos.con
\e[0;32mOK
\e[0m 0.01
23175 cic:/CoRN/model/Zmod/ZDivides/Zdivides_mult_rht.con
\e[0;32mOK
\e[0m 0.01
23176 cic:/CoRN/model/Zmod/ZBasics/Zgt_irref.con
\e[0;32mOK
\e[0m 0.01
23177 cic:/CoRN/devel/loeb/per/csetfun/ap_fun.con
\e[0;32mOK
\e[0m 0.01
23178 cic:/CoRN/devel/loeb/per/csetfun/eq_fun.con
\e[0;32mOK
\e[0m 0.01
23179 cic:/CoRN/devel/loeb/IDA/Ch6/ap_fm_cotransitive.con
\e[0;32mOK
\e[0m 0.08
23180 cic:/CoRN/devel/loeb/IDA/Ch6/ap_fm_irreflexive.con
\e[0;32mOK
\e[0m 0.02
23181 cic:/CoRN/devel/loeb/IDA/Ch6/ap_fm_symmetric.con
\e[0;32mOK
\e[0m 0.03
23182 cic:/CoRN/devel/loeb/IDA/Ch6/ap_fm_tight.con
\e[0;32mOK
\e[0m 0.08
23183 cic:/CoRN/algebra/CSetoids/CCSetoid_relation_ind.con
\e[0;32mOK
\e[0m 0.01
23184 cic:/CoRN/algebra/CSetoids/CCSetoid_relation_rec.con
\e[0;32mOK
\e[0m 0.01
23185 cic:/CoRN/algebra/CSetoids/CSetoid_bin_fun_ind.con
\e[0;32mOK
\e[0m 0.01
23186 cic:/CoRN/algebra/CSetoids/CSetoid_bin_fun_rec.con
\e[0;32mOK
\e[0m 0.01
23187 cic:/CoRN/algebra/CSetoids/CSetoid_fun_ind.con
\e[0;32mOK
\e[0m 0.01
23188 cic:/CoRN/algebra/CSetoids/CSetoid_fun_rec.con
\e[0;32mOK
\e[0m 0.01
23189 cic:/CoRN/algebra/CSetoids/CSetoid_predicate'_ind.con
\e[0;32mOK
\e[0m 0.01
23190 cic:/CoRN/algebra/CSetoids/CSetoid_predicate'_rec.con
\e[0;32mOK
\e[0m 0.01
23191 cic:/CoRN/algebra/CSetoids/CSetoid_predicate_ind.con
\e[0;32mOK
\e[0m 0.01
23192 cic:/CoRN/algebra/CSetoids/CSetoid_predicate_rec.con
\e[0;32mOK
\e[0m 0.01
23193 cic:/CoRN/algebra/CSetoids/CSetoid_relation_ind.con
\e[0;32mOK
\e[0m 0.01
23194 cic:/CoRN/algebra/CSetoids/CSetoid_relation_rec.con
\e[0;32mOK
\e[0m 0.01
23195 cic:/CoRN/algebra/CSetoids/Ccsr_strext.con
\e[0;32mOK
\e[0m 0.01
23196 cic:/CoRN/algebra/CSetoids/Const_CSetoid_fun.con
\e[0;32mOK
\e[0m 0.01
23197 cic:/CoRN/algebra/CSetoids/Crel_strext_imp_lftarg.con
\e[0;32mOK
\e[0m 0.03
23198 cic:/CoRN/algebra/CSetoids/Crel_strext_imp_rhtarg.con
\e[0;32mOK
\e[0m 0.03
23199 cic:/CoRN/algebra/CSetoids/ap_cotransitive_unfolded.con
\e[0;32mOK
\e[0m 0.01
23200 cic:/CoRN/algebra/CSetoids/ap_irreflexive_unfolded.con
\e[0;32mOK
\e[0m 4.34
23201 cic:/CoRN/algebra/CSetoids/ap_symmetric_unfolded.con
\e[0;32mOK
\e[0m 0.04
23202 cic:/CoRN/algebra/CSetoids/bin_op_bin_fun.con
\e[0;32mOK
\e[0m 0.01
23203 cic:/CoRN/algebra/CSetoids/csbf_strext.con
\e[0;32mOK
\e[0m 0.08
23204 cic:/CoRN/algebra/CSetoids/csf_strext.con
\e[0;32mOK
\e[0m 0.05
23205 cic:/CoRN/algebra/CSetoids/csp'_strext.con
\e[0;32mOK
\e[0m 0.01
23206 cic:/CoRN/algebra/CSetoids/csp_strext.con
\e[0;32mOK
\e[0m 0.01
23207 cic:/CoRN/algebra/CSetoids/csr_strext.con
\e[0;32mOK
\e[0m 0.01
23208 cic:/CoRN/algebra/CSetoids/csr_wdl.con
\e[0;32mOK
\e[0m 0.01
23209 cic:/CoRN/algebra/CSetoids/csr_wdr.con
\e[0;32mOK
\e[0m 0.01
23210 cic:/CoRN/algebra/CSetoids/eq_imp_not_ap.con
\e[0;32mOK
\e[0m 0.02
23211 cic:/CoRN/algebra/CSetoids/eq_reflexive.con
\e[0;32mOK
\e[0m 0.02
23212 cic:/CoRN/algebra/CSetoids/eq_symmetric.con
\e[0;32mOK
\e[0m 0.03
23213 cic:/CoRN/algebra/CSetoids/eq_transitive.con
\e[0;32mOK
\e[0m 0.05
23214 cic:/CoRN/algebra/CSetoids/id_un_op.con
\e[0;32mOK
\e[0m 0.01
23215 cic:/CoRN/algebra/CSetoids/not_ap_imp_eq.con
\e[0;32mOK
\e[0m 0.02
23216 cic:/CoRN/algebra/CSetoids/outer_op_bin_fun.con
\e[0;32mOK
\e[0m 0.01
23217 cic:/CoRN/algebra/CSetoids/rel_strext_imp_lftarg.con
\e[0;32mOK
\e[0m 0.04
23218 cic:/CoRN/algebra/CSetoids/rel_strext_imp_rhtarg.con
\e[0;32mOK
\e[0m 0.04
23219 cic:/CoRN/algebra/CSetoids/un_op_fun.con
\e[0;32mOK
\e[0m 0.01
23220 cic:/CoRN/algebra/CSetoids/wd_pred_ind.con
\e[0;32mOK
\e[0m 0.01
23221 cic:/CoRN/algebra/CSetoids/wd_pred_rec.con
\e[0;32mOK
\e[0m 0.01
23222 cic:/CoRN/algebra/CSetoids/wdp_well_def.con
\e[0;32mOK
\e[0m 0.01
23223 cic:/CoRN/algebra/CSetoids/SubCSetoids/SubCSetoid_unary_operations/f.var
\e[0;32mOK
\e[0m 0.01
23224 cic:/CoRN/algebra/CSetoids/SubCSetoids/SubCSetoid_binary_operations/f.var
\e[0;32mOK
\e[0m 0.01
23225 cic:/CoRN/algebra/CSetoidInc/inclusion/P.var
\e[0;32mOK
\e[0m 0.01
23226 cic:/CoRN/algebra/CSetoidInc/inclusion/Q.var
\e[0;32mOK
\e[0m 0.01
23227 cic:/CoRN/algebra/CSetoidFun/BinPartFunct_ind.con
\e[0;32mOK
\e[0m 0.02
23228 cic:/CoRN/algebra/CSetoidFun/BinPartFunct_rec.con
\e[0;32mOK
\e[0m 0.01
23229 cic:/CoRN/algebra/CSetoidFun/PartFunct_ind.con
\e[0;32mOK
\e[0m 0.01
23230 cic:/CoRN/algebra/CSetoidFun/PartFunct_rec.con
\e[0;32mOK
\e[0m 0.01
23231 cic:/CoRN/algebra/CSetoidFun/ap_fm_cotransitive.con
\e[0;32mOK
\e[0m 0.08
23232 cic:/CoRN/algebra/CSetoidFun/ap_fm_irreflexive.con
\e[0;32mOK
\e[0m 0.03
23233 cic:/CoRN/algebra/CSetoidFun/ap_fm_symmetric.con
\e[0;32mOK
\e[0m 0.04
23234 cic:/CoRN/algebra/CSetoidFun/ap_fm_tight.con
\e[0;32mOK
\e[0m 0.09
23235 cic:/CoRN/algebra/CSetoidFun/ap_fun.con
\e[0;32mOK
\e[0m 0.01
23236 cic:/CoRN/algebra/CSetoidFun/bdom_wd.con
\e[0;32mOK
\e[0m 0.01
23237 cic:/CoRN/algebra/CSetoidFun/bpfpfun.con
\e[0;32mOK
\e[0m 0.01
23238 cic:/CoRN/algebra/CSetoidFun/compose_CSetoid_un_bin_fun.con
\e[0;32mOK
\e[0m 0.03
23239 cic:/CoRN/algebra/CSetoidFun/cs_binproj1.con
\e[0;32mOK
\e[0m 0.01
23240 cic:/CoRN/algebra/CSetoidFun/dom_wd.con
\e[0;32mOK
\e[0m 0.01
23241 cic:/CoRN/algebra/CSetoidFun/eq_fun.con
\e[0;32mOK
\e[0m 0.01
23242 cic:/CoRN/algebra/CSetoidFun/ext2.con
\e[0;32mOK
\e[0m 0.02
23243 cic:/CoRN/algebra/CSetoidFun/injective.con
\e[0;32mOK
\e[0m 0.01
23244 cic:/CoRN/algebra/CSetoidFun/injective_weak.con
\e[0;32mOK
\e[0m 0.01
23245 cic:/CoRN/algebra/CSetoidFun/pfpfun.con
\e[0;32mOK
\e[0m 0.01
23246 cic:/CoRN/algebra/CSetoidFun/surjective.con
\e[0;32mOK
\e[0m 0.01
23247 cic:/CoRN/algebra/CSetoidFun/CombiningOperations/CombiningUnaryOperations/op.var
\e[0;32mOK
\e[0m 0.02
23248 cic:/CoRN/algebra/CSetoidFun/CSetoid_Ops/Part_Function_Composition/P.var
\e[0;32mOK
\e[0m 0.01
23249 cic:/CoRN/algebra/CSetoidFun/CSetoid_Ops/Part_Function_Composition/Q.var
\e[0;32mOK
\e[0m 0.01
23250 cic:/CoRN/algebra/CSetoidFun/BinPart_Function_Composition/P.var
\e[0;32mOK
\e[0m 0.01
23251 cic:/CoRN/algebra/CSetoidFun/BinPart_Function_Composition/Q.var
\e[0;32mOK
\e[0m 0.01
23252 cic:/CoRN/algebra/CSemiGroups/is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.01
23253 cic:/CoRN/algebra/CSemiGroups/is_lft_unit.con
\e[0;32mOK
\e[0m 0.01
23254 cic:/CoRN/algebra/CSemiGroups/is_rht_unit.con
\e[0;32mOK
\e[0m 0.01
23255 cic:/CoRN/algebra/CRings/distributive.con
\e[0;32mOK
\e[0m 0.01
23256 cic:/CoRN/algebra/CRings/is_zero_lft.con
\e[0;32mOK
\e[0m 0.01
23257 cic:/CoRN/algebra/CRings/is_zero_rht.con
\e[0;32mOK
\e[0m 0.01
23258 cic:/CoRN/algebra/CMonoids/is_inverse.con
\e[0;32mOK
\e[0m 0.01
23259 cic:/CoRN/algebra/CLogic/odd_ind.con
\e[0;32mOK
\e[0m 0.02
23260 cic:/CoRN/algebra/CLogic/odd_induction.con
\e[0;32mOK
\e[0m 0.02
23261 cic:/CoRN/algebra/CAbGroups/Nice_Char/inv.var
\e[0;32mOK
\e[0m 0.01
23262 cic:/CoRN/algebra/Basics/Zgt_not_eq.con
\e[0;32mOK
\e[0m 0.01
23263 cic:/CoRN/algebra/Basics/inject_nat_convert.con
\e[0;32mOK
\e[0m 0.01
23264 cic:/CoRN/algebra/Basics/p_is_some_anti_convert.con
\e[0;32mOK
\e[0m 0.01
23265 cic:/Cachan/SMC/univ/BDDuniv_sec/gc_is_OK.var
\e[0;32mOK
\e[0m 0.01
23266 cic:/Cachan/SMC/tauto/tauto/gc_is_OK.var
\e[0;32mOK
\e[0m 0.01
23267 cic:/Cachan/SMC/quant/mu_all_eval_ok.con
\e[0;32mOK
\e[0m 0.02
23268 cic:/Cachan/SMC/quant/mu_all_le2.con
\e[0;32mOK
\e[0m 0.01
23269 cic:/Cachan/SMC/quant/mu_ex_eval_ok.con
\e[0;32mOK
\e[0m 0.02
23270 cic:/Cachan/SMC/quant/mu_ex_le2.con
\e[0;32mOK
\e[0m 0.01
23271 cic:/Cachan/SMC/quant/Nsec/BDDmu_ex_results/gc_is_OK.var
\e[0;32mOK
\e[0m 0.01
23272 cic:/Cachan/SMC/quant/Nsec/BDDmu_all_results/gc_is_OK.var
\e[0;32mOK
\e[0m 0.01
23273 cic:/Cachan/SMC/quant/BDDquant/gc_is_OK.var
\e[0;32mOK
\e[0m 0.01
23274 cic:/Cachan/SMC/or/BDD_or/gc_is_OK.var
\e[0;32mOK
\e[0m 0.01
23275 cic:/Cachan/SMC/op/BDDand.con
\e[0;32mOK
\e[0m 0.01
23276 cic:/Cachan/SMC/op/BDDimpl.con
\e[0;32mOK
\e[0m 0.01
23277 cic:/Cachan/SMC/op/BDDop/gc_is_OK.var
\e[0;32mOK
\e[0m 0.01
23278 cic:/Cachan/SMC/neg/BDD_neg/gc_is_OK.var
\e[0;32mOK
\e[0m 0.01
23279 cic:/Cachan/SMC/muset/mu_form2set.con
\e[0;32mOK
\e[0m 0.02
23280 cic:/Cachan/SMC/muset/te_ste_ok.con
\e[0;32mOK
\e[0m 0.01
23281 cic:/Cachan/SMC/mu/be_iter1_inc.con
\e[0;32mOK
\e[0m 0.02
23282 cic:/Cachan/SMC/mu/increasing_seq.con
\e[0;32mOK
\e[0m 0.02
23283 cic:/Cachan/SMC/mu/lfp_be_lfp.con
\e[0;32mOK
\e[0m 0.05
23284 cic:/Cachan/SMC/mu/Nsec/MuEval/gc_is_OK.var
\e[0;32mOK
\e[0m 0.01
23285 cic:/Cachan/SMC/misc/BDDcompare_trans.con
\e[0;32mOK
\e[0m 0.03
23286 cic:/Cachan/SMC/misc/BDDlt_compare.con
\e[0;32mOK
\e[0m 0.02
23287 cic:/Cachan/SMC/make/no_dup.con
\e[0;32mOK
\e[0m 0.09
23288 cic:/Cachan/SMC/make/BDD_make/gc_is_OK.var
\e[0;32mOK
\e[0m 0.01
23289 cic:/Cachan/SMC/gc/clean'2_lemma.con
\e[0;32mOK
\e[0m 0.02
23290 cic:/Cachan/SMC/gc/clean3_1_lemma.con
\e[0;32mOK
\e[0m 0.37
23291 cic:/Cachan/SMC/gc/gc_inf_OK.con
\e[0;32mOK
\e[0m 0.16
23292 cic:/Cachan/SMC/gc/gc_x.con
\e[0;32mOK
\e[0m 0.02
23293 cic:/Cachan/SMC/gc/gc_x_opt.con
\e[0;32mOK
\e[0m 0.01
23294 cic:/Cachan/SMC/config/bs_of_cfg_OK.con
\e[0;32mOK
\e[0m 0.03
23295 cic:/Cachan/SMC/config/cnt_of_cfg_OK.con
\e[0;32mOK
\e[0m 0.07
23296 cic:/Cachan/SMC/config/fl_of_cfg_OK.con
\e[0;32mOK
\e[0m 0.07
23297 cic:/Cachan/SMC/config/initBDDconfig_OK.con
\e[0;32mOK
\e[0m 0.05
23298 cic:/Cachan/SMC/config/negm_of_cfg_OK.con
\e[0;32mOK
\e[0m 0.11
23299 cic:/Cachan/SMC/config/node_height_one.con
\e[0;32mOK
\e[0m 0.03
23300 cic:/Cachan/SMC/config/node_height_zero.con
\e[0;32mOK
\e[0m 0.03
23301 cic:/Cachan/SMC/config/orm_of_cfg_OK.con
\e[0;32mOK
\e[0m 0.12
23302 cic:/Cachan/SMC/config/share_of_cfg_OK.con
\e[0;32mOK
\e[0m 0.05
23303 cic:/Cachan/SMC/config/um_of_cfg_OK.con
\e[0;32mOK
\e[0m 0.12
23304 cic:/Cachan/SMC/alloc/BDD_alloc/gc_is_OK.var
\e[0;32mOK
\e[0m 0.01
23305 cic:/BellLabs/lazyPCF/SubjRed/ApTypes/TEp_RenExp.con
\e[0;32mOK
\e[0m 0.02
23306 cic:/Suresnes/MiniC/MiniC/CSemantics/forBody.con
\e[0;31mFAIL
\e[0m
23307 cic:/Suresnes/MiniC/MiniC/CSemantics/readSegmentFromAssgnExp.con
\e[0;31mFAIL
\e[0m
23308 cic:/Suresnes/MiniC/MiniC/CSemantics/storeSegmentFromAssgnExp.con
\e[0;31mFAIL
\e[0m
23309 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Lb_4bis.con
\e[0;32mOK
\e[0m 0.02
23310 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Vars_prime_le_dim.con
\e[0;32mOK
\e[0m 0.07
23311 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/L40.con
\e[0;32mOK
\e[0m 0.02
23312 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Node_W_Node_i1_gt_i2_neq.con
\e[0;32mOK
\e[0m 0.08
23313 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Max_mon_left.con
\e[0;32mOK
\e[0m 0.03
23314 cic:/Suresnes/BDD/rauzy/algorithme1/Prelude_BDT/Max_mon_right.con
\e[0;32mOK
\e[0m 0.03
23315 cic:/Suresnes/BDD/rauzy/algorithme1/Inductions/Induction1_prop.con
\e[0;32mOK
\e[0m 0.01
23316 cic:/Suresnes/BDD/rauzy/algorithme1/Inductions/Lower_well_founded.con
\e[0;32mOK
\e[0m 0.01
23317 cic:/Suresnes/BDD/rauzy/algorithme1/Canonicity/Unique_One.con
\e[0;32mOK
\e[0m 0.04
23318 cic:/Suresnes/BDD/rauzy/algorithme1/Canonicity/Unique_Zero.con
\e[0;32mOK
\e[0m 0.04
23319 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Choice_Fun_eq_Fun_Choice.con
\e[0;32mOK
\e[0m 0.08
23320 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Choice_dim_decrease.con
\e[0;32mOK
\e[0m 0.05
23321 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Choice_invariant.con
\e[0;32mOK
\e[0m 0.03
23322 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Choice_left.con
\e[0;32mOK
\e[0m 0.02
23323 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Choice_right.con
\e[0;32mOK
\e[0m 0.02
23324 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Ordered_node_ordered_restr.con
\e[0;32mOK
\e[0m 0.02
23325 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Sh_exp_dim.con
\e[0;32mOK
\e[0m 0.10
23326 cic:/Suresnes/BDD/canonicite/Vars/Var_n_finite.con
\e[0;31mFAIL
\e[0m
23327 cic:/Suresnes/BDD/canonicite/Boolean_functions/CardO_no_Dep_Var.con
\e[0;32mOK
\e[0m 0.02
23328 cic:/Suresnes/BDD/canonicite/Boolean_functions/CardSk_Greatest.con
\e[0;32mOK
\e[0m 0.02
23329 cic:/Suresnes/BDD/canonicite/Boolean_functions/Dep_Restr_f_Dep_f.con
\e[0;32mOK
\e[0m 0.03
23330 cic:/Suresnes/BDD/canonicite/Boolean_functions/Dep_set_decidable.con
\e[0;31mFAIL
\e[0m
23331 cic:/Suresnes/BDD/canonicite/Boolean_functions/Greatest_Dep_Var_rect.con
\e[0;32mOK
\e[0m 0.01
23332 cic:/Suresnes/BDD/canonicite/Boolean_functions/Restr_le_k_Restr_le_Sk.con
\e[0;32mOK
\e[0m 0.10
23333 cic:/Suresnes/BDD/canonicite/Boolean_functions/Restr_le_n_Fcst.con
\e[0;32mOK
\e[0m 0.01
23334 cic:/Suresnes/BDD/canonicite/BDTs/vars_sup_dim_non_dep.con
\e[0;32mOK
\e[0m 0.07
23335 cic:/Sophia-Antipolis/param_pi/tau_red/tau_red.con
\e[0;32mOK
\e[0m 0.82
23336 cic:/Sophia-Antipolis/Rsa/MiscRsa/div_ex.con
\e[0;32mOK
\e[0m 0.01
23337 cic:/Sophia-Antipolis/Rsa/MiscRsa/mult_div_q.con
\e[0;32mOK
\e[0m 0.03
23338 cic:/Sophia-Antipolis/Rsa/MiscRsa/quot_eq.con
\e[0;32mOK
\e[0m 0.01
23339 cic:/Sophia-Antipolis/Rsa/Divides/divides_dec'.con
\e[0;32mOK
\e[0m 0.03
23340 cic:/Sophia-Antipolis/Rsa/Divides/gcd.con
\e[0;32mOK
\e[0m 0.01
23341 cic:/Sophia-Antipolis/MATHS/GROUPS/g2/T4R.con
\e[0;32mOK
\e[0m 0.06
23342 cic:/Sophia-Antipolis/MATHS/GROUPS/g2/T4R1.con
\e[0;32mOK
\e[0m 0.08
23343 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Ex1.con
\e[0;32mOK
\e[0m 0.02
23344 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/T_1_6_3.con
\e[0;32mOK
\e[0m 0.02
23345 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/exp_l2.con
\e[0;32mOK
\e[0m 0.02
23346 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/inv_endo.con
\e[0;32mOK
\e[0m 0.01
23347 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/lemma3.var
\e[0;32mOK
\e[0m 0.01
23348 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/lemma5'.var
\e[0;32mOK
\e[0m 0.01
23349 cic:/Sophia-Antipolis/MATHS/GEOMETRY/orthogonality/thm8_10.con
\e[0;32mOK
\e[0m 0.01
23350 cic:/Sophia-Antipolis/MATHS/DOMAINS/triple/Second_inductive_lemma/C.var
\e[0;32mOK
\e[0m 0.01
23351 cic:/Sophia-Antipolis/MATHS/DOMAINS/newfil/First_inductive_lemma/C.var
\e[0;32mOK
\e[0m 0.00
23352 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo1/Lub_is_unique.con
\e[0;32mOK
\e[0m 0.02
23353 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Coherent_implies_Conditionally_Complete.con
\e[0;32mOK
\e[0m 0.02
23354 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Lub_is_in_Carrier.con
\e[0;32mOK
\e[0m 0.02
23355 cic:/Sophia-Antipolis/MATHS/DOMAINS/alpo/LUaux.con
\e[0;32mOK
\e[0m 0.06
23356 cic:/Sophia-Antipolis/MATHS/DOMAINS/alpo/LUaux2.con
\e[0;32mOK
\e[0m 0.06
23357 cic:/Sophia-Antipolis/MATHS/DOMAINS/alpo/Lub_monotonic.con
\e[0;32mOK
\e[0m 0.02
23358 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Algebraic.con
\e[0;32mOK
\e[0m 0.00
23359 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Approximant_rect.con
\e[0;32mOK
\e[0m 0.01
23360 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Approximants_ind.con
\e[0;32mOK
\e[0m 0.01
23361 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Compact_ind.con
\e[0;32mOK
\e[0m 0.01
23362 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Compact_rec.con
\e[0;32mOK
\e[0m 0.01
23363 cic:/Sophia-Antipolis/Huffman/HeightPred/HeightPred/height_pred_disj_larger2_aux.var
\e[0;32mOK
\e[0m 0.22
23364 cic:/Sophia-Antipolis/Huffman/HeightPred/HeightPred/height_pred_disj_larger_aux.var
\e[0;32mOK
\e[0m 0.22
23365 cic:/Sophia-Antipolis/Huffman/CoverMin/cover_min_ex.con
\e[0;32mOK
\e[0m 0.04
23366 cic:/Sophia-Antipolis/Huffman/Cover/cover_dec.con
\e[0;32mOK
\e[0m 0.02
23367 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/MultSeq/inv_ind_false.con
\e[0;32mOK
\e[0m 0.23
23368 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/MultSeq/inv_ind_true.con
\e[0;32mOK
\e[0m 0.52
23369 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/LemPrelim/R1_lem3.con
\e[0;32mOK
\e[0m 0.02
23370 cic:/Sophia-Antipolis/HARDWARE/BLOCK/Fill_proof/Fill_ok.con
\e[0;32mOK
\e[0m 0.02
23371 cic:/Sophia-Antipolis/HARDWARE/ADDER/IncrDecr/BV_increment_ok.con
\e[0;32mOK
\e[0m 0.02
23372 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Big_Extensionality.con
\e[0;31mFAIL
\e[0m
23373 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Doubleton_th3.con
\e[0;31mFAIL
\e[0m
23374 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Naturals_pr1.con
\e[0;32mOK
\e[0m 0.01
23375 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Naturals_pr2.con
\e[0;32mOK
\e[0m 0.01
23376 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Nothing_strictsub_Zero.con
\e[0;31mFAIL
\e[0m
23377 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Powerset_th3.con
\e[0;31mFAIL
\e[0m
23378 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Powerset_th4.con
\e[0;31mFAIL
\e[0m
23379 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/StrictSUB_trans1.con
\e[0;32mOK
\e[0m 0.01
23380 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction2c_Out.con
\e[0;31mFAIL
\e[0m
23381 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power0_Out.con
\e[0;32mOK
\e[0m 0.01
23382 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/strictsub_next_Out.con
\e[0;31mFAIL
\e[0m
23383 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/X_in_V.var
\e[0;31mFAIL
\e[0m
23384 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th4_proof/step2.var
\e[0;31mFAIL
\e[0m
23385 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th3_proof/step2.var
\e[0;31mFAIL
\e[0m
23386 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th2_proof/step2.var
\e[0;31mFAIL
\e[0m
23387 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2/step4.var
\e[0;32mOK
\e[0m 0.01
23388 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1/step7.var
\e[0;32mOK
\e[0m 0.01
23389 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/step1.var
\e[0;32mOK
\e[0m 0.01
23390 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/step2.var
\e[0;32mOK
\e[0m 0.01
23391 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_proj2_proof/step1.var
\e[0;32mOK
\e[0m 0.01
23392 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/naturals_main_induction3b/naturals_main_induction3bI/step3bI3.var
\e[0;31mFAIL
\e[0m
23393 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction2/step2_2.var
\e[0;32mOK
\e[0m 0.01
23394 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/step4.var
\e[0;32mOK
\e[0m 0.01
23395 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_eq_proof/step3.var
\e[0;32mOK
\e[0m 0.01
23396 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/step1.var
\e[0;32mOK
\e[0m 0.01
23397 cic:/Sophia-Antipolis/Float/Zdivides/inj_oZ1.con
\e[0;32mOK
\e[0m 0.01
23398 cic:/Sophia-Antipolis/Float/Fnorm/FnormalFop.con
\e[0;32mOK
\e[0m 0.02
23399 cic:/Sophia-Antipolis/Float/Fnorm/FsubnormFopp.con
\e[0;32mOK
\e[0m 0.02
23400 cic:/Sophia-Antipolis/Float/FminOp/oZ1_oZ.con
\e[0;32mOK
\e[0m 0.01
23401 cic:/Sophia-Antipolis/Float/FminOp/rCeil.con
\e[0;32mOK
\e[0m 0.01
23402 cic:/Sophia-Antipolis/Float/FminOp/rClosestEven.con
\e[0;32mOK
\e[0m 0.01
23403 cic:/Sophia-Antipolis/Float/Faux/Zabs_absolu.con
\e[0;32mOK
\e[0m 0.01
23404 cic:/Sophia-Antipolis/Float/Faux/Zle_abs.con
\e[0;32mOK
\e[0m 0.01
23405 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Intersection_is_Glb.con
\e[0;32mOK
\e[0m 0.03
23406 cic:/Sophia-Antipolis/Cours-de-Coq/ps/Union_is_Lub.con
\e[0;32mOK
\e[0m 0.03
23407 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Complete_rect.con
\e[0;32mOK
\e[0m 0.01
23408 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Conditionally_complete_rect.con
\e[0;32mOK
\e[0m 0.01
23409 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Cpo.con
\e[0;32mOK
\e[0m 0.01
23410 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Directed_ind.con
\e[0;32mOK
\e[0m 0.01
23411 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Directed_rec.con
\e[0;32mOK
\e[0m 0.01
23412 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Glb_ind.con
\e[0;32mOK
\e[0m 0.01
23413 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Glb_rec.con
\e[0;32mOK
\e[0m 0.01
23414 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Lub_ind.con
\e[0;32mOK
\e[0m 0.01
23415 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Lub_rec.con
\e[0;32mOK
\e[0m 0.01
23416 cic:/Sophia-Antipolis/Cours-de-Coq/Partial_order_facts/Singleton_has_lub.con
\e[0;32mOK
\e[0m 0.02
23417 cic:/Sophia-Antipolis/Cours-de-Coq/Partial_order_facts/Upper_downward_stable.con
\e[0;32mOK
\e[0m 0.02
23418 cic:/Sophia-Antipolis/Buchberger/Pspoly/Reducep.ind
\e[0;32mOK
\e[0m 2.03
23419 cic:/Sophia-Antipolis/Buchberger/Pspoly/spolyf_pO.con
\e[0;32mOK
\e[0m 0.06
23420 cic:/Sophia-Antipolis/Buchberger/Preducestar/pickinSet.con
\e[0;32mOK
\e[0m 0.79
23421 cic:/Sophia-Antipolis/Buchberger/Preducestar/selectdivf.con
\e[0;32mOK
\e[0m 1.11
23422 cic:/Sophia-Antipolis/Buchberger/Preduceplus/reduceplus.ind
\e[0;32mOK
\e[0m 0.36
23423 cic:/Sophia-Antipolis/Buchberger/Preduce/irreducible.con
\e[0;32mOK
\e[0m 0.01
23424 cic:/Sophia-Antipolis/Buchberger/Preduce/pO_reduce.con
\e[0;32mOK
\e[0m 0.04
23425 cic:/Sophia-Antipolis/Buchberger/Preduce/reduce_ind.con
\e[0;32mOK
\e[0m 0.34
23426 cic:/Sophia-Antipolis/Buchberger/Preduce/reducehead_ind.con
\e[0;32mOK
\e[0m 0.04
23427 cic:/Sophia-Antipolis/Buchberger/Preduce/reducetop_sp.con
\e[0;32mOK
\e[0m 0.02
23428 cic:/Sophia-Antipolis/Buchberger/Pplus/p0_pluspf_l.con
\e[0;32mOK
\e[0m 0.03
23429 cic:/Sophia-Antipolis/Buchberger/Pplus/p0_pluspf_r.con
\e[0;32mOK
\e[0m 0.03
23430 cic:/Sophia-Antipolis/Buchberger/Pplus/plusP_com.con
\e[0;32mOK
\e[0m 0.13
23431 cic:/Sophia-Antipolis/Buchberger/Pplus/pluspf_inv1.con
\e[0;32mOK
\e[0m 0.04
23432 cic:/Sophia-Antipolis/Buchberger/Pplus/pluspf_inv1_eq.con
\e[0;32mOK
\e[0m 0.04
23433 cic:/Sophia-Antipolis/Buchberger/Pplus/pluspf_inv2.con
\e[0;32mOK
\e[0m 0.04
23434 cic:/Sophia-Antipolis/Buchberger/Pplus/pluspf_inv2_eq.con
\e[0;32mOK
\e[0m 0.04
23435 cic:/Sophia-Antipolis/Buchberger/Pplus/pluspf_inv3a.con
\e[0;32mOK
\e[0m 0.05
23436 cic:/Sophia-Antipolis/Buchberger/Pplus/pluspf_inv3a_eq.con
\e[0;32mOK
\e[0m 0.06
23437 cic:/Sophia-Antipolis/Buchberger/Pplus/pluspf_inv3b.con
\e[0;32mOK
\e[0m 0.05
23438 cic:/Sophia-Antipolis/Buchberger/Pplus/pluspf_inv3b_eq.con
\e[0;32mOK
\e[0m 0.04
23439 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_inv1.con
\e[0;32mOK
\e[0m 0.05
23440 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_inv1_eq.con
\e[0;32mOK
\e[0m 0.04
23441 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_inv2.con
\e[0;32mOK
\e[0m 0.04
23442 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_inv2_eq.con
\e[0;32mOK
\e[0m 0.05
23443 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_inv3a.con
\e[0;32mOK
\e[0m 0.05
23444 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_inv3a_eq.con
\e[0;32mOK
\e[0m 0.05
23445 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_inv3b.con
\e[0;32mOK
\e[0m 0.04
23446 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_inv3b_eq.con
\e[0;32mOK
\e[0m 0.04
23447 cic:/Sophia-Antipolis/Buchberger/POrder/canonical_imp_canonical.con
\e[0;32mOK
\e[0m 0.02
23448 cic:/Sophia-Antipolis/Buchberger/POrder/canonical_ltT.con
\e[0;32mOK
\e[0m 0.01
23449 cic:/Sophia-Antipolis/Buchberger/POrder/olist_cons.con
\e[0;32mOK
\e[0m 0.23
23450 cic:/Sophia-Antipolis/Buchberger/POrder/olist_pX_order.con
\e[0;32mOK
\e[0m 0.02
23451 cic:/Sophia-Antipolis/Buchberger/POrder/sltp_wf.con
\e[0;32mOK
\e[0m 0.02
23452 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_multTerml.con
\e[0;32mOK
\e[0m 0.07
23453 cic:/Sophia-Antipolis/Buchberger/DivTerm/divTerm_multTermr.con
\e[0;32mOK
\e[0m 0.05
23454 cic:/Sophia-Antipolis/Buchberger/Dickson/keylem.con
\e[0;32mOK
\e[0m 0.02
23455 cic:/Sophia-Antipolis/Buchberger/BuchRed/reduce_divp.con
\e[0;32mOK
\e[0m 0.49
23456 cic:/Sophia-Antipolis/Buchberger/BuchRed/reducep.con
\e[0;32mOK
\e[0m 0.01
23457 cic:/Sophia-Antipolis/Buchberger/BuchAux/divp_dec.con
\e[0;32mOK
\e[0m 0.08
23458 cic:/Sophia-Antipolis/Buchberger/Buch/stable.ind
\e[0;32mOK
\e[0m 0.09
23459 cic:/Sophia-Antipolis/Bertrand/Power/power_lt_mono_inv1.con
\e[0;32mOK
\e[0m 0.01
23460 cic:/Sophia-Antipolis/Bertrand/Misc/sqr.con
\e[0;32mOK
\e[0m 0.01
23461 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd.con
\e[0;32mOK
\e[0m 0.01
23462 cic:/Sophia-Antipolis/Bertrand/Divides/div_ex.con
\e[0;32mOK
\e[0m 0.01
23463 cic:/Sophia-Antipolis/Bertrand/Divides/divides_dec'.con
\e[0;32mOK
\e[0m 0.02
23464 cic:/Sophia-Antipolis/Angles/point_tangente/reciproque_cocyclique.con
\e[0;32mOK
\e[0m 0.13
23465 cic:/Sophia-Antipolis/Angles/point_orthocentre/symetrique_orthocentre_cercle.con
\e[0;32mOK
\e[0m 0.02
23466 cic:/Sophia-Antipolis/Angles/point_napoleon/concours_3circonscrits.con
\e[0;32mOK
\e[0m 0.10
23467 cic:/Sophia-Antipolis/Angles/point_napoleon/existence_mediatrice_base_isocele.con
\e[0;32mOK
\e[0m 0.06
23468 cic:/Sophia-Antipolis/Angles/point_cocyclicite/changement_base_cocyclique.con
\e[0;32mOK
\e[0m 0.04
23469 cic:/Sophia-Antipolis/Angles/point_cocyclicite/changement_base_cocyclique_2.con
\e[0;32mOK
\e[0m 0.04
23470 cic:/Sophia-Antipolis/Algebra/Sets/MAP.con
\e[0;32mOK
\e[0m 0.03
23471 cic:/Sophia-Antipolis/Algebra/Sets/Rel_comp.con
\e[0;32mOK
\e[0m 0.02
23472 cic:/Sophia-Antipolis/Algebra/Sets/quotient.con
\e[0;32mOK
\e[0m 0.01
23473 cic:/Sophia-Antipolis/Algebra/Sets/Sets1/Maps1/Maps1_1/Map_eq_equiv.var
\e[0;32mOK
\e[0m 0.02
23474 cic:/Sophia-Antipolis/Algebra/Parts/eq_part.con
\e[0;32mOK
\e[0m 0.01
23475 cic:/Sophia-Antipolis/Algebra/Parts/set_of_subtype_image.con
\e[0;32mOK
\e[0m 0.01
23476 cic:/Sophia-Antipolis/Algebra/Parts/subtype_elt.con
\e[0;32mOK
\e[0m 0.01
23477 cic:/Sophia-Antipolis/Algebra/Parts/subtype_rect.con
\e[0;32mOK
\e[0m 0.01
23478 cic:/Sophia-Antipolis/Algebra/Cartesian/couple.con
\e[0;32mOK
\e[0m 0.05
23479 cic:/Sophia-Antipolis/Algebra/Cartesian/proj1.con
\e[0;32mOK
\e[0m 0.01
23480 cic:/Sophia-Antipolis/Algebra/Cartesian/proj2.con
\e[0;32mOK
\e[0m 0.01
23481 cic:/Rocq/ZF/Plump/Inter_Ord.con
\e[0;32mOK
\e[0m 0.11
23482 cic:/Rocq/ZF/Plump/Ord_Succ.con
\e[0;32mOK
\e[0m 0.02
23483 cic:/Rocq/ZF/Plump/Ord_trans.con
\e[0;32mOK
\e[0m 0.02
23484 cic:/Rocq/ZF/Plump/Union_Ord.con
\e[0;32mOK
\e[0m 0.05
23485 cic:/Rocq/ZF/Plump/inter_ord.con
\e[0;32mOK
\e[0m 0.11
23486 cic:/Rocq/ZF/Plump/union_Ord.con
\e[0;32mOK
\e[0m 0.07
23487 cic:/Rocq/TreeAutomata/union_correct/union_mpl_0_ref_ok_invar.con
\e[0;32mOK
\e[0m 0.25
23488 cic:/Rocq/TreeAutomata/union_correct/union_mpl_correct_wrt_sign_invar_0.con
\e[0;32mOK
\e[0m 0.47
23489 cic:/Rocq/TreeAutomata/union/mpl_compat_8_1.con
\e[0;32mOK
\e[0m 0.07
23490 cic:/Rocq/TreeAutomata/union/union_s0d_1_1.con
\e[0;32mOK
\e[0m 0.09
23491 cic:/Rocq/TreeAutomata/union/union_s1d_1_0.con
\e[0;32mOK
\e[0m 0.06
23492 cic:/Rocq/TreeAutomata/union/union_s_rpl_1.con
\e[0;32mOK
\e[0m 0.16
23493 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_r_3.con
\e[0;32mOK
\e[0m 0.01
23494 cic:/Rocq/TreeAutomata/states_kill_correct/DTA_kill_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.06
23495 cic:/Rocq/TreeAutomata/states_kill_correct/inter_DTA_main_state_correct_invar_lazy.con
\e[0;32mOK
\e[0m 0.01
23496 cic:/Rocq/TreeAutomata/states_kill_correct/kill_empty_lazy_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.01
23497 cic:/Rocq/TreeAutomata/signature/predta_compatible_compat.con
\e[0;32mOK
\e[0m 0.01
23498 cic:/Rocq/TreeAutomata/semantics/conservation_0.con
\e[0;32mOK
\e[0m 0.04
23499 cic:/Rocq/TreeAutomata/semantics/conservation_3.con
\e[0;32mOK
\e[0m 0.03
23500 cic:/Rocq/TreeAutomata/semantics/conservation_4.con
\e[0;32mOK
\e[0m 0.07
23501 cic:/Rocq/TreeAutomata/semantics/conservation_5.con
\e[0;32mOK
\e[0m 0.02
23502 cic:/Rocq/TreeAutomata/non_coacc_kill/kill_non_coacc_lazy_eq_kill_non_coacc.con
\e[0;32mOK
\e[0m 0.02
23503 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_9.con
\e[0;31mFAIL
\e[0m
23504 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_nonco_kill_1.con
\e[0;32mOK
\e[0m 0.01
23505 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_nonco_kill_2.con
\e[0;32mOK
\e[0m 0.01
23506 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_nonco_kill_3.con
\e[0;32mOK
\e[0m 0.01
23507 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_nonco_kill_4.con
\e[0;32mOK
\e[0m 0.01
23508 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_non_sas_chain_fp_0.con
\e[0;32mOK
\e[0m 0.02
23509 cic:/Rocq/TreeAutomata/lattice_fixpoint/lattice_bounded_10.con
\e[0;32mOK
\e[0m 0.01
23510 cic:/Rocq/TreeAutomata/lattice_fixpoint/lattice_bounded_9.con
\e[0;32mOK
\e[0m 0.01
23511 cic:/Rocq/TreeAutomata/inter_correct/st_produit_correct_wrt_sign_invar_with_offset.con
\e[0;32mOK
\e[0m 0.13
23512 cic:/Rocq/TreeAutomata/inter/pl_produit_rec_1.con
\e[0;31mFAIL
\e[0m
23513 cic:/Rocq/TreeAutomata/inter/pl_produit_rec_3.con
\e[0;31mFAIL
\e[0m
23514 cic:/Rocq/TreeAutomata/inter/predta_produit_0.con
\e[0;32mOK
\e[0m 0.01
23515 cic:/Rocq/TreeAutomata/inter/predta_produit_1.con
\e[0;32mOK
\e[0m 0.01
23516 cic:/Rocq/TreeAutomata/inter/predta_produit_5.con
\e[0;32mOK
\e[0m 1.62
23517 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_contain_coacc_ads_0.con
\e[0;32mOK
\e[0m 0.02
23518 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_reverse.con
\e[0;32mOK
\e[0m 0.07
23519 cic:/Rocq/SUBST/conf_local_SL/local_fvarlift2.con
\e[0;32mOK
\e[0m 0.02
23520 cic:/Rocq/SUBST/conf_local_SL/local_lift1.con
\e[0;32mOK
\e[0m 0.02
23521 cic:/Rocq/SUBST/conf_local_SL/local_lift2.con
\e[0;32mOK
\e[0m 0.02
23522 cic:/Rocq/SUBST/conf_local_SL/local_liftenv.con
\e[0;32mOK
\e[0m 0.02
23523 cic:/Rocq/SUBST/conf_local_SL/local_rvarlift2.con
\e[0;32mOK
\e[0m 0.02
23524 cic:/Rocq/SUBST/conf_local_SL/local_shiftcons.con
\e[0;32mOK
\e[0m 0.02
23525 cic:/Rocq/SUBST/conf_local_SL/local_shiftlift1.con
\e[0;32mOK
\e[0m 0.02
23526 cic:/Rocq/SUBST/conf_local_SL/local_shiftlift2.con
\e[0;32mOK
\e[0m 0.02
23527 cic:/Rocq/SUBST/conf_local_SL/local_varshift2.con
\e[0;32mOK
\e[0m 0.02
23528 cic:/Rocq/SUBST/comparith/gt_mult_r.con
\e[0;32mOK
\e[0m 0.01
23529 cic:/Rocq/SUBST/commutation/case_slbpsl_lambda.con
\e[0;32mOK
\e[0m 0.02
23530 cic:/Rocq/SUBST/Pol2/P2_lambda.con
\e[0;32mOK
\e[0m 0.03
23531 cic:/Rocq/SUBST/Pol2/P2_lift1.con
\e[0;32mOK
\e[0m 0.03
23532 cic:/Rocq/SUBST/Pol2/P2_liftenv.con
\e[0;32mOK
\e[0m 0.08
23533 cic:/Rocq/SUBST/Pol2/P2_rvarlift2.con
\e[0;32mOK
\e[0m 0.06
23534 cic:/Rocq/SUBST/Pol2/P2_shiftlift2.con
\e[0;32mOK
\e[0m 0.06
23535 cic:/Rocq/SUBST/Pol1/P1_fvarlift2.con
\e[0;32mOK
\e[0m 0.02
23536 cic:/Rocq/SUBST/Pol1/P1_liftenv.con
\e[0;32mOK
\e[0m 0.02
23537 cic:/Rocq/SUBST/Pol1/P1_rvarcons.con
\e[0;32mOK
\e[0m 0.03
23538 cic:/Rocq/SCHROEDER/Schroeder/Schroeder.con
\e[0;32mOK
\e[0m 0.02
23539 cic:/Rocq/PARADOXES/Reynolds1/lemma3.con
\e[0;32mOK
\e[0m 0.02
23540 cic:/Rocq/PARADOXES/Reynolds1/lemma4.con
\e[0;32mOK
\e[0m 0.02
23541 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fnfff2.con
\e[0;32mOK
\e[0m 0.04
23542 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fninit1.con
\e[0;32mOK
\e[0m 0.02
23543 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/fninit2.con
\e[0;32mOK
\e[0m 0.02
23544 cic:/Rocq/LAMBDA/Terms/subst.con
\e[0;32mOK
\e[0m 0.01
23545 cic:/Rocq/LAMBDA/Substitution/lift_rec_subst_rec.con
\e[0;32mOK
\e[0m 0.90
23546 cic:/Rocq/LAMBDA/Substitution/subst_eq.con
\e[0;32mOK
\e[0m 0.02
23547 cic:/Rocq/LAMBDA/Substitution/subst_gt.con
\e[0;32mOK
\e[0m 0.02
23548 cic:/Rocq/LAMBDA/Substitution/subst_lt.con
\e[0;32mOK
\e[0m 0.02
23549 cic:/Rocq/LAMBDA/Substitution/subst_r.con
\e[0;32mOK
\e[0m 0.01
23550 cic:/Rocq/LAMBDA/Substitution/subst_rec_lift_rec.con
\e[0;32mOK
\e[0m 0.24
23551 cic:/Rocq/LAMBDA/Substitution/subst_rec_lift_rec1.con
\e[0;32mOK
\e[0m 0.32
23552 cic:/Rocq/LAMBDA/Substitution/subst_rec_preserve_comp.con
\e[0;32mOK
\e[0m 0.06
23553 cic:/Rocq/LAMBDA/Substitution/subst_rec_preserve_regular.con
\e[0;32mOK
\e[0m 0.09
23554 cic:/Rocq/LAMBDA/Simulation/mark_subst_rec.con
\e[0;32mOK
\e[0m 0.04
23555 cic:/Rocq/LAMBDA/Simulation/unmark_subst_rec.con
\e[0;32mOK
\e[0m 0.04
23556 cic:/Rocq/HIGMAN/Higman/UniMin.con
\e[0;32mOK
\e[0m 0.01
23557 cic:/Rocq/HIGMAN/Higman/g_grows_0.con
\e[0;32mOK
\e[0m 0.01
23558 cic:/Rocq/HIGMAN/Higman/wfi_ltw.con
\e[0;32mOK
\e[0m 0.01
23559 cic:/Rocq/GRAPHS/zcgraph/ZCG_prove.con
\e[0;32mOK
\e[0m 0.01
23560 cic:/Rocq/GRAPHS/cgraph/CG_circuits_non_negative_weight.con
\e[0;32mOK
\e[0m 0.01
23561 cic:/Rocq/COC/Types/nth_sub_eq.con
\e[0;32mOK
\e[0m 0.01
23562 cic:/Rocq/COC/Types/nth_sub_sup.con
\e[0;32mOK
\e[0m 0.07
23563 cic:/Rocq/COC/Types/red1_in_env.ind
\e[0;32mOK
\e[0m 0.01
23564 cic:/Rocq/COC/Termes/commut_red1_subterm.con
\e[0;32mOK
\e[0m 0.03
23565 cic:/Rocq/COC/Termes/conv.ind
\e[0;32mOK
\e[0m 0.01
23566 cic:/Rocq/COC/Termes/inv_par_red_abs.con
\e[0;32mOK
\e[0m 0.03
23567 cic:/Rocq/COC/Termes/normal.con
\e[0;32mOK
\e[0m 0.01
23568 cic:/Rocq/COC/Termes/par_red.con
\e[0;32mOK
\e[0m 0.01
23569 cic:/Rocq/COC/Termes/par_red1_ind.con
\e[0;32mOK
\e[0m 0.02
23570 cic:/Rocq/COC/Termes/permute_lift_rec.con
\e[0;32mOK
\e[0m 0.09
23571 cic:/Rocq/COC/Termes/red.ind
\e[0;32mOK
\e[0m 0.01
23572 cic:/Rocq/COC/Termes/red1_ind.con
\e[0;32mOK
\e[0m 0.02
23573 cic:/Rocq/COC/Termes/refl_par_red1.con
\e[0;32mOK
\e[0m 0.01
23574 cic:/Rocq/COC/Termes/simpl_lift_rec.con
\e[0;32mOK
\e[0m 0.05
23575 cic:/Rocq/COC/Termes/simpl_subst_rec.con
\e[0;32mOK
\e[0m 0.06
23576 cic:/Rocq/COC/Termes/sn.con
\e[0;32mOK
\e[0m 0.01
23577 cic:/Rocq/COC/Strong_Norm/id_int_term.con
\e[0;32mOK
\e[0m 0.04
23578 cic:/Rocq/COC/Ered/Econv.ind
\e[0;32mOK
\e[0m 0.01
23579 cic:/Rocq/COC/Ered/Enormal.con
\e[0;32mOK
\e[0m 0.01
23580 cic:/Rocq/COC/Ered/Epar_red.con
\e[0;32mOK
\e[0m 0.01
23581 cic:/Rocq/COC/Ered/Epar_red1_ind.con
\e[0;32mOK
\e[0m 0.02
23582 cic:/Rocq/COC/Ered/Ered.ind
\e[0;32mOK
\e[0m 0.01
23583 cic:/Rocq/COC/Ered/Ered1_ind.con
\e[0;32mOK
\e[0m 0.02
23584 cic:/Rocq/COC/Ered/Ered1_sort_mem.con
\e[0;32mOK
\e[0m 0.04
23585 cic:/Rocq/COC/Ered/inv_Epar_red_abs.con
\e[0;32mOK
\e[0m 0.04
23586 cic:/Rocq/COC/Ered/refl_Epar_red1.con
\e[0;32mOK
\e[0m 0.01
23587 cic:/Rocq/COC/Conv_Dec/ord_norm1.con
\e[0;32mOK
\e[0m 0.01
23588 cic:/Rocq/ARITH/Chinese/Zrec/Zrec4.con
\e[0;32mOK
\e[0m 0.01
23589 cic:/Rocq/ARITH/Chinese/Zmult/integrityZ.con
\e[0;32mOK
\e[0m 0.01
23590 cic:/Rocq/ARITH/Chinese/Zmult/tech_div32.con
\e[0;32mOK
\e[0m 0.01
23591 cic:/Rocq/ARITH/Chinese/Zadd/addZ_opposite.con
\e[0;32mOK
\e[0m 0.01
23592 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/Prf_reg.con
\e[0;32mOK
\e[0m 0.01
23593 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/Setoid_pred_ind.con
\e[0;32mOK
\e[0m 0.01
23594 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/Setoid_pred_rec.con
\e[0;32mOK
\e[0m 0.01
23595 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/SubType.ind
\e[0;32mOK
\e[0m 0.01
23596 cic:/Rocq/ALGEBRA/SETOID/SetoidPROD/SPROD.con
\e[0;32mOK
\e[0m 0.01
23597 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/Tlist_setoid.con
\e[0;32mOK
\e[0m 0.01
23598 cic:/Rocq/ALGEBRA/SETOID/MapProperty/Inj_law.con
\e[0;32mOK
\e[0m 0.01
23599 cic:/Rocq/ALGEBRA/SETOID/MapProperty/Surj_law.con
\e[0;32mOK
\e[0m 0.01
23600 cic:/Rocq/ALGEBRA/SETOID/Map2/Map2_map1.con
\e[0;32mOK
\e[0m 0.01
23601 cic:/Rocq/ALGEBRA/SETOID/Map/Comp_fun.con
\e[0;32mOK
\e[0m 0.01
23602 cic:/Rocq/ALGEBRA/SETOID/Map/Ext.con
\e[0;32mOK
\e[0m 0.01
23603 cic:/Rocq/ALGEBRA/SETOID/Map/Map_ind.con
\e[0;32mOK
\e[0m 0.01
23604 cic:/Rocq/ALGEBRA/SETOID/Map/Map_rec.con
\e[0;32mOK
\e[0m 0.01
23605 cic:/Rocq/ALGEBRA/SETOID/Map/Pres.con
\e[0;32mOK
\e[0m 0.01
23606 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/AreBij0''.con
\e[0;32mOK
\e[0m 0.01
23607 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/Map''0_ind.con
\e[0;32mOK
\e[0m 0.01
23608 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/Map''0_rec.con
\e[0;32mOK
\e[0m 0.01
23609 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/Map0''_ind.con
\e[0;32mOK
\e[0m 0.01
23610 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/Map0''_rec.con
\e[0;32mOK
\e[0m 0.01
23611 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/Pres''0.con
\e[0;32mOK
\e[0m 0.01
23612 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Map0_dup1/Pres0''.con
\e[0;32mOK
\e[0m 0.01
23613 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Ext''.con
\e[0;32mOK
\e[0m 0.01
23614 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Map''_ind.con
\e[0;32mOK
\e[0m 0.01
23615 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Map''_rec.con
\e[0;32mOK
\e[0m 0.01
23616 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Map2_map1''.con
\e[0;32mOK
\e[0m 0.01
23617 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Pres''.con
\e[0;32mOK
\e[0m 0.01
23618 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Ext'.con
\e[0;32mOK
\e[0m 0.01
23619 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Map'_ind.con
\e[0;32mOK
\e[0m 0.01
23620 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Map'_rec.con
\e[0;32mOK
\e[0m 0.01
23621 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Map2_map1'.con
\e[0;32mOK
\e[0m 0.01
23622 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Pres'.con
\e[0;32mOK
\e[0m 0.01
23623 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunFreeMon/Dist_fun.con
\e[0;32mOK
\e[0m 0.01
23624 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/SET/Id_SET.con
\e[0;32mOK
\e[0m 0.02
23625 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/S_equaz_pred.con
\e[0;32mOK
\e[0m 0.01
23626 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_BinProds/S_together_fun.con
\e[0;32mOK
\e[0m 0.01
23627 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SETProperty/MapConst.con
\e[0;32mOK
\e[0m 0.01
23628 cic:/Paris/ZF/src/applications/lem_fun_part_eval_prop.con
\e[0;32mOK
\e[0m 0.24
23629 cic:/Paris/ZF/src/applications/lem_fun_part_inv_eval_prop.con
\e[0;32mOK
\e[0m 0.30
23630 cic:/Paris/ZF/src/ZFrelations/equiv_comp_fun.con
\e[0;32mOK
\e[0m 0.02
23631 cic:/Paris/ZF/src/ZFrelations/lem_equiv_comp_is_fun.con
\e[0;32mOK
\e[0m 0.37
23632 cic:/Paris/ZF/src/ZFrelations/lem_projQuotient_is_fun.con
\e[0;32mOK
\e[0m 0.24
23633 cic:/Paris/ZF/src/ZFrelations/lem_x_equiv_in_projQ.con
\e[0;32mOK
\e[0m 0.20
23634 cic:/Nijmegen/QArith/Zaux/Zsgn_13.con
\e[0;32mOK
\e[0m 0.01
23635 cic:/Nijmegen/QArith/Zaux/Zsgn_14.con
\e[0;32mOK
\e[0m 0.01
23636 cic:/Nijmegen/QArith/Zaux/Zsgn_19.con
\e[0;32mOK
\e[0m 0.02
23637 cic:/Nijmegen/QArith/Zaux/Zsgn_20.con
\e[0;32mOK
\e[0m 0.02
23638 cic:/Nancy/FOUnify/term_unif/UnifV2.con
\e[0;32mOK
\e[0m 0.01
23639 cic:/Nancy/FOUnify/is_in_quasiterm_term_subst/term_term_subst.con
\e[0;32mOK
\e[0m 0.02
23640 cic:/Muenchen/Higman/Higman2/higman.con
\e[0;32mOK
\e[0m 0.02
23641 cic:/Muenchen/Higman/Higman/good_prefix.con
\e[0;32mOK
\e[0m 0.01
23642 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_Inv6.con
\e[0;32mOK
\e[0m 0.22
23643 cic:/Montevideo/FSSecModel/mkdir/mkdir_ind.con
\e[0;32mOK
\e[0m 0.01
23644 cic:/Montevideo/FSSecModel/mkdir/mkdir_rec.con
\e[0;32mOK
\e[0m 0.01
23645 cic:/Montevideo/FSSecModel/delUsrGrpFromAcl/delUsrGrpFromAcl_ind.con
\e[0;32mOK
\e[0m 0.01
23646 cic:/Montevideo/FSSecModel/delUsrGrpFromAcl/delUsrGrpFromAcl_rec.con
\e[0;32mOK
\e[0m 0.01
23647 cic:/Montevideo/FSSecModel/create/create_ind.con
\e[0;32mOK
\e[0m 0.01
23648 cic:/Montevideo/FSSecModel/create/create_rec.con
\e[0;32mOK
\e[0m 0.01
23649 cic:/Montevideo/FSSecModel/chown/chown_ind.con
\e[0;32mOK
\e[0m 0.01
23650 cic:/Montevideo/FSSecModel/chown/chown_rec.con
\e[0;32mOK
\e[0m 0.01
23651 cic:/Montevideo/FSSecModel/chmod/chmod_rect.con
\e[0;32mOK
\e[0m 0.01
23652 cic:/Montevideo/FSSecModel/addUsrGrpToAcl/addUsrGrpToAcl_ind.con
\e[0;32mOK
\e[0m 0.01
23653 cic:/Montevideo/FSSecModel/addUsrGrpToAcl/addUsrGrpToAcl_rec.con
\e[0;32mOK
\e[0m 0.03
23654 cic:/Montevideo/FSSecModel/TransFunc/TransFunc.ind
\e[0;32mOK
\e[0m 0.66
23655 cic:/Marseille/GC/safety/safety/invariant_safe.con
\e[0;32mOK
\e[0m 0.32
23656 cic:/Marseille/GC/mesure/safe_card/always_card_black.con
\e[0;32mOK
\e[0m 0.24
23657 cic:/Marseille/GC/mesure/safe_card/safe_conj_inv.con
\e[0;32mOK
\e[0m 0.01
23658 cic:/Marseille/GC/mesure/safe_card/safe_inv_conj.con
\e[0;32mOK
\e[0m 0.01
23659 cic:/Marseille/GC/mesure/safe_card/safe_inv_conj_mes.con
\e[0;32mOK
\e[0m 0.01
23660 cic:/Marseille/GC/liveness/until_zero/until_zero.con
\e[0;32mOK
\e[0m 0.25
23661 cic:/Marseille/GC/liveness/notacc_white_ancestor/notacc_white_nogrey_eventually_free.con
\e[0;32mOK
\e[0m 0.15
23662 cic:/Marseille/CCS/Trans_Sys/trans_obs_eq.con
\e[0;31mFAIL
\e[0m
23663 cic:/Lyon/STREAMS/GfpStreams/between_between_tail.con
\e[0;32mOK
\e[0m 0.03
23664 cic:/Lyon/STREAMS/GfpStreams/filter_step.con
\e[0;32mOK
\e[0m 0.08
23665 cic:/Lyon/STREAMS/Eratosthene/div_dec.con
\e[0;32mOK
\e[0m 0.03
23666 cic:/Lyon/PROCESSES/ABP/TRACES/Unique/Unique45.con
\e[0;31mFAIL
\e[0m
23667 cic:/Lyon/PROCESSES/ABP/TRACES/Evt/Evt45.con
\e[0;31mFAIL
\e[0m
23668 cic:/Lyon/GRAPHS-BASICS/Connected/C_minus_pendant.con
\e[0;31mFAIL
\e[0m
23669 cic:/Lyon/FIRING-SQUAD/vertical/Ht1_End4.con
\e[0;32mOK
\e[0m 0.05
23670 cic:/Lyon/FIRING-SQUAD/trapeze/A32.con
\e[0;32mOK
\e[0m 0.04
23671 cic:/Lyon/FIRING-SQUAD/trapeze/G31.con
\e[0;32mOK
\e[0m 0.06
23672 cic:/Lyon/FIRING-SQUAD/trapeze/H2_Hh.con
\e[0;32mOK
\e[0m 0.04
23673 cic:/Lyon/FIRING-SQUAD/sommet/sommet/cas_particuliers/quatre/He.var
\e[0;32mOK
\e[0m 0.01
23674 cic:/Lyon/FIRING-SQUAD/sommet/sommet/cas_particuliers/cinq/He.var
\e[0;32mOK
\e[0m 0.01
23675 cic:/Lyon/FIRING-SQUAD/reflection/A_Vg.con
\e[0;32mOK
\e[0m 0.04
23676 cic:/Lyon/FIRING-SQUAD/reflection/B_ZCB.con
\e[0;32mOK
\e[0m 0.08
23677 cic:/Lyon/FIRING-SQUAD/reflection/C_ZCB.con
\e[0;32mOK
\e[0m 0.10
23678 cic:/Lyon/FIRING-SQUAD/reflection/ZCB_l.con
\e[0;32mOK
\e[0m 0.05
23679 cic:/Lyon/FIRING-SQUAD/double_diag/DD.ind
\e[0;32mOK
\e[0m 0.53
23680 cic:/Lyon/FIRING-SQUAD/bord/cinq_end_rect.con
\e[0;32mOK
\e[0m 0.02
23681 cic:/Lyon/FIRING-SQUAD/bord/deux_GG.con
\e[0;32mOK
\e[0m 0.02
23682 cic:/Lyon/FIRING-SQUAD/bord/deux_trois.con
\e[0;32mOK
\e[0m 0.02
23683 cic:/Lyon/FIRING-SQUAD/bord/quatre_end_rect.con
\e[0;32mOK
\e[0m 0.01
23684 cic:/Lyon/FIRING-SQUAD/bord/trois_end_ind.con
\e[0;32mOK
\e[0m 0.01
23685 cic:/Lyon/FIRING-SQUAD/bord/trois_end_rec.con
\e[0;32mOK
\e[0m 0.01
23686 cic:/Lyon/FIRING-SQUAD/bib/lt_O_tiers.con
\e[0;32mOK
\e[0m 0.07
23687 cic:/Lyon/CIRCUITS/Streams/All_Q_Nth_Imp.con
\e[0;32mOK
\e[0m 0.03
23688 cic:/Lyon/CIRCUITS/Multiplier/InvM'_init.con
\e[0;32mOK
\e[0m 0.06
23689 cic:/Lyon/CIRCUITS/Multiplier/InvM'_stable.con
\e[0;32mOK
\e[0m 0.22
23690 cic:/Lyon/CIRCUITS/Multiplier/InvM_init.con
\e[0;32mOK
\e[0m 0.01
23691 cic:/Lyon/CIRCUITS/Multiplier/InvM_stable.con
\e[0;32mOK
\e[0m 0.17
23692 cic:/Lyon/CIRCUITS/Circ/Circ_property.con
\e[0;32mOK
\e[0m 0.02
23693 cic:/Lyon/AUTOMATA/gram_aut/Derivestar_P_A_imp_Derivestar.con
\e[0;32mOK
\e[0m 0.02
23694 cic:/Lyon/AUTOMATA/gram5/Gunion_disj.con
\e[0;32mOK
\e[0m 0.01
23695 cic:/Lyon/AUTOMATA/gram5/gram5/C'.var
\e[0;32mOK
\e[0m 0.01
23696 cic:/Lyon/AUTOMATA/gram5/gram5/Vu.var
\e[0;32mOK
\e[0m 0.01
23697 cic:/Lyon/AUTOMATA/gram4/Gunion_disj_Derivestar_S.con
\e[0;32mOK
\e[0m 0.04
23698 cic:/Lyon/AUTOMATA/gram3/egalG.con
\e[0;32mOK
\e[0m 0.02
23699 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Rim'.var
\e[0;32mOK
\e[0m 0.01
23700 cic:/Lyon/AUTOMATA/gram3/resultats_iso_image/Sim'.var
\e[0;32mOK
\e[0m 0.01
23701 cic:/Lyon/AUTOMATA/gram2/Reconnait_imageGram.con
\e[0;32mOK
\e[0m 0.03
23702 cic:/Lyon/AUTOMATA/Reg/async_is_sync.con
\e[0;32mOK
\e[0m 0.02
23703 cic:/Lyon/AUTOMATA/Reg/isregular_isregular_D.con
\e[0;32mOK
\e[0m 0.06
23704 cic:/Lannion/continuations/FOUnify_cps/is_in_quasiterm_term_subst/term_term_subst.con
\e[0;32mOK
\e[0m 0.02
23705 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Decomp_fail.con
\e[0;32mOK
\e[0m 0.02
23706 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/UnifRoot.con
\e[0;32mOK
\e[0m 0.03
23707 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/UnifV1.con
\e[0;32mOK
\e[0m 0.07
23708 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/Unif_DIFFELNB_O.con
\e[0;32mOK
\e[0m 0.03
23709 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/sym_Unification.con
\e[0;32mOK
\e[0m 0.02
23710 cic:/Eindhoven/POCKLINGTON/prime/nonprime_witness.con
\e[0;32mOK
\e[0m 0.04
23711 cic:/Eindhoven/POCKLINGTON/lemmas/mult_ppq_p0q1.con
\e[0;32mOK
\e[0m 0.01
23712 cic:/Eindhoven/POCKLINGTON/fermat/allex_permmod.con
\e[0;32mOK
\e[0m 0.03
23713 cic:/Eindhoven/POCKLINGTON/dec/gtdec.con
\e[0;32mOK
\e[0m 0.01
23714 cic:/Coq/romega/ReflOmegaCore/Topp_mult_r_stable.con
\e[0;32mOK
\e[0m 0.04
23715 cic:/Coq/romega/ReflOmegaCore/Topp_one_stable.con
\e[0;32mOK
\e[0m 0.02
23716 cic:/Coq/romega/ReflOmegaCore/destructure_hyps_valid.con
\e[0;32mOK
\e[0m 0.17
23717 cic:/Coq/romega/ReflOmegaCore/goal_valid.con
\e[0;32mOK
\e[0m 0.01
23718 cic:/Coq/romega/ReflOmegaCore/omega_tactic.con
\e[0;32mOK
\e[0m 0.01
23719 cic:/Coq/romega/ReflOmegaCore/reduce_lhyps_valid.con
\e[0;32mOK
\e[0m 1.61
23720 cic:/Coq/romega/ReflOmegaCore/to_contradict_valid.con
\e[0;32mOK
\e[0m 0.02
23721 cic:/Coq/ring/Setoid_ring_normalize/setspolynomial_normalize_ok.con
\e[0;32mOK
\e[0m 0.03
23722 cic:/Coq/ring/Ring_normalize/spolynomial_normalize_ok.con
\e[0;32mOK
\e[0m 0.02
23723 cic:/Coq/ring/Ring_abstract/apolynomial_normalize_ok.con
\e[0;32mOK
\e[0m 0.03
23724 cic:/Coq/ring/Ring_abstract/aspolynomial_normalize_ok.con
\e[0;32mOK
\e[0m 0.03
23725 cic:/Coq/omega/OmegaLemmas/fast_Zopp_Zmult_r.con
\e[0;32mOK
\e[0m 0.01
23726 cic:/Coq/omega/OmegaLemmas/fast_Zopp_one.con
\e[0;32mOK
\e[0m 0.01
23727 cic:/Coq/ZArith/Zorder/Zgt_trans.con
\e[0;32mOK
\e[0m 0.01
23728 cic:/Coq/ZArith/Zcompare/Zcompare_plus_compat.con
\e[0;32mOK
\e[0m 0.01
23729 cic:/Coq/ZArith/Wf_Z/Z_of_nat_prop.con
\e[0;32mOK
\e[0m 0.01
23730 cic:/Coq/ZArith/Wf_Z/Z_of_nat_set.con
\e[0;32mOK
\e[0m 0.06
23731 cic:/Coq/ZArith/BinInt/Zmult_assoc.con
\e[0;32mOK
\e[0m 0.03
23732 cic:/Coq/ZArith/BinInt/Zmult_opp_comm.con
\e[0;32mOK
\e[0m 0.01
23733 cic:/Coq/ZArith/BinInt/Zplus_assoc.con
\e[0;32mOK
\e[0m 0.10
23734 cic:/Coq/ZArith/BinInt/weak_Zmult_plus_distr_r.con
\e[0;32mOK
\e[0m 0.08
23735 cic:/Coq/Sets/Powerset_Classical_facts/covers_Add.con
\e[0;32mOK
\e[0m 0.04
23736 cic:/Coq/Sets/Powerset_Classical_facts/less_than_singleton.con
\e[0;32mOK
\e[0m 0.02
23737 cic:/Coq/Sets/Integers/Finite_subset_has_lub.con
\e[0;32mOK
\e[0m 0.03
23738 cic:/Coq/Sets/Infinite_sets/approximant_can_be_any_size.con
\e[0;32mOK
\e[0m 0.02
23739 cic:/Coq/Sets/Finite_sets_facts/cardinal_unicity.con
\e[0;32mOK
\e[0m 0.01
23740 cic:/Coq/Sets/Cpo/Complete_ind.con
\e[0;32mOK
\e[0m 0.01
23741 cic:/Coq/Sets/Cpo/Complete_rec.con
\e[0;32mOK
\e[0m 0.01
23742 cic:/Coq/Sets/Cpo/Conditionally_complete_ind.con
\e[0;32mOK
\e[0m 0.01
23743 cic:/Coq/Sets/Cpo/Conditionally_complete_rec.con
\e[0;32mOK
\e[0m 0.01
23744 cic:/Coq/Sets/Cpo/Cpo_rect.con
\e[0;32mOK
\e[0m 0.01
23745 cic:/Coq/Sets/Cpo/PO_of_cpo.con
\e[0;32mOK
\e[0m 0.01
23746 cic:/Coq/Reals/Rtrigo_def/cos_in.con
\e[0;32mOK
\e[0m 0.01
23747 cic:/Coq/Reals/Rtrigo_def/exp_in.con
\e[0;32mOK
\e[0m 0.01
23748 cic:/Coq/Reals/Rtrigo_def/sin_in.con
\e[0;32mOK
\e[0m 0.01
23749 cic:/Coq/Reals/Rtopology/ValAdh.con
\e[0;32mOK
\e[0m 0.01
23750 cic:/Coq/Reals/Rtopology/interior.con
\e[0;32mOK
\e[0m 0.01
23751 cic:/Coq/Reals/Rtopology/neighbourhood_P1.con
\e[0;32mOK
\e[0m 0.01
23752 cic:/Coq/Reals/Rtopology/open_set.con
\e[0;32mOK
\e[0m 0.01
23753 cic:/Coq/Reals/Rtopology/point_adherent.con
\e[0;32mOK
\e[0m 0.01
23754 cic:/Coq/Reals/Rseries/Pser.con
\e[0;32mOK
\e[0m 0.01
23755 cic:/Coq/Reals/RiemannInt_SF/IZN_var.con
\e[0;32mOK
\e[0m 0.01
23756 cic:/Coq/Reals/RiemannInt_SF/StepFun.ind
\e[0;32mOK
\e[0m 0.05
23757 cic:/Coq/Reals/RiemannInt_SF/StepFun_P4.con
\e[0;32mOK
\e[0m 0.02
23758 cic:/Coq/Reals/RiemannInt_SF/StepFun_P6.con
\e[0;32mOK
\e[0m 0.01
23759 cic:/Coq/Reals/Ranalysis1/derivable_pt.con
\e[0;32mOK
\e[0m 0.01
23760 cic:/Coq/Reals/RIneq/IZN.con
\e[0;32mOK
\e[0m 0.01
23761 cic:/Coq/Reals/PartSum/Cauchy_crit_series.con
\e[0;32mOK
\e[0m 0.01
23762 cic:/Coq/Reals/PSeries_reg/CVN_r.con
\e[0;32mOK
\e[0m 0.01
23763 cic:/Coq/Reals/PSeries_reg/SFL.con
\e[0;32mOK
\e[0m 0.01
23764 cic:/Coq/NArith/BinNat/Nmult_assoc.con
\e[0;32mOK
\e[0m 0.01
23765 cic:/Coq/NArith/BinNat/Nplus_reg_l.con
\e[0;32mOK
\e[0m 0.01
23766 cic:/Coq/Logic/Diaconescu/pred_ext_and_rel_choice_imp_EM.con
\e[0;32mOK
\e[0m 0.02
23767 cic:/Coq/IntMap/Mapsubset/MapSubset_ext.con
\e[0;32mOK
\e[0m 0.01
23768 cic:/Coq/IntMap/Mapfold/MapFold_Put_disjoint.con
\e[0;32mOK
\e[0m 0.01
23769 cic:/Coq/IntMap/Mapcanon/MapSubset_c_2.con
\e[0;32mOK
\e[0m 0.01
23770 cic:/Coq/IntMap/Map/MapPut1_semantics'.con
\e[0;32mOK
\e[0m 0.03
23771 cic:/Coq/IntMap/Map/MapPut_semantics_2_2.con
\e[0;32mOK
\e[0m 0.04
23772 cic:/Coq/IntMap/Lsort/alist_of_Map_sorts_1.con
\e[0;32mOK
\e[0m 0.13
23773 cic:/Coq/IntMap/Lsort/alist_too_low.con
\e[0;32mOK
\e[0m 0.07
23774 cic:/Coq/IntMap/Adalloc/ad_le_antisym.con
\e[0;32mOK
\e[0m 0.01
23775 cic:/Coq/IntMap/Adalloc/ad_lt_double_mono.con
\e[0;32mOK
\e[0m 0.01
23776 cic:/Coq/IntMap/Adalloc/ad_lt_double_mono_conv.con
\e[0;32mOK
\e[0m 0.01
23777 cic:/Coq/IntMap/Adalloc/ad_lt_double_plus_un_mono.con
\e[0;32mOK
\e[0m 0.01
23778 cic:/Coq/IntMap/Adalloc/ad_lt_double_plus_un_mono_conv.con
\e[0;32mOK
\e[0m 0.01
23779 cic:/Coq/Arith/Wf_nat/well_founded_inv_rel_inv_lt_rel.con
\e[0;32mOK
\e[0m 0.01
23780 cic:/Coq/Arith/Compare_dec/dec_ge.con
\e[0;32mOK
\e[0m 0.01
23781 cic:/Coq/Arith/Compare_dec/dec_lt.con
\e[0;32mOK
\e[0m 0.01
23782 cic:/CoRN/tactics/csetoid_rewrite/cspf_dom_wd.con
\e[0;32mOK
\e[0m 0.01
23783 cic:/CoRN/tactics/csetoid_rewrite/csr_wd.con
\e[0;32mOK
\e[0m 0.02
23784 cic:/CoRN/tactics/csetoid_rewrite/eq_wd.con
\e[0;32mOK
\e[0m 0.02
23785 cic:/CoRN/tactics/csetoid_rewrite/part_set_exp_rect.con
\e[0;32mOK
\e[0m 0.02
23786 cic:/CoRN/tactics/csetoid_rewrite/part_set_xexp.ind
\e[0;32mOK
\e[0m 0.03
23787 cic:/CoRN/tactics/csetoid_rewrite/pse_int.ind
\e[0;32mOK
\e[0m 0.03
23788 cic:/CoRN/tactics/csetoid_rewrite/tot_set_exp_ind.con
\e[0;32mOK
\e[0m 0.01
23789 cic:/CoRN/tactics/csetoid_rewrite/tot_set_exp_rec.con
\e[0;32mOK
\e[0m 0.01
23790 cic:/CoRN/tactics/AlgReflection/FF_div.con
\e[0;32mOK
\e[0m 0.01
23791 cic:/CoRN/tactics/AlgReflection/FF_mult.con
\e[0;32mOK
\e[0m 0.01
23792 cic:/CoRN/tactics/AlgReflection/FF_plus.con
\e[0;32mOK
\e[0m 0.01
23793 cic:/CoRN/tactics/AlgReflection/NormR.con
\e[0;32mOK
\e[0m 0.01
23794 cic:/CoRN/model/structures/Qsec/ONEQ_neq_ZEROQ.con
\e[0;32mOK
\e[0m 0.01
23795 cic:/CoRN/model/structures/Qsec/nonZero.con
\e[0;32mOK
\e[0m 0.03
23796 cic:/CoRN/model/setoids/Zsetoid/Zmult_strext.con
\e[0;32mOK
\e[0m 0.01
23797 cic:/CoRN/model/setoids/Zsetoid/Zmult_wd.con
\e[0;32mOK
\e[0m 0.01
23798 cic:/CoRN/model/setoids/Zsetoid/Zopp_strext.con
\e[0;32mOK
\e[0m 0.01
23799 cic:/CoRN/model/setoids/Zsetoid/Zopp_wd.con
\e[0;32mOK
\e[0m 0.01
23800 cic:/CoRN/model/setoids/Zsetoid/Zplus_strext.con
\e[0;32mOK
\e[0m 0.01
23801 cic:/CoRN/model/setoids/Zsetoid/Zplus_wd.con
\e[0;32mOK
\e[0m 0.01
23802 cic:/CoRN/model/setoids/Zsetoid/is_nullary_operation_Z_0.con
\e[0;32mOK
\e[0m 0.01
23803 cic:/CoRN/model/setoids/Nsetoid/plus_is_assoc.con
\e[0;32mOK
\e[0m 0.01
23804 cic:/CoRN/model/setoids/Nsetoid/plus_is_commut.con
\e[0;32mOK
\e[0m 0.01
23805 cic:/CoRN/model/semigroups/twoelemsemigroup/M1_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.04
23806 cic:/CoRN/model/semigroups/twoelemsemigroup/M2_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.02
23807 cic:/CoRN/model/semigroups/twoelemsemigroup/e1_is_lft_unit.con
\e[0;32mOK
\e[0m 0.01
23808 cic:/CoRN/model/semigroups/twoelemsemigroup/e1_is_lft_unit_M2.con
\e[0;32mOK
\e[0m 0.01
23809 cic:/CoRN/model/semigroups/twoelemsemigroup/e1_is_rht_unit.con
\e[0;32mOK
\e[0m 0.01
23810 cic:/CoRN/model/semigroups/twoelemsemigroup/e1_is_rht_unit_M2.con
\e[0;32mOK
\e[0m 0.01
23811 cic:/CoRN/model/semigroups/Nsemigroup/Nmult_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.01
23812 cic:/CoRN/model/monoids/Nmonoid/O_as_lft_unit.con
\e[0;32mOK
\e[0m 0.01
23813 cic:/CoRN/model/monoids/Nmonoid/O_as_rht_unit.con
\e[0;32mOK
\e[0m 0.01
23814 cic:/CoRN/model/monoids/Nmonoid/SO_as_lft_unit.con
\e[0;32mOK
\e[0m 0.01
23815 cic:/CoRN/model/monoids/Nmonoid/SO_as_rht_unit.con
\e[0;32mOK
\e[0m 0.01
23816 cic:/CoRN/devel/loeb/per/csetfun/cotrans_apfun.con
\e[0;32mOK
\e[0m 0.05
23817 cic:/CoRN/devel/loeb/per/csetfun/irrefl_apfun.con
\e[0;32mOK
\e[0m 0.02
23818 cic:/CoRN/devel/loeb/per/csetfun/sym_apfun.con
\e[0;32mOK
\e[0m 0.02
23819 cic:/CoRN/devel/loeb/per/csetfun/ta_apfun.con
\e[0;32mOK
\e[0m 0.04
23820 cic:/CoRN/devel/loeb/IDA/Ch6_bi/Z_to_nat_correct.con
\e[0;32mOK
\e[0m 0.02
23821 cic:/CoRN/devel/loeb/IDA/Ch6/M1_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.02
23822 cic:/CoRN/devel/loeb/IDA/Ch6/M2_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.02
23823 cic:/CoRN/devel/loeb/IDA/Ch6/e1_is_lft_unit.con
\e[0;32mOK
\e[0m 0.01
23824 cic:/CoRN/devel/loeb/IDA/Ch6/e1_is_lft_unit_M2.con
\e[0;32mOK
\e[0m 0.01
23825 cic:/CoRN/devel/loeb/IDA/Ch6/e1_is_rht_unit.con
\e[0;32mOK
\e[0m 0.01
23826 cic:/CoRN/devel/loeb/IDA/Ch6/e1_is_rht_unit_M2.con
\e[0;32mOK
\e[0m 0.01
23827 cic:/CoRN/devel/loeb/IDA/Ch6/free_csetoid_is_CSetoid.con
\e[0;32mOK
\e[0m 0.01
23828 cic:/CoRN/devel/loeb/IDA/Ch6/is_nullary_operation_Z_0.con
\e[0;32mOK
\e[0m 0.01
23829 cic:/CoRN/algebra/CSetoids/Ccsr_wdl.con
\e[0;32mOK
\e[0m 0.03
23830 cic:/CoRN/algebra/CSetoids/Ccsr_wdr.con
\e[0;32mOK
\e[0m 0.03
23831 cic:/CoRN/algebra/CSetoids/ap_imp_neq.con
\e[0;32mOK
\e[0m 0.01
23832 cic:/CoRN/algebra/CSetoids/ap_strext.con
\e[0;32mOK
\e[0m 0.03
23833 cic:/CoRN/algebra/CSetoids/ap_wdr.con
\e[0;32mOK
\e[0m 0.02
23834 cic:/CoRN/algebra/CSetoids/bin_fun_strext_imp_wd.con
\e[0;32mOK
\e[0m 0.03
23835 cic:/CoRN/algebra/CSetoids/bin_op_pres_pred.con
\e[0;32mOK
\e[0m 0.01
23836 cic:/CoRN/algebra/CSetoids/cs_bin_op_strext.con
\e[0;32mOK
\e[0m 0.01
23837 cic:/CoRN/algebra/CSetoids/cs_un_op_strext.con
\e[0;32mOK
\e[0m 0.01
23838 cic:/CoRN/algebra/CSetoids/csf_strext_unfolded.con
\e[0;32mOK
\e[0m 0.01
23839 cic:/CoRN/algebra/CSetoids/csoo_strext.con
\e[0;32mOK
\e[0m 0.01
23840 cic:/CoRN/algebra/CSetoids/csp'_wd.con
\e[0;32mOK
\e[0m 0.02
23841 cic:/CoRN/algebra/CSetoids/csp_wd.con
\e[0;32mOK
\e[0m 0.02
23842 cic:/CoRN/algebra/CSetoids/eq_reflexive_unfolded.con
\e[0;32mOK
\e[0m 0.01
23843 cic:/CoRN/algebra/CSetoids/eq_symmetric_unfolded.con
\e[0;32mOK
\e[0m 0.01
23844 cic:/CoRN/algebra/CSetoids/eq_transitive_unfolded.con
\e[0;32mOK
\e[0m 0.01
23845 cic:/CoRN/algebra/CSetoids/fun_strext_imp_wd.con
\e[0;32mOK
\e[0m 0.02
23846 cic:/CoRN/algebra/CSetoids/neq_imp_notnot_ap.con
\e[0;32mOK
\e[0m 0.01
23847 cic:/CoRN/algebra/CSetoids/notnot_ap_imp_neq.con
\e[0;32mOK
\e[0m 0.01
23848 cic:/CoRN/algebra/CSetoids/prodcsetoid_is_CSetoid.con
\e[0;32mOK
\e[0m 0.13
23849 cic:/CoRN/algebra/CSetoids/subcsetoid_equiv.con
\e[0;32mOK
\e[0m 0.03
23850 cic:/CoRN/algebra/CSetoids/subcsetoid_is_CSetoid.con
\e[0;32mOK
\e[0m 0.03
23851 cic:/CoRN/algebra/CSetoids/un_op_pres_pred.con
\e[0;32mOK
\e[0m 0.01
23852 cic:/CoRN/algebra/CSetoidFun/bijective.con
\e[0;32mOK
\e[0m 0.01
23853 cic:/CoRN/algebra/CSetoidFun/bpfstrx.con
\e[0;32mOK
\e[0m 0.02
23854 cic:/CoRN/algebra/CSetoidFun/compose_CSetoid_bin_fun.con
\e[0;32mOK
\e[0m 0.03
23855 cic:/CoRN/algebra/CSetoidFun/compose_CSetoid_bin_un_fun.con
\e[0;32mOK
\e[0m 0.04
23856 cic:/CoRN/algebra/CSetoidFun/compose_CSetoid_fun.con
\e[0;32mOK
\e[0m 0.02
23857 cic:/CoRN/algebra/CSetoidFun/cotrans_apfun.con
\e[0;32mOK
\e[0m 0.05
23858 cic:/CoRN/algebra/CSetoidFun/free_csetoid_is_CSetoid.con
\e[0;32mOK
\e[0m 0.01
23859 cic:/CoRN/algebra/CSetoidFun/irrefl_apfun.con
\e[0;32mOK
\e[0m 0.02
23860 cic:/CoRN/algebra/CSetoidFun/opOnFun.con
\e[0;32mOK
\e[0m 0.02
23861 cic:/CoRN/algebra/CSetoidFun/pfstrx.con
\e[0;32mOK
\e[0m 0.02
23862 cic:/CoRN/algebra/CSetoidFun/proj_bin_fun.con
\e[0;32mOK
\e[0m 0.03
23863 cic:/CoRN/algebra/CSetoidFun/sym_apfun.con
\e[0;32mOK
\e[0m 0.02
23864 cic:/CoRN/algebra/CSetoidFun/ta_apfun.con
\e[0;32mOK
\e[0m 0.04
23865 cic:/CoRN/algebra/CSetoidFun/CSetoid_Ops/Part_Function_Composition/R.var
\e[0;32mOK
\e[0m 0.01
23866 cic:/CoRN/algebra/CSetoidFun/BinPart_Function_Composition/R.var
\e[0;32mOK
\e[0m 0.01
23867 cic:/CoRN/algebra/CSemiGroups/CSemiGroup.ind
\e[0;32mOK
\e[0m 0.02
23868 cic:/CoRN/algebra/CAbGroups/Nice_Char/inv_inv.var
\e[0;32mOK
\e[0m 0.01
23869 cic:/CoRN/algebra/Basics/Z_to_nat_correct.con
\e[0;32mOK
\e[0m 0.01
23870 cic:/CoRN/algebra/Basics/convert_is_POS.con
\e[0;32mOK
\e[0m 0.01
23871 cic:/CoRN/algebra/Basics/min_convert_is_NEG.con
\e[0;32mOK
\e[0m 0.01
23872 cic:/Cachan/SMC/univ/BDDuniv_1.con
\e[0;32mOK
\e[0m 0.02
23873 cic:/Cachan/SMC/quant/be_le_le2.con
\e[0;32mOK
\e[0m 0.02
23874 cic:/Cachan/SMC/op/BDDiff.con
\e[0;32mOK
\e[0m 0.01
23875 cic:/Cachan/SMC/munew/exl_semantics.con
\e[0;32mOK
\e[0m 0.28
23876 cic:/Cachan/SMC/munew/renamefS.con
\e[0;32mOK
\e[0m 0.12
23877 cic:/Cachan/SMC/munew/univl_semantics.con
\e[0;32mOK
\e[0m 0.22
23878 cic:/Cachan/SMC/mu/imagef2lemma'.con
\e[0;32mOK
\e[0m 0.04
23879 cic:/Cachan/SMC/mu/incl_eq.con
\e[0;32mOK
\e[0m 0.02
23880 cic:/Cachan/SMC/mu/mu_all_eval_lu.con
\e[0;32mOK
\e[0m 0.03
23881 cic:/Cachan/SMC/mu/mu_ex_eval_lu.con
\e[0;32mOK
\e[0m 0.03
23882 cic:/Cachan/SMC/misc/ad_S_compare.con
\e[0;32mOK
\e[0m 0.02
23883 cic:/Cachan/SMC/misc/ad_gt_1_lemma.con
\e[0;32mOK
\e[0m 0.01
23884 cic:/Cachan/SMC/misc/eq_ad_S_eq.con
\e[0;32mOK
\e[0m 0.02
23885 cic:/Cachan/SMC/gc/clean3_lemma.con
\e[0;32mOK
\e[0m 0.02
23886 cic:/Cachan/SMC/config/increase_bound.con
\e[0;32mOK
\e[0m 0.02
23887 cic:/Cachan/SMC/alloc/new_cfg_OK.con
\e[0;32mOK
\e[0m 0.16
23888 cic:/Cachan/SMC/alloc/new_cfg_nodes_preserved.con
\e[0;32mOK
\e[0m 0.02
23889 cic:/Cachan/SMC/alloc/no_dup_new.con
\e[0;32mOK
\e[0m 0.02
23890 cic:/BellLabs/lazyPCF/SubjRed/ApTypes/TEp_Ap.con
\e[0;32mOK
\e[0m 0.06
23891 cic:/Suresnes/MiniC/MiniC/CSemantics/denc_statement.con
\e[0;31mFAIL
\e[0m
23892 cic:/Suresnes/MiniC/MiniC/CSemantics/projectAssgnExp.con
\e[0;31mFAIL
\e[0m
23893 cic:/Suresnes/MiniC/MiniC/CSemantics/storeReadInputs.con
\e[0;31mFAIL
\e[0m
23894 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Dim_highest_var_of_prime.con
\e[0;32mOK
\e[0m 0.01
23895 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Lc_4bis.con
\e[0;32mOK
\e[0m 0.02
23896 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Prime_h_cons_ip_ordered.con
\e[0;32mOK
\e[0m 0.01
23897 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Implicants/L2.con
\e[0;32mOK
\e[0m 0.03
23898 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Node_W_Node_i1_gt_i2.con
\e[0;32mOK
\e[0m 0.02
23899 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Monotony/L15.con
\e[0;32mOK
\e[0m 0.01
23900 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Monotony/Mon_node_Mon_sons.con
\e[0;32mOK
\e[0m 0.04
23901 cic:/Suresnes/BDD/rauzy/algorithme1/Canonicity/Choices_eq_bdts_eq.con
\e[0;32mOK
\e[0m 3.28
23902 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Fun_eq_Fun_choice_eq.con
\e[0;32mOK
\e[0m 0.02
23903 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Measure_decrease.con
\e[0;32mOK
\e[0m 2.95
23904 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Shannon_expansion.con
\e[0;32mOK
\e[0m 0.02
23905 cic:/Suresnes/BDD/canonicite/Boolean_functions/Dep_Restrf_incl_Depf.con
\e[0;32mOK
\e[0m 0.02
23906 cic:/Suresnes/BDD/canonicite/Boolean_functions/Dep_set_finite.con
\e[0;31mFAIL
\e[0m
23907 cic:/Suresnes/BDD/canonicite/Boolean_functions/Greatest_Dep_Var_ind.con
\e[0;32mOK
\e[0m 0.01
23908 cic:/Suresnes/BDD/canonicite/Boolean_functions/Greatest_Dep_Var_rec.con
\e[0;32mOK
\e[0m 0.01
23909 cic:/Suresnes/BDD/canonicite/Boolean_functions/no_Dep_Var_Cstk.con
\e[0;32mOK
\e[0m 0.02
23910 cic:/Suresnes/BDD/canonicite/BDTs/Fun_eq_OBDT_eq.con
\e[0;32mOK
\e[0m 0.21
23911 cic:/Suresnes/BDD/canonicite/BDTs/vars_sup_dim_non_dep2.con
\e[0;32mOK
\e[0m 0.01
23912 cic:/Sophia-Antipolis/geometry/vecteur/Chasles_vec.con
\e[0;32mOK
\e[0m 0.09
23913 cic:/Sophia-Antipolis/geometry/vecteur/add_PP_assoc_permute.con
\e[0;32mOK
\e[0m 0.05
23914 cic:/Sophia-Antipolis/geometry/vecteur/add_PP_vecteur_opp.con
\e[0;32mOK
\e[0m 0.14
23915 cic:/Sophia-Antipolis/geometry/vecteur/add_opp_vec.con
\e[0;32mOK
\e[0m 0.07
23916 cic:/Sophia-Antipolis/geometry/vecteur/calcul.con
\e[0;32mOK
\e[0m 0.07
23917 cic:/Sophia-Antipolis/geometry/vecteur/distrib_mult_vec.con
\e[0;32mOK
\e[0m 0.18
23918 cic:/Sophia-Antipolis/geometry/vecteur/mult_1_vec.con
\e[0;32mOK
\e[0m 0.04
23919 cic:/Sophia-Antipolis/geometry/vecteur/mult_mult_vec.con
\e[0;32mOK
\e[0m 0.09
23920 cic:/Sophia-Antipolis/geometry/vecteur/opp_vecteur.con
\e[0;32mOK
\e[0m 0.06
23921 cic:/Sophia-Antipolis/geometry/vecteur/vecteur_nul.con
\e[0;32mOK
\e[0m 0.03
23922 cic:/Sophia-Antipolis/geometry/repere_plan/composantes_vecAB.con
\e[0;32mOK
\e[0m 0.64
23923 cic:/Sophia-Antipolis/geometry/parallelisme_concours/paralleles_ABBA.con
\e[0;32mOK
\e[0m 0.06
23924 cic:/Sophia-Antipolis/geometry/orthogonalite/zero_ortho_tout2.con
\e[0;32mOK
\e[0m 0.08
23925 cic:/Sophia-Antipolis/geometry/mesure_algebrique/mes_alg_BA.con
\e[0;32mOK
\e[0m 0.08
23926 cic:/Sophia-Antipolis/geometry/mesure_algebrique/mes_alg_conf.con
\e[0;32mOK
\e[0m 0.07
23927 cic:/Sophia-Antipolis/geometry/coplanarite/coplanaires1_vecteur_def.con
\e[0;32mOK
\e[0m 0.34
23928 cic:/Sophia-Antipolis/geometry/coplanarite/coplanaires_trivial.con
\e[0;32mOK
\e[0m 0.08
23929 cic:/Sophia-Antipolis/geometry/coplanarite/coplanaires_trivial2.con
\e[0;32mOK
\e[0m 0.08
23930 cic:/Sophia-Antipolis/geometry/coplanarite/coplanaires_trivial3.con
\e[0;32mOK
\e[0m 0.08
23931 cic:/Sophia-Antipolis/geometry/complexes_conjugaison/Conj_i.con
\e[0;32mOK
\e[0m 0.02
23932 cic:/Sophia-Antipolis/geometry/complexes_conjugaison/Conj_oneC.con
\e[0;32mOK
\e[0m 0.01
23933 cic:/Sophia-Antipolis/geometry/complexes_conjugaison/Conj_reel.con
\e[0;32mOK
\e[0m 0.02
23934 cic:/Sophia-Antipolis/geometry/complexes_conjugaison/Conj_zeroC.con
\e[0;32mOK
\e[0m 0.02
23935 cic:/Sophia-Antipolis/geometry/barycentre/alignes_barycentre.con
\e[0;32mOK
\e[0m 0.04
23936 cic:/Sophia-Antipolis/geometry/barycentre/bary_assoc.con
\e[0;32mOK
\e[0m 0.20
23937 cic:/Sophia-Antipolis/geometry/barycentre/barycentre_zero.con
\e[0;32mOK
\e[0m 0.06
23938 cic:/Sophia-Antipolis/geometry/barycentre/def_vecteur_bary_rec.con
\e[0;32mOK
\e[0m 0.21
23939 cic:/Sophia-Antipolis/geometry/barycentre/permute_barycentre.con
\e[0;32mOK
\e[0m 0.09
23940 cic:/Sophia-Antipolis/geometry/angles_vecteurs/opp_plus_plus_opp.con
\e[0;32mOK
\e[0m 0.06
23941 cic:/Sophia-Antipolis/geometry/angles_droites/double_Chasles.con
\e[0;32mOK
\e[0m 0.10
23942 cic:/Sophia-Antipolis/geometry/alignement/alignes1_colineaire.con
\e[0;32mOK
\e[0m 0.14
23943 cic:/Sophia-Antipolis/geometry/alignement/alignes_trivial.con
\e[0;32mOK
\e[0m 0.05
23944 cic:/Sophia-Antipolis/geometry/alignement/alignes_trivial2.con
\e[0;32mOK
\e[0m 0.05
23945 cic:/Sophia-Antipolis/geometry/alignement/non_alignes_distincts.con
\e[0;32mOK
\e[0m 0.05
23946 cic:/Sophia-Antipolis/geometry/alignement/non_alignes_distincts2.con
\e[0;32mOK
\e[0m 0.06
23947 cic:/Sophia-Antipolis/geometry/aire_signee/aire_vecteur_nul_l.con
\e[0;32mOK
\e[0m 0.04
23948 cic:/Sophia-Antipolis/geometry/aire_signee/aire_vecteur_nul_r.con
\e[0;32mOK
\e[0m 0.04
23949 cic:/Sophia-Antipolis/geometry/Rutile/non_produit_un.con
\e[0;32mOK
\e[0m 0.04
23950 cic:/Sophia-Antipolis/geometry/Rutile/resolution2.con
\e[0;32mOK
\e[0m 0.08
23951 cic:/Sophia-Antipolis/geometry/Field_affine/PP_0.con
\e[0;32mOK
\e[0m 0.03
23952 cic:/Sophia-Antipolis/geometry/Field_affine/add_PP_A.con
\e[0;32mOK
\e[0m 0.06
23953 cic:/Sophia-Antipolis/geometry/Field_affine/add_PP_assoc.con
\e[0;32mOK
\e[0m 0.05
23954 cic:/Sophia-Antipolis/geometry/Field_affine/add_PP_sym.con
\e[0;32mOK
\e[0m 0.02
23955 cic:/Sophia-Antipolis/geometry/Field_affine/add_PP_zero.con
\e[0;32mOK
\e[0m 0.03
23956 cic:/Sophia-Antipolis/geometry/Field_affine/def_mult_PP.con
\e[0;32mOK
\e[0m 0.05
23957 cic:/Sophia-Antipolis/geometry/Field_affine/def_zero.con
\e[0;32mOK
\e[0m 0.02
23958 cic:/Sophia-Antipolis/geometry/Field_affine/distrib_mult_PP.con
\e[0;32mOK
\e[0m 0.06
23959 cic:/Sophia-Antipolis/geometry/Field_affine/distrib_mult_cons.con
\e[0;32mOK
\e[0m 0.11
23960 cic:/Sophia-Antipolis/geometry/Field_affine/l1.con
\e[0;32mOK
\e[0m 0.03
23961 cic:/Sophia-Antipolis/geometry/Field_affine/l2.con
\e[0;32mOK
\e[0m 0.03
23962 cic:/Sophia-Antipolis/geometry/Field_affine/mult_PP_0.con
\e[0;32mOK
\e[0m 0.03
23963 cic:/Sophia-Antipolis/geometry/Field_affine/mult_PP_1.con
\e[0;32mOK
\e[0m 0.03
23964 cic:/Sophia-Antipolis/geometry/Field_affine/zero_add_PP.con
\e[0;32mOK
\e[0m 0.02
23965 cic:/Sophia-Antipolis/Rsa/Divides/divides_dec.con
\e[0;32mOK
\e[0m 0.03
23966 cic:/Sophia-Antipolis/Rsa/Divides/gcd_correct.con
\e[0;32mOK
\e[0m 0.04
23967 cic:/Sophia-Antipolis/MATHS/GROUPS/g2/T4.con
\e[0;32mOK
\e[0m 0.09
23968 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Ex2.con
\e[0;32mOK
\e[0m 0.02
23969 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/add_exponents.con
\e[0;32mOK
\e[0m 0.05
23970 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/lemma2'.var
\e[0;32mOK
\e[0m 0.01
23971 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/lemma4.var
\e[0;32mOK
\e[0m 0.01
23972 cic:/Sophia-Antipolis/MATHS/DOMAINS/triple/D.con
\e[0;32mOK
\e[0m 0.01
23973 cic:/Sophia-Antipolis/MATHS/DOMAINS/newfil/First_inductive_lemma/D.var
\e[0;32mOK
\e[0m 0.01
23974 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo1/Non_empty_has_glb.con
\e[0;32mOK
\e[0m 0.05
23975 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Compact_is_in_Carrier.con
\e[0;32mOK
\e[0m 0.02
23976 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Conditionally_complete_has_a_bottom.con
\e[0;32mOK
\e[0m 0.03
23977 cic:/Sophia-Antipolis/MATHS/DOMAINS/alpo/Compatible_lubs.con
\e[0;32mOK
\e[0m 0.02
23978 cic:/Sophia-Antipolis/MATHS/DOMAINS/alpo/Lub_of_Union.con
\e[0;32mOK
\e[0m 0.03
23979 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Approximant_ind.con
\e[0;32mOK
\e[0m 0.01
23980 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Approximant_rec.con
\e[0;32mOK
\e[0m 0.01
23981 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Omega_algebraic.con
\e[0;32mOK
\e[0m 0.01
23982 cic:/Sophia-Antipolis/Huffman/HeightPred/height_pred_disj_larger.con
\e[0;32mOK
\e[0m 0.07
23983 cic:/Sophia-Antipolis/Huffman/HeightPred/height_pred_disj_larger2.con
\e[0;32mOK
\e[0m 0.07
23984 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/MultSeq/Invariant.con
\e[0;32mOK
\e[0m 0.09
23985 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Nexts_in_Naturals.con
\e[0;32mOK
\e[0m 0.10
23986 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Powerset_th1.con
\e[0;32mOK
\e[0m 0.01
23987 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Substitute.con
\e[0;31mFAIL
\e[0m
23988 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Zero_in_Naturals.con
\e[0;32mOK
\e[0m 0.01
23989 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/a_pair_is_a_pair_th2.con
\e[0;31mFAIL
\e[0m
23990 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction3bI_Out.con
\e[0;31mFAIL
\e[0m
23991 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/some_things_strictsub_their_nexts.con
\e[0;31mFAIL
\e[0m
23992 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th2_Out.con
\e[0;31mFAIL
\e[0m
23993 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th3_Out.con
\e[0;31mFAIL
\e[0m
23994 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_th4_Out.con
\e[0;31mFAIL
\e[0m
23995 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/zero_different_from_one/step1.var
\e[0;31mFAIL
\e[0m
23996 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/step5.var
\e[0;31mFAIL
\e[0m
23997 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_has_geq_2_elements_proof/second_geq_2_a/stepa_1.var
\e[0;31mFAIL
\e[0m
23998 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2/step5.var
\e[0;32mOK
\e[0m 0.01
23999 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1/step1.var
\e[0;31mFAIL
\e[0m
24000 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power4/step2.var
\e[0;31mFAIL
\e[0m
24001 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power3/step1.var
\e[0;31mFAIL
\e[0m
24002 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power3/step2.var
\e[0;31mFAIL
\e[0m
24003 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_proj2_proof/step2.var
\e[0;32mOK
\e[0m 0.01
24004 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/one_different_from_two/step1.var
\e[0;31mFAIL
\e[0m
24005 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/naturals_main_induction3a/step3a2.var
\e[0;32mOK
\e[0m 0.01
24006 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction2/step2_3.var
\e[0;31mFAIL
\e[0m
24007 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/step8.var
\e[0;32mOK
\e[0m 0.01
24008 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/step5.var
\e[0;32mOK
\e[0m 0.01
24009 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/doubleton_uniqueness_2/step1_2.var
\e[0;31mFAIL
\e[0m
24010 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/doubleton_uniqueness_1/step1_2.var
\e[0;31mFAIL
\e[0m
24011 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/step10.var
\e[0;31mFAIL
\e[0m
24012 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/covering_1/covering_em/step9.var
\e[0;31mFAIL
\e[0m
24013 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/step2.var
\e[0;32mOK
\e[0m 0.01
24014 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/step2.var
\e[0;31mFAIL
\e[0m
24015 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/step4.var
\e[0;31mFAIL
\e[0m
24016 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Naturals_th1_proof/step1.var
\e[0;32mOK
\e[0m 0.01
24017 cic:/Sophia-Antipolis/Float/ex/rClosestEven.con
\e[0;32mOK
\e[0m 0.03
24018 cic:/Sophia-Antipolis/Float/Zdivides/ZdividesMult.con
\e[0;32mOK
\e[0m 0.01
24019 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicFopp.con
\e[0;32mOK
\e[0m 0.01
24020 cic:/Sophia-Antipolis/Float/FminOp/EqSpeTwice.con
\e[0;32mOK
\e[0m 0.06
24021 cic:/Sophia-Antipolis/Float/FminOp/RltSpeTwice1.con
\e[0;32mOK
\e[0m 0.06
24022 cic:/Sophia-Antipolis/Float/FminOp/RltSpeTwice2.con
\e[0;32mOK
\e[0m 0.06
24023 cic:/Sophia-Antipolis/Float/FminOp/rToZero.con
\e[0;32mOK
\e[0m 0.01
24024 cic:/Sophia-Antipolis/Float/Faux/Rledouble.con
\e[0;32mOK
\e[0m 0.02
24025 cic:/Sophia-Antipolis/Float/Faux/Rltdouble.con
\e[0;32mOK
\e[0m 0.02
24026 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Complete_ind.con
\e[0;32mOK
\e[0m 0.01
24027 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Complete_rec.con
\e[0;32mOK
\e[0m 0.01
24028 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Conditionally_complete_ind.con
\e[0;32mOK
\e[0m 0.01
24029 cic:/Sophia-Antipolis/Cours-de-Coq/podefs_1/Conditionally_complete_rec.con
\e[0;32mOK
\e[0m 0.01
24030 cic:/Sophia-Antipolis/Cours-de-Coq/Partial_order_facts/Lub_is_in_Carrier.con
\e[0;32mOK
\e[0m 0.02
24031 cic:/Sophia-Antipolis/Buchberger/Pspoly/Reducep_ind.con
\e[0;32mOK
\e[0m 0.04
24032 cic:/Sophia-Antipolis/Buchberger/Preducestar/reducestar.ind
\e[0;32mOK
\e[0m 0.34
24033 cic:/Sophia-Antipolis/Buchberger/Preduceplus/pO_reduceplus.con
\e[0;32mOK
\e[0m 0.06
24034 cic:/Sophia-Antipolis/Buchberger/Preduceplus/reduce_imp_reduceplus.con
\e[0;32mOK
\e[0m 0.04
24035 cic:/Sophia-Antipolis/Buchberger/Preduceplus/reduceplus_ind.con
\e[0;32mOK
\e[0m 0.02
24036 cic:/Sophia-Antipolis/Buchberger/Preduce/irreducible_inv_px_l.con
\e[0;32mOK
\e[0m 0.14
24037 cic:/Sophia-Antipolis/Buchberger/Preduce/pO_irreducible.con
\e[0;32mOK
\e[0m 0.04
24038 cic:/Sophia-Antipolis/Buchberger/Preduce/reducehead_imp_reduce.con
\e[0;32mOK
\e[0m 0.05
24039 cic:/Sophia-Antipolis/Buchberger/Pplus/eqp_pluspf_com_l.con
\e[0;32mOK
\e[0m 1.87
24040 cic:/Sophia-Antipolis/Buchberger/Pplus/eqp_pluspf_com_r.con
\e[0;32mOK
\e[0m 1.78
24041 cic:/Sophia-Antipolis/Buchberger/Pplus/pluspf_com.con
\e[0;32mOK
\e[0m 0.01
24042 cic:/Sophia-Antipolis/Buchberger/Pmults/mults_dist1.con
\e[0;32mOK
\e[0m 1.81
24043 cic:/Sophia-Antipolis/Buchberger/Pmults/mults_dist2.con
\e[0;32mOK
\e[0m 1.80
24044 cic:/Sophia-Antipolis/Buchberger/Pmults/mults_dist_pluspf.con
\e[0;32mOK
\e[0m 6.55
24045 cic:/Sophia-Antipolis/Buchberger/Pmults/mults_invTerm.con
\e[0;32mOK
\e[0m 2.43
24046 cic:/Sophia-Antipolis/Buchberger/Pminus/minusP_is_plusP_mults.con
\e[0;32mOK
\e[0m 8.93
24047 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_zero.con
\e[0;32mOK
\e[0m 0.05
24048 cic:/Sophia-Antipolis/Buchberger/Peq/ltp_eqp_comp.con
\e[0;32mOK
\e[0m 0.33
24049 cic:/Sophia-Antipolis/Buchberger/Pcrit/divPp_mults1.con
\e[0;32mOK
\e[0m 0.03
24050 cic:/Sophia-Antipolis/Buchberger/POrder/canonical_cons.con
\e[0;32mOK
\e[0m 0.03
24051 cic:/Sophia-Antipolis/Buchberger/POrder/canonical_imp_in_nzero.con
\e[0;32mOK
\e[0m 0.03
24052 cic:/Sophia-Antipolis/Buchberger/POrder/canonical_pX_order.con
\e[0;32mOK
\e[0m 0.01
24053 cic:/Sophia-Antipolis/Buchberger/POrder/ltP_pX_olist.con
\e[0;32mOK
\e[0m 0.12
24054 cic:/Sophia-Antipolis/Buchberger/POrder/olist_imp_olist.con
\e[0;32mOK
\e[0m 0.03
24055 cic:/Sophia-Antipolis/Buchberger/POrder/olist_pX_ltP.con
\e[0;32mOK
\e[0m 0.02
24056 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_multTerm_l.con
\e[0;32mOK
\e[0m 0.02
24057 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_multTerm_r.con
\e[0;32mOK
\e[0m 0.02
24058 cic:/Sophia-Antipolis/Buchberger/DivTerm/eqT_nzero_divP.con
\e[0;32mOK
\e[0m 0.03
24059 cic:/Sophia-Antipolis/Buchberger/DivTerm/ppc_multTerm_divP.con
\e[0;32mOK
\e[0m 0.02
24060 cic:/Sophia-Antipolis/Buchberger/Dickson/keylem_cor.con
\e[0;32mOK
\e[0m 0.01
24061 cic:/Sophia-Antipolis/Buchberger/BuchAux/inP_reduce.con
\e[0;32mOK
\e[0m 0.05
24062 cic:/Sophia-Antipolis/Buchberger/Buch/slice.con
\e[0;32mOK
\e[0m 0.09
24063 cic:/Sophia-Antipolis/Buchberger/Buch/stable_ind.con
\e[0;32mOK
\e[0m 0.03
24064 cic:/Sophia-Antipolis/Buchberger/Buch/stable_refl.con
\e[0;32mOK
\e[0m 0.02
24065 cic:/Sophia-Antipolis/Buchberger/Buch/stable_trans.con
\e[0;32mOK
\e[0m 0.14
24066 cic:/Sophia-Antipolis/Bertrand/Power/power_lt_mono_inv2.con
\e[0;32mOK
\e[0m 0.02
24067 cic:/Sophia-Antipolis/Bertrand/Misc/sqr_inv.con
\e[0;32mOK
\e[0m 0.05
24068 cic:/Sophia-Antipolis/Bertrand/Misc/sqr_le.con
\e[0;32mOK
\e[0m 0.02
24069 cic:/Sophia-Antipolis/Bertrand/Misc/sqr_lt.con
\e[0;32mOK
\e[0m 0.04
24070 cic:/Sophia-Antipolis/Bertrand/Knuth_def/sqr.con
\e[0;32mOK
\e[0m 0.01
24071 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_correct.con
\e[0;32mOK
\e[0m 0.03
24072 cic:/Sophia-Antipolis/Bertrand/Divides/divides_dec.con
\e[0;32mOK
\e[0m 0.03
24073 cic:/Sophia-Antipolis/Angles/point_napoleon/circonscrit_3centres.con
\e[0;32mOK
\e[0m 0.07
24074 cic:/Sophia-Antipolis/Angles/point_cocyclicite/deux_rectangles.con
\e[0;32mOK
\e[0m 0.02
24075 cic:/Sophia-Antipolis/Algebra/Z_group/Zlt_reg_l.con
\e[0;32mOK
\e[0m 0.01
24076 cic:/Sophia-Antipolis/Algebra/Tiroirs/tiroirs_def/f.var
\e[0;31mFAIL
\e[0m
24077 cic:/Sophia-Antipolis/Algebra/Sets/Ap_comp.con
\e[0;31mFAIL
\e[0m
24078 cic:/Sophia-Antipolis/Algebra/Sets/Id.con
\e[0;31mFAIL
\e[0m
24079 cic:/Sophia-Antipolis/Algebra/Sets/injective.con
\e[0;31mFAIL
\e[0m
24080 cic:/Sophia-Antipolis/Algebra/Sets/map_ext.con
\e[0;31mFAIL
\e[0m
24081 cic:/Sophia-Antipolis/Algebra/Sets/surj_set_quo.con
\e[0;31mFAIL
\e[0m
24082 cic:/Sophia-Antipolis/Algebra/Sets/surjective.con
\e[0;31mFAIL
\e[0m
24083 cic:/Sophia-Antipolis/Algebra/Sets/Sets1/Maps1/Maps1_3/f.var
\e[0;31mFAIL
\e[0m
24084 cic:/Sophia-Antipolis/Algebra/Sets/Sets1/Maps1/Maps1_3/g.var
\e[0;31mFAIL
\e[0m
24085 cic:/Sophia-Antipolis/Algebra/Parts3/Restrictions1/f.var
\e[0;31mFAIL
\e[0m
24086 cic:/Sophia-Antipolis/Algebra/Parts3/Inverse_image1/f.var
\e[0;31mFAIL
\e[0m
24087 cic:/Sophia-Antipolis/Algebra/Parts3/Inverse_image1/Inverse_image1_1/f.var
\e[0;31mFAIL
\e[0m
24088 cic:/Sophia-Antipolis/Algebra/Parts2/Images1/f.var
\e[0;31mFAIL
\e[0m
24089 cic:/Sophia-Antipolis/Algebra/Parts/part.con
\e[0;32mOK
\e[0m 0.01
24090 cic:/Sophia-Antipolis/Algebra/Parts/part_set.con
\e[0;32mOK
\e[0m 0.04
24091 cic:/Sophia-Antipolis/Algebra/Parts/subtype_ind.con
\e[0;32mOK
\e[0m 0.02
24092 cic:/Sophia-Antipolis/Algebra/Parts/subtype_prf.con
\e[0;32mOK
\e[0m 0.01
24093 cic:/Sophia-Antipolis/Algebra/Parts/subtype_rec.con
\e[0;32mOK
\e[0m 0.01
24094 cic:/Sophia-Antipolis/Algebra/Parts/Part_set/eq_part_equiv.var
\e[0;32mOK
\e[0m 0.04
24095 cic:/Sophia-Antipolis/Algebra/Categories/Category_def/Category_def1/Hom_comp.var
\e[0;31mFAIL
\e[0m
24096 cic:/Sophia-Antipolis/Algebra/Cartesian/coupl_proj.con
\e[0;32mOK
\e[0m 0.03
24097 cic:/Sophia-Antipolis/Algebra/Cartesian/couple_comp.con
\e[0;32mOK
\e[0m 0.02
24098 cic:/Sophia-Antipolis/Algebra/Cartesian/curry.con
\e[0;31mFAIL
\e[0m
24099 cic:/Sophia-Antipolis/Algebra/Cartesian/proj1_comp.con
\e[0;32mOK
\e[0m 0.03
24100 cic:/Sophia-Antipolis/Algebra/Cartesian/proj2_comp.con
\e[0;32mOK
\e[0m 0.04
24101 cic:/Sophia-Antipolis/Algebra/Cartesian/uncurry.con
\e[0;31mFAIL
\e[0m
24102 cic:/Sophia-Antipolis/Algebra/Cartesian/Maps/f.var
\e[0;31mFAIL
\e[0m
24103 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Bernstein/f.var
\e[0;31mFAIL
\e[0m
24104 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Bernstein/g.var
\e[0;31mFAIL
\e[0m
24105 cic:/Rocq/ZF/Ordinal_theory/IN_Vee_Succ_EXType.con
\e[0;32mOK
\e[0m 0.02
24106 cic:/Rocq/ZF/Ordinal_theory/ex_rk.con
\e[0;32mOK
\e[0m 0.37
24107 cic:/Rocq/TreeAutomata/union_correct/union_mpl_correct_ref_ok_invar.con
\e[0;32mOK
\e[0m 0.10
24108 cic:/Rocq/TreeAutomata/union_correct/union_mpl_correct_wrt_sign_invar_1.con
\e[0;32mOK
\e[0m 0.53
24109 cic:/Rocq/TreeAutomata/union/mpl_compat_8_3.con
\e[0;32mOK
\e[0m 0.01
24110 cic:/Rocq/TreeAutomata/union/union_s0d_1.con
\e[0;32mOK
\e[0m 0.02
24111 cic:/Rocq/TreeAutomata/union/union_s0d_2_1.con
\e[0;32mOK
\e[0m 0.17
24112 cic:/Rocq/TreeAutomata/union/union_s1d_1.con
\e[0;32mOK
\e[0m 0.08
24113 cic:/Rocq/TreeAutomata/union/union_s_rpl_3.con
\e[0;32mOK
\e[0m 0.05
24114 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_r.con
\e[0;32mOK
\e[0m 0.01
24115 cic:/Rocq/TreeAutomata/states_kill_correct/DTA_kill_empty_states_lazy_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.01
24116 cic:/Rocq/TreeAutomata/signature/dta_compatible_compat.con
\e[0;32mOK
\e[0m 0.01
24117 cic:/Rocq/TreeAutomata/semantics/semantic_equiv_1_0.con
\e[0;31mFAIL
\e[0m
24118 cic:/Rocq/TreeAutomata/semantics/semantic_equiv_1_3.con
\e[0;31mFAIL
\e[0m
24119 cic:/Rocq/TreeAutomata/semantics/semantic_equiv_1_4.con
\e[0;31mFAIL
\e[0m
24120 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co_10.con
\e[0;31mFAIL
\e[0m
24121 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_non_sas_chain_fp_2.con
\e[0;32mOK
\e[0m 0.03
24122 cic:/Rocq/TreeAutomata/lattice_fixpoint/lattice_bounded.con
\e[0;32mOK
\e[0m 0.01
24123 cic:/Rocq/TreeAutomata/inter_correct/st_produit_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.02
24124 cic:/Rocq/TreeAutomata/inter/predta_produit_2.con
\e[0;32mOK
\e[0m 0.52
24125 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_contain_coacc_ads_2.con
\e[0;32mOK
\e[0m 0.02
24126 cic:/Rocq/SUBST/conf_local_SL/local_systemSL.con
\e[0;32mOK
\e[0m 0.02
24127 cic:/Rocq/SUBST/commutation/diag1_lambda.con
\e[0;32mOK
\e[0m 0.02
24128 cic:/Rocq/SUBST/Pol2/P2_id.con
\e[0;32mOK
\e[0m 0.01
24129 cic:/Rocq/SUBST/Pol2/P2_idr.con
\e[0;32mOK
\e[0m 0.01
24130 cic:/Rocq/SUBST/Pol1/P1_fvarlift1.con
\e[0;32mOK
\e[0m 0.01
24131 cic:/Rocq/SUBST/Pol1/P1_id.con
\e[0;32mOK
\e[0m 0.01
24132 cic:/Rocq/SUBST/Pol1/P1_idr.con
\e[0;32mOK
\e[0m 0.01
24133 cic:/Rocq/SUBST/Pol1/P1_lambda.con
\e[0;32mOK
\e[0m 0.02
24134 cic:/Rocq/PARADOXES/Reynolds1/lemma5.con
\e[0;32mOK
\e[0m 0.04
24135 cic:/Rocq/MUTUAL-EXCLUSION/binary/version1/Soundness/soundness.con
\e[0;32mOK
\e[0m 1.22
24136 cic:/Rocq/LAMBDA/Substitution/lift_subst.con
\e[0;32mOK
\e[0m 0.02
24137 cic:/Rocq/LAMBDA/Substitution/subst_preserve_comp.con
\e[0;32mOK
\e[0m 0.01
24138 cic:/Rocq/LAMBDA/Substitution/subst_preserve_regular.con
\e[0;32mOK
\e[0m 0.01
24139 cic:/Rocq/LAMBDA/Substitution/subst_rec_lift.con
\e[0;32mOK
\e[0m 0.01
24140 cic:/Rocq/LAMBDA/Substitution/subst_rec_lift1.con
\e[0;32mOK
\e[0m 0.01
24141 cic:/Rocq/LAMBDA/Simulation/mark_subst.con
\e[0;32mOK
\e[0m 0.01
24142 cic:/Rocq/LAMBDA/Simulation/unmark_subst.con
\e[0;32mOK
\e[0m 0.05
24143 cic:/Rocq/LAMBDA/Residuals/residuals.ind
\e[0;32mOK
\e[0m 0.05
24144 cic:/Rocq/LAMBDA/Reduction/par_red1.ind
\e[0;32mOK
\e[0m 0.04
24145 cic:/Rocq/LAMBDA/Reduction/red1.ind
\e[0;32mOK
\e[0m 0.04
24146 cic:/Rocq/HIGMAN/Higman/CexMin.con
\e[0;32mOK
\e[0m 0.02
24147 cic:/Rocq/HIGMAN/Higman/Cexfx.con
\e[0;32mOK
\e[0m 0.02
24148 cic:/Rocq/HIGMAN/Higman/exi_cmin_S.con
\e[0;32mOK
\e[0m 0.02
24149 cic:/Rocq/COC/Types/red1_in_env_ind.con
\e[0;32mOK
\e[0m 0.02
24150 cic:/Rocq/COC/Types/wf.ind
\e[0;32mOK
\e[0m 0.04
24151 cic:/Rocq/COC/Termes/commut_lift_subst_rec.con
\e[0;32mOK
\e[0m 0.17
24152 cic:/Rocq/COC/Termes/conv_ind.con
\e[0;32mOK
\e[0m 0.01
24153 cic:/Rocq/COC/Termes/distr_lift_subst_rec.con
\e[0;32mOK
\e[0m 0.14
24154 cic:/Rocq/COC/Termes/one_step_conv_exp.con
\e[0;32mOK
\e[0m 0.01
24155 cic:/Rocq/COC/Termes/one_step_red.con
\e[0;32mOK
\e[0m 0.01
24156 cic:/Rocq/COC/Termes/permute_lift.con
\e[0;32mOK
\e[0m 0.01
24157 cic:/Rocq/COC/Termes/red1_par_red1.con
\e[0;32mOK
\e[0m 0.01
24158 cic:/Rocq/COC/Termes/red_ind.con
\e[0;32mOK
\e[0m 0.01
24159 cic:/Rocq/COC/Termes/simpl_lift.con
\e[0;32mOK
\e[0m 0.01
24160 cic:/Rocq/COC/Termes/simpl_subst.con
\e[0;32mOK
\e[0m 0.01
24161 cic:/Rocq/COC/Termes/sn_prod.con
\e[0;32mOK
\e[0m 0.05
24162 cic:/Rocq/COC/Termes/subterm_sn.con
\e[0;32mOK
\e[0m 0.02
24163 cic:/Rocq/COC/Ered/Econv_ind.con
\e[0;32mOK
\e[0m 0.01
24164 cic:/Rocq/COC/Ered/Epar_red1_Epar_red.con
\e[0;32mOK
\e[0m 0.01
24165 cic:/Rocq/COC/Ered/Ered1_Epar_red1.con
\e[0;32mOK
\e[0m 0.02
24166 cic:/Rocq/COC/Ered/Ered_ind.con
\e[0;32mOK
\e[0m 0.01
24167 cic:/Rocq/COC/Ered/one_step_Econv_exp.con
\e[0;32mOK
\e[0m 0.01
24168 cic:/Rocq/COC/Ered/red1_Ered1.con
\e[0;32mOK
\e[0m 0.01
24169 cic:/Rocq/COC/Equiv/NF_Econv.ind
\e[0;32mOK
\e[0m 0.01
24170 cic:/Rocq/COC/Equiv/normal_abs_inv.con
\e[0;32mOK
\e[0m 0.01
24171 cic:/Rocq/COC/Equiv/normal_app_inv.con
\e[0;32mOK
\e[0m 0.02
24172 cic:/Rocq/COC/Equiv/normal_normal_abs.con
\e[0;32mOK
\e[0m 0.04
24173 cic:/Rocq/COC/Equiv/normal_normal_app.con
\e[0;32mOK
\e[0m 0.05
24174 cic:/Rocq/COC/Equiv/normal_normal_prod.con
\e[0;32mOK
\e[0m 0.04
24175 cic:/Rocq/COC/Equiv/normal_prod_inv.con
\e[0;32mOK
\e[0m 0.01
24176 cic:/Rocq/COC/Equiv/normal_prop.con
\e[0;32mOK
\e[0m 0.03
24177 cic:/Rocq/COC/Equiv/not_is_lam_Ered1.con
\e[0;32mOK
\e[0m 0.04
24178 cic:/Rocq/COC/Equiv/refl_equiv_env.con
\e[0;32mOK
\e[0m 0.01
24179 cic:/Rocq/COC/ETypes/Ewf.ind
\e[0;32mOK
\e[0m 0.04
24180 cic:/Rocq/COC/Conv_Dec/ord_norm.con
\e[0;32mOK
\e[0m 0.01
24181 cic:/Rocq/COC/Conv_Dec/wf_ord_norm1.con
\e[0;32mOK
\e[0m 0.01
24182 cic:/Rocq/COC/Can/default_can.con
\e[0;32mOK
\e[0m 0.01
24183 cic:/Rocq/COC/Can/is_cand.ind
\e[0;32mOK
\e[0m 0.01
24184 cic:/Rocq/ARITH/ZChinese/Zstruct/Z_group.con
\e[0;32mOK
\e[0m 0.03
24185 cic:/Rocq/ARITH/Chinese/Zrec/recZ.con
\e[0;32mOK
\e[0m 0.02
24186 cic:/Rocq/ARITH/Chinese/Zmult/mult_predZ_l.con
\e[0;32mOK
\e[0m 0.03
24187 cic:/Rocq/ARITH/Chinese/Zmult/mult_succZ_l.con
\e[0;32mOK
\e[0m 0.03
24188 cic:/Rocq/ARITH/Chinese/Zadd/Z_group.con
\e[0;32mOK
\e[0m 0.01
24189 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/Elt_sub.con
\e[0;32mOK
\e[0m 0.01
24190 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/SubType_rect.con
\e[0;32mOK
\e[0m 0.01
24191 cic:/Rocq/ALGEBRA/SETOID/SetoidPROD/Proj1_SPROD_map_law.con
\e[0;32mOK
\e[0m 0.02
24192 cic:/Rocq/ALGEBRA/SETOID/SetoidPROD/Proj2_SPROD_map_law.con
\e[0;32mOK
\e[0m 0.02
24193 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/Concat.con
\e[0;32mOK
\e[0m 0.01
24194 cic:/Rocq/ALGEBRA/SETOID/MapProperty/Inj.ind
\e[0;32mOK
\e[0m 0.01
24195 cic:/Rocq/ALGEBRA/SETOID/MapProperty/Surj.ind
\e[0;32mOK
\e[0m 0.01
24196 cic:/Rocq/ALGEBRA/SETOID/Map2/Map2_alt.con
\e[0;32mOK
\e[0m 0.01
24197 cic:/Rocq/ALGEBRA/SETOID/Map/Ext_equiv.con
\e[0;32mOK
\e[0m 0.02
24198 cic:/Rocq/ALGEBRA/SETOID/Map/Pres1.con
\e[0;32mOK
\e[0m 0.01
24199 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Ext_equiv''.con
\e[0;32mOK
\e[0m 0.02
24200 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Pres1''.con
\e[0;32mOK
\e[0m 0.01
24201 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Ext_equiv'.con
\e[0;32mOK
\e[0m 0.02
24202 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Pres1'.con
\e[0;32mOK
\e[0m 0.01
24203 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/S_pulb_pred.con
\e[0;32mOK
\e[0m 0.01
24204 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/verif_expo/set_lambda_def/set_lambda_fun_def/f.var
\e[0;32mOK
\e[0m 0.01
24205 cic:/Paris/ZF/src/ZFrelations/lem_equiv_comp_dom.con
\e[0;32mOK
\e[0m 1.20
24206 cic:/Paris/ZF/src/ZFrelations/lem_equiv_comp_img.con
\e[0;32mOK
\e[0m 0.34
24207 cic:/Paris/ZF/src/ZFrelations/lem_projQuotient_dom.con
\e[0;32mOK
\e[0m 0.72
24208 cic:/Paris/ZF/src/ZFrelations/lem_projQuotient_img.con
\e[0;32mOK
\e[0m 0.63
24209 cic:/Orsay/ExactRealArithmetic/Rbase_operations/Rmult_1_r.con
\e[0;32mOK
\e[0m 0.01
24210 cic:/Orsay/ExactRealArithmetic/Rbase_operations/Rmult_1_r2.con
\e[0;32mOK
\e[0m 0.01
24211 cic:/Orsay/ExactRealArithmetic/Rbase_operations/Rmult_1l.con
\e[0;32mOK
\e[0m 0.01
24212 cic:/Orsay/ExactRealArithmetic/Rbase_operations/Rmult_5.con
\e[0;32mOK
\e[0m 0.05
24213 cic:/Orsay/ExactRealArithmetic/Rbase_operations/Rmult_mult_mult.con
\e[0;32mOK
\e[0m 0.04
24214 cic:/Orsay/ExactRealArithmetic/Rbase_operations/Rplus_Rsub_distr.con
\e[0;32mOK
\e[0m 0.03
24215 cic:/Orsay/ExactRealArithmetic/Rbase_operations/Rplus_plus_2.con
\e[0;32mOK
\e[0m 0.05
24216 cic:/Orsay/ExactRealArithmetic/Rbase_operations/Rsub_sym.con
\e[0;32mOK
\e[0m 0.01
24217 cic:/Orsay/ExactRealArithmetic/Rbase_operations/eq_2_minus.con
\e[0;32mOK
\e[0m 0.02
24218 cic:/Nancy/FOUnify/term_unif/UnifC1.con
\e[0;32mOK
\e[0m 0.02
24219 cic:/Nancy/FOUnify/term_unif/term_subst_comp.con
\e[0;32mOK
\e[0m 0.03
24220 cic:/Muenchen/Higman/Higman2/higman_idx.con
\e[0;32mOK
\e[0m 0.01
24221 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_Inv13.con
\e[0;32mOK
\e[0m 0.19
24222 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_Inv8.con
\e[0;32mOK
\e[0m 0.23
24223 cic:/Montevideo/FSSecModel/writeIsSecure/WritePSP.con
\e[0;32mOK
\e[0m 0.21
24224 cic:/Montevideo/FSSecModel/writeIsSecure/WritePSS.con
\e[0;32mOK
\e[0m 0.16
24225 cic:/Montevideo/FSSecModel/unlinkIsSecure/UnlinkPSP.con
\e[0;32mOK
\e[0m 0.32
24226 cic:/Montevideo/FSSecModel/unlinkIsSecure/UnlinkPSS.con
\e[0;32mOK
\e[0m 0.24
24227 cic:/Montevideo/FSSecModel/statIsSecure/StatPSP.con
\e[0;32mOK
\e[0m 0.15
24228 cic:/Montevideo/FSSecModel/statIsSecure/StatPSS.con
\e[0;32mOK
\e[0m 0.14
24229 cic:/Montevideo/FSSecModel/sscstatIsSecure/SscstatPSP.con
\e[0;32mOK
\e[0m 0.15
24230 cic:/Montevideo/FSSecModel/sscstatIsSecure/SscstatPSS.con
\e[0;32mOK
\e[0m 0.14
24231 cic:/Montevideo/FSSecModel/rmdirIsSecure/RmdirPSP.con
\e[0;32mOK
\e[0m 0.33
24232 cic:/Montevideo/FSSecModel/rmdirIsSecure/RmdirPSS.con
\e[0;32mOK
\e[0m 0.24
24233 cic:/Montevideo/FSSecModel/readdirIsSecure/ReaddirPSP.con
\e[0;32mOK
\e[0m 0.14
24234 cic:/Montevideo/FSSecModel/readdirIsSecure/ReaddirPSS.con
\e[0;32mOK
\e[0m 0.13
24235 cic:/Montevideo/FSSecModel/readIsSecure/ReadPSP.con
\e[0;32mOK
\e[0m 0.14
24236 cic:/Montevideo/FSSecModel/readIsSecure/ReadPSS.con
\e[0;32mOK
\e[0m 0.13
24237 cic:/Montevideo/FSSecModel/owner_closeIsSecure/Owner_ClosePSP.con
\e[0;32mOK
\e[0m 0.89
24238 cic:/Montevideo/FSSecModel/owner_closeIsSecure/Owner_ClosePSS.con
\e[0;32mOK
\e[0m 0.44
24239 cic:/Montevideo/FSSecModel/oscstatIsSecure/OscstatPSP.con
\e[0;32mOK
\e[0m 0.13
24240 cic:/Montevideo/FSSecModel/oscstatIsSecure/OscstatPSS.con
\e[0;32mOK
\e[0m 0.13
24241 cic:/Montevideo/FSSecModel/openIsSecure/OpenPSP.con
\e[0;32mOK
\e[0m 1.89
24242 cic:/Montevideo/FSSecModel/openIsSecure/OpenPSS.con
\e[0;32mOK
\e[0m 1.72
24243 cic:/Montevideo/FSSecModel/mkdirIsSecure/MkdirPSP.con
\e[0;32mOK
\e[0m 0.27
24244 cic:/Montevideo/FSSecModel/mkdirIsSecure/MkdirPSS.con
\e[0;32mOK
\e[0m 0.61
24245 cic:/Montevideo/FSSecModel/delUsrGrpFromAclIsSecure/DelUsrGrpFromAclPSP.con
\e[0;32mOK
\e[0m 0.18
24246 cic:/Montevideo/FSSecModel/delUsrGrpFromAclIsSecure/DelUsrGrpFromAclPSS.con
\e[0;32mOK
\e[0m 0.37
24247 cic:/Montevideo/FSSecModel/createIsSecure/CreatePSP.con
\e[0;32mOK
\e[0m 0.28
24248 cic:/Montevideo/FSSecModel/createIsSecure/CreatePSS.con
\e[0;32mOK
\e[0m 0.62
24249 cic:/Montevideo/FSSecModel/closeIsSecure/ClosePSP.con
\e[0;32mOK
\e[0m 0.87
24250 cic:/Montevideo/FSSecModel/closeIsSecure/ClosePSS.con
\e[0;32mOK
\e[0m 0.50
24251 cic:/Montevideo/FSSecModel/chsubscIsSecure/ChsubscPSP.con
\e[0;32mOK
\e[0m 0.16
24252 cic:/Montevideo/FSSecModel/chsubscIsSecure/ChsubscPSS.con
\e[0;32mOK
\e[0m 0.20
24253 cic:/Montevideo/FSSecModel/chownIsSecure/ChownPSP.con
\e[0;32mOK
\e[0m 0.16
24254 cic:/Montevideo/FSSecModel/chownIsSecure/ChownPSS.con
\e[0;32mOK
\e[0m 0.39
24255 cic:/Montevideo/FSSecModel/chobjscIsSecure/ChobjscPSP.con
\e[0;32mOK
\e[0m 0.28
24256 cic:/Montevideo/FSSecModel/chobjscIsSecure/ChobjscPSS.con
\e[0;32mOK
\e[0m 0.25
24257 cic:/Montevideo/FSSecModel/chmodIsSecure/ChmodPSP.con
\e[0;32mOK
\e[0m 0.19
24258 cic:/Montevideo/FSSecModel/chmodIsSecure/ChmodPSS.con
\e[0;32mOK
\e[0m 0.39
24259 cic:/Montevideo/FSSecModel/chmod/chmod_ind.con
\e[0;32mOK
\e[0m 0.05
24260 cic:/Montevideo/FSSecModel/chmod/chmod_rec.con
\e[0;32mOK
\e[0m 0.03
24261 cic:/Montevideo/FSSecModel/addUsrGrpToAclIsSecure/AddUsrGrpToAclPSP.con
\e[0;32mOK
\e[0m 0.22
24262 cic:/Montevideo/FSSecModel/addUsrGrpToAclIsSecure/AddUsrGrpToAclPSS.con
\e[0;32mOK
\e[0m 0.41
24263 cic:/Montevideo/FSSecModel/aclstatIsSecure/AclstatPSP.con
\e[0;32mOK
\e[0m 0.19
24264 cic:/Montevideo/FSSecModel/aclstatIsSecure/AclstatPSS.con
\e[0;32mOK
\e[0m 0.18
24265 cic:/Montevideo/FSSecModel/TransFunc/TransFunc_ind.con
\e[0;32mOK
\e[0m 0.04
24266 cic:/Montevideo/FSSecModel/ModelProperties/PreservesControlProp.con
\e[0;32mOK
\e[0m 0.01
24267 cic:/Montevideo/FSSecModel/ModelProperties/WFSI1.con
\e[0;32mOK
\e[0m 0.01
24268 cic:/Montevideo/FSSecModel/ModelProperties/WFSI2.con
\e[0;32mOK
\e[0m 0.01
24269 cic:/Montevideo/FSSecModel/ModelProperties/WFSI3.con
\e[0;32mOK
\e[0m 0.01
24270 cic:/Montevideo/FSSecModel/ModelProperties/WFSI4.con
\e[0;32mOK
\e[0m 0.01
24271 cic:/Montevideo/FSSecModel/ModelProperties/WFSI5.con
\e[0;32mOK
\e[0m 0.01
24272 cic:/Montevideo/FSSecModel/ModelProperties/WFSI6.con
\e[0;32mOK
\e[0m 0.01
24273 cic:/Montevideo/FSSecModel/ModelProperties/WFSI7.con
\e[0;32mOK
\e[0m 0.01
24274 cic:/Montevideo/FSSecModel/ModelProperties/WFSI8.con
\e[0;32mOK
\e[0m 0.01
24275 cic:/Montevideo/FSSecModel/ModelProperties/WFSI9.con
\e[0;32mOK
\e[0m 0.01
24276 cic:/Marseille/GC/safety/safety/always_inv_safety.con
\e[0;32mOK
\e[0m 0.01
24277 cic:/Marseille/GC/safety/safety/always_invariant_safety_and.con
\e[0;32mOK
\e[0m 0.01
24278 cic:/Marseille/GC/safety/safety/safety_prop_safe.con
\e[0;32mOK
\e[0m 0.01
24279 cic:/Marseille/GC/mesure/safe_card/safe_card_grey.con
\e[0;32mOK
\e[0m 0.01
24280 cic:/Marseille/GC/mesure/safe_card/safe_card_white.con
\e[0;32mOK
\e[0m 0.01
24281 cic:/Marseille/GC/mesure/safe_card/safe_mesure.con
\e[0;32mOK
\e[0m 0.01
24282 cic:/Marseille/GC/liveness/until_zero/once_until_zero.con
\e[0;32mOK
\e[0m 0.77
24283 cic:/Lyon/STREAMS/GfpStreams/Filter.con
\e[0;32mOK
\e[0m 0.09
24284 cic:/Lyon/STREAMS/Eratosthene/Sift.con
\e[0;32mOK
\e[0m 0.03
24285 cic:/Lyon/PROCESSES/ABP/TRACES/Correction/correctness_cycle.con
\e[0;31mFAIL
\e[0m
24286 cic:/Lyon/GRAPHS-BASICS/Trees/Acyclic_connected_isa_tree.con
\e[0;31mFAIL
\e[0m
24287 cic:/Lyon/FIRING-SQUAD/trapeze/C42.con
\e[0;32mOK
\e[0m 0.01
24288 cic:/Lyon/FIRING-SQUAD/trapeze/G41.con
\e[0;32mOK
\e[0m 0.01
24289 cic:/Lyon/FIRING-SQUAD/trapeze/H2_Hg.con
\e[0;32mOK
\e[0m 0.03
24290 cic:/Lyon/FIRING-SQUAD/reflection/B_Vg.con
\e[0;32mOK
\e[0m 0.49
24291 cic:/Lyon/FIRING-SQUAD/reflection/C_Vg.con
\e[0;32mOK
\e[0m 10.48
24292 cic:/Lyon/FIRING-SQUAD/reflection/ZCB_ll.con
\e[0;32mOK
\e[0m 0.06
24293 cic:/Lyon/FIRING-SQUAD/double_diag/DD_ind.con
\e[0;32mOK
\e[0m 0.21
24294 cic:/Lyon/FIRING-SQUAD/bord/cinq_end_ind.con
\e[0;32mOK
\e[0m 0.01
24295 cic:/Lyon/FIRING-SQUAD/bord/cinq_end_rec.con
\e[0;32mOK
\e[0m 0.01
24296 cic:/Lyon/FIRING-SQUAD/bord/deux_quatre.con
\e[0;32mOK
\e[0m 0.03
24297 cic:/Lyon/FIRING-SQUAD/bord/quatre_end_ind.con
\e[0;32mOK
\e[0m 0.01
24298 cic:/Lyon/FIRING-SQUAD/bord/quatre_end_rec.con
\e[0;32mOK
\e[0m 0.07
24299 cic:/Lyon/FIRING-SQUAD/bord/trois_GG.con
\e[0;32mOK
\e[0m 0.01
24300 cic:/Lyon/FIRING-SQUAD/bord/trois_cinq.con
\e[0;32mOK
\e[0m 0.03
24301 cic:/Lyon/FIRING-SQUAD/bord/trois_quatre.con
\e[0;32mOK
\e[0m 0.03
24302 cic:/Lyon/FIRING-SQUAD/bib/lt_O_deuxtiers.con
\e[0;32mOK
\e[0m 0.02
24303 cic:/Lyon/CIRCUITS/Multiplier/circ_mult_proof'.con
\e[0;32mOK
\e[0m 0.04
24304 cic:/Lyon/CIRCUITS/Multiplier/circ_mult_proof.con
\e[0;32mOK
\e[0m 0.02
24305 cic:/Lyon/AUTOMATA/gram_aut/equiv_APD_Gram.con
\e[0;32mOK
\e[0m 0.02
24306 cic:/Lyon/AUTOMATA/gram5/gram5/GGim.var
\e[0;32mOK
\e[0m 0.01
24307 cic:/Lyon/AUTOMATA/gram5/gram5/Ru.var
\e[0;32mOK
\e[0m 0.01
24308 cic:/Lyon/AUTOMATA/gram5/gram5/Su.var
\e[0;32mOK
\e[0m 0.01
24309 cic:/Lyon/AUTOMATA/gram5/gram5/Vim.var
\e[0;32mOK
\e[0m 0.01
24310 cic:/Lyon/AUTOMATA/gram4/Gunion_disj_LG_inclus1.con
\e[0;32mOK
\e[0m 0.03
24311 cic:/Lyon/AUTOMATA/gram3/egalR.con
\e[0;32mOK
\e[0m 0.02
24312 cic:/Lyon/AUTOMATA/gram3/egalS.con
\e[0;32mOK
\e[0m 0.02
24313 cic:/Lyon/AUTOMATA/gram3/egalV.con
\e[0;32mOK
\e[0m 0.02
24314 cic:/Lyon/AUTOMATA/gram3/egalX.con
\e[0;32mOK
\e[0m 0.02
24315 cic:/Lyon/AUTOMATA/Reg/isregular_A_isregular.con
\e[0;32mOK
\e[0m 0.11
24316 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/UnifV2.con
\e[0;32mOK
\e[0m 0.03
24317 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/term_subst_comp.con
\e[0;32mOK
\e[0m 0.04
24318 cic:/Eindhoven/POCKLINGTON/prime/bprimedec.con
\e[0;32mOK
\e[0m 0.03
24319 cic:/Eindhoven/POCKLINGTON/prime/nonprime_sqrwitness.con
\e[0;32mOK
\e[0m 0.07
24320 cic:/Eindhoven/POCKLINGTON/modulo/moda0_exp_compat.con
\e[0;32mOK
\e[0m 0.03
24321 cic:/Eindhoven/POCKLINGTON/modulo/zmodpq_modp.con
\e[0;32mOK
\e[0m 0.01
24322 cic:/Eindhoven/POCKLINGTON/list/zmultdrop_mult.con
\e[0;32mOK
\e[0m 0.03
24323 cic:/Eindhoven/POCKLINGTON/exp/exp_plus.con
\e[0;32mOK
\e[0m 0.02
24324 cic:/Eindhoven/POCKLINGTON/divides/div_antisym.con
\e[0;32mOK
\e[0m 0.02
24325 cic:/Eindhoven/POCKLINGTON/divides/zdiv_mult_compat_l.con
\e[0;32mOK
\e[0m 0.01
24326 cic:/Coq/romega/ReflOmegaCore/Tmult_opp_left_stable.con
\e[0;32mOK
\e[0m 0.06
24327 cic:/Coq/romega/ReflOmegaCore/Tplus_assoc_l_stable.con
\e[0;32mOK
\e[0m 0.04
24328 cic:/Coq/romega/ReflOmegaCore/do_reduce_lhyps.con
\e[0;32mOK
\e[0m 0.01
24329 cic:/Coq/ring/Setoid_ring_normalize/setpolynomial_simplify_ok.con
\e[0;32mOK
\e[0m 0.02
24330 cic:/Coq/ring/Setoid_ring_normalize/setspolynomial_simplify_ok.con
\e[0;32mOK
\e[0m 0.01
24331 cic:/Coq/ring/Ring_normalize/polynomial_simplify_ok.con
\e[0;32mOK
\e[0m 0.03
24332 cic:/Coq/ring/Ring_normalize/spolynomial_simplify_ok.con
\e[0;32mOK
\e[0m 0.02
24333 cic:/Coq/ring/NArithRing/NTheory.con
\e[0;32mOK
\e[0m 0.01
24334 cic:/Coq/omega/OmegaLemmas/fast_Zmult_Zopp_left.con
\e[0;32mOK
\e[0m 0.02
24335 cic:/Coq/omega/OmegaLemmas/fast_Zplus_assoc_l.con
\e[0;32mOK
\e[0m 0.01
24336 cic:/Coq/fourier/Fourier_util/Rnot_lt0.con
\e[0;32mOK
\e[0m 0.03
24337 cic:/Coq/field/Field_Theory/AmultT_1l.con
\e[0;32mOK
\e[0m 0.03
24338 cic:/Coq/field/Field_Theory/AmultT_1r.con
\e[0;32mOK
\e[0m 0.03
24339 cic:/Coq/field/Field_Theory/AmultT_AplusT_distr.con
\e[0;32mOK
\e[0m 0.07
24340 cic:/Coq/field/Field_Theory/AmultT_Ol.con
\e[0;32mOK
\e[0m 0.02
24341 cic:/Coq/field/Field_Theory/AmultT_Or.con
\e[0;32mOK
\e[0m 0.02
24342 cic:/Coq/field/Field_Theory/AmultT_assoc.con
\e[0;32mOK
\e[0m 0.05
24343 cic:/Coq/field/Field_Theory/AmultT_sym.con
\e[0;32mOK
\e[0m 0.02
24344 cic:/Coq/field/Field_Theory/AplusT_AoppT_r.con
\e[0;32mOK
\e[0m 0.03
24345 cic:/Coq/field/Field_Theory/AplusT_Ol.con
\e[0;32mOK
\e[0m 0.02
24346 cic:/Coq/field/Field_Theory/AplusT_assoc.con
\e[0;32mOK
\e[0m 0.06
24347 cic:/Coq/field/Field_Theory/AplusT_sym.con
\e[0;32mOK
\e[0m 0.02
24348 cic:/Coq/field/Field_Theory/Rmult_neq_0_reg.con
\e[0;32mOK
\e[0m 0.04
24349 cic:/Coq/field/Field_Theory/merge_mult_correct.con
\e[0;32mOK
\e[0m 0.76
24350 cic:/Coq/field/Field_Theory/merge_plus_correct.con
\e[0;32mOK
\e[0m 0.84
24351 cic:/Coq/field/Field_Theory/multiply_aux_correct.con
\e[0;32mOK
\e[0m 0.15
24352 cic:/Coq/ZArith/Zpower/Zpower_nat_is_exp.con
\e[0;32mOK
\e[0m 0.03
24353 cic:/Coq/ZArith/Zpower/shift_nat_correct.con
\e[0;32mOK
\e[0m 0.02
24354 cic:/Coq/ZArith/Zorder/Zgt_le_trans.con
\e[0;32mOK
\e[0m 0.01
24355 cic:/Coq/ZArith/Zorder/Zgt_succ_pred.con
\e[0;32mOK
\e[0m 0.02
24356 cic:/Coq/ZArith/Zorder/Zle_gt_trans.con
\e[0;32mOK
\e[0m 0.04
24357 cic:/Coq/ZArith/Zorder/Zlt_trans.con
\e[0;32mOK
\e[0m 0.01
24358 cic:/Coq/ZArith/Zorder/Zplus_gt_compat_l.con
\e[0;32mOK
\e[0m 0.01
24359 cic:/Coq/ZArith/Zorder/Zplus_gt_reg_l.con
\e[0;32mOK
\e[0m 0.01
24360 cic:/Coq/ZArith/Zorder/Zplus_le_compat_l.con
\e[0;32mOK
\e[0m 0.01
24361 cic:/Coq/ZArith/Zorder/Zplus_le_reg_l.con
\e[0;32mOK
\e[0m 0.01
24362 cic:/Coq/ZArith/Zorder/Zplus_lt_compat_l.con
\e[0;32mOK
\e[0m 0.01
24363 cic:/Coq/ZArith/Zorder/Zplus_lt_reg_l.con
\e[0;32mOK
\e[0m 0.01
24364 cic:/Coq/ZArith/Zorder/Zsucc_gt_reg.con
\e[0;32mOK
\e[0m 0.02
24365 cic:/Coq/ZArith/Zorder/Zsucc_le_compat.con
\e[0;32mOK
\e[0m 0.02
24366 cic:/Coq/ZArith/Zorder/Zsucc_le_reg.con
\e[0;32mOK
\e[0m 0.02
24367 cic:/Coq/ZArith/Zmin/Zmin_plus.con
\e[0;32mOK
\e[0m 0.02
24368 cic:/Coq/ZArith/Zcompare/Zcompare_succ_Gt.con
\e[0;32mOK
\e[0m 0.01
24369 cic:/Coq/ZArith/Zcompare/Zcompare_succ_compat.con
\e[0;32mOK
\e[0m 0.02
24370 cic:/Coq/ZArith/Zcompare/Zplus_compare_compat.con
\e[0;32mOK
\e[0m 0.03
24371 cic:/Coq/ZArith/Wf_Z/natlike_ind.con
\e[0;32mOK
\e[0m 0.01
24372 cic:/Coq/ZArith/Wf_Z/natlike_rec.con
\e[0;32mOK
\e[0m 0.01
24373 cic:/Coq/ZArith/BinInt/Zminus_plus.con
\e[0;32mOK
\e[0m 0.01
24374 cic:/Coq/ZArith/BinInt/Zminus_plus_simpl_l.con
\e[0;32mOK
\e[0m 0.02
24375 cic:/Coq/ZArith/BinInt/Zminus_plus_simpl_r.con
\e[0;32mOK
\e[0m 0.02
24376 cic:/Coq/ZArith/BinInt/Zminus_succ_l.con
\e[0;32mOK
\e[0m 0.01
24377 cic:/Coq/ZArith/BinInt/Zmult_assoc_reverse.con
\e[0;32mOK
\e[0m 0.01
24378 cic:/Coq/ZArith/BinInt/Zmult_permute.con
\e[0;32mOK
\e[0m 0.01
24379 cic:/Coq/ZArith/BinInt/Zmult_plus_distr_r.con
\e[0;32mOK
\e[0m 0.02
24380 cic:/Coq/ZArith/BinInt/Zplus_assoc_reverse.con
\e[0;32mOK
\e[0m 0.01
24381 cic:/Coq/ZArith/BinInt/Zplus_opp_expand.con
\e[0;32mOK
\e[0m 0.02
24382 cic:/Coq/ZArith/BinInt/Zplus_permute.con
\e[0;32mOK
\e[0m 0.01
24383 cic:/Coq/ZArith/BinInt/Zplus_reg_l.con
\e[0;32mOK
\e[0m 0.02
24384 cic:/Coq/ZArith/BinInt/Zplus_succ_comm.con
\e[0;32mOK
\e[0m 0.02
24385 cic:/Coq/ZArith/BinInt/Zplus_succ_l.con
\e[0;32mOK
\e[0m 0.02
24386 cic:/Coq/ZArith/BinInt/Zplus_succ_r.con
\e[0;32mOK
\e[0m 0.02
24387 cic:/Coq/ZArith/BinInt/Zpred_succ.con
\e[0;32mOK
\e[0m 0.01
24388 cic:/Coq/ZArith/BinInt/Zsucc_inj.con
\e[0;32mOK
\e[0m 0.02
24389 cic:/Coq/ZArith/BinInt/Zsucc_pred.con
\e[0;32mOK
\e[0m 0.01
24390 cic:/Coq/Sets/Powerset_Classical_facts/covers_is_Add.con
\e[0;32mOK
\e[0m 0.04
24391 cic:/Coq/Sets/Integers/Integers_infinite.con
\e[0;32mOK
\e[0m 0.01
24392 cic:/Coq/Sets/Image/injective_preserves_cardinal.con
\e[0;32mOK
\e[0m 0.03
24393 cic:/Coq/Sets/Finite_sets_facts/card_Add_gen.con
\e[0;32mOK
\e[0m 0.02
24394 cic:/Coq/Sets/Finite_sets_facts/incl_card_le.con
\e[0;32mOK
\e[0m 0.02
24395 cic:/Coq/Sets/Cpo/Cpo_cond.con
\e[0;32mOK
\e[0m 0.01
24396 cic:/Coq/Sets/Cpo/Cpo_ind.con
\e[0;32mOK
\e[0m 0.01
24397 cic:/Coq/Sets/Cpo/Cpo_rec.con
\e[0;32mOK
\e[0m 0.01
24398 cic:/Coq/Reals/Rtopology/adherence.con
\e[0;32mOK
\e[0m 0.01
24399 cic:/Coq/Reals/Rtopology/closed_set.con
\e[0;32mOK
\e[0m 0.01
24400 cic:/Coq/Reals/Rtopology/family_open_set.con
\e[0;32mOK
\e[0m 0.01
24401 cic:/Coq/Reals/Rtopology/interior_P1.con
\e[0;32mOK
\e[0m 0.06
24402 cic:/Coq/Reals/Rtopology/interior_P2.con
\e[0;32mOK
\e[0m 0.01
24403 cic:/Coq/Reals/Rtopology/open_set_P2.con
\e[0;32mOK
\e[0m 0.01
24404 cic:/Coq/Reals/Rtopology/open_set_P3.con
\e[0;32mOK
\e[0m 0.04
24405 cic:/Coq/Reals/Rtopology/open_set_P4.con
\e[0;32mOK
\e[0m 0.01
24406 cic:/Coq/Reals/Rtopology/open_set_P6.con
\e[0;32mOK
\e[0m 0.01
24407 cic:/Coq/Reals/RiemannInt_SF/StepFun_P19.con
\e[0;32mOK
\e[0m 0.21
24408 cic:/Coq/Reals/RiemannInt_SF/StepFun_P42.con
\e[0;32mOK
\e[0m 0.07
24409 cic:/Coq/Reals/RiemannInt_SF/StepFun_rect.con
\e[0;32mOK
\e[0m 0.01
24410 cic:/Coq/Reals/RiemannInt_SF/fe.con
\e[0;32mOK
\e[0m 0.01
24411 cic:/Coq/Reals/RiemannInt/SubEqui_P4.con
\e[0;32mOK
\e[0m 0.07
24412 cic:/Coq/Reals/Rgeom/isometric_translation.con
\e[0;32mOK
\e[0m 0.19
24413 cic:/Coq/Reals/Rgeom/translation_0.con
\e[0;32mOK
\e[0m 0.02
24414 cic:/Coq/Reals/Rfunctions/R_dist_eq.con
\e[0;32mOK
\e[0m 0.03
24415 cic:/Coq/Reals/Ranalysis2/quadruple.con
\e[0;32mOK
\e[0m 0.05
24416 cic:/Coq/Reals/Ranalysis1/derivable.con
\e[0;32mOK
\e[0m 0.01
24417 cic:/Coq/Reals/Ranalysis1/derive_pt.con
\e[0;32mOK
\e[0m 0.01
24418 cic:/Coq/Reals/R_sqr/Rsqr_1.con
\e[0;32mOK
\e[0m 0.01
24419 cic:/Coq/Reals/R_sqr/Rsqr_minus.con
\e[0;32mOK
\e[0m 0.06
24420 cic:/Coq/Reals/R_sqr/Rsqr_minus_plus.con
\e[0;32mOK
\e[0m 0.04
24421 cic:/Coq/Reals/R_sqr/Rsqr_mult.con
\e[0;32mOK
\e[0m 0.03
24422 cic:/Coq/Reals/R_sqr/Rsqr_neg.con
\e[0;32mOK
\e[0m 0.01
24423 cic:/Coq/Reals/R_sqr/Rsqr_neg_minus.con
\e[0;32mOK
\e[0m 0.05
24424 cic:/Coq/Reals/R_sqr/Rsqr_plus.con
\e[0;32mOK
\e[0m 0.05
24425 cic:/Coq/Reals/R_sqr/Rsqr_plus_minus.con
\e[0;32mOK
\e[0m 4.65
24426 cic:/Coq/Reals/RIneq/Rinv_mult_simpl.con
\e[0;32mOK
\e[0m 0.05
24427 cic:/Coq/Reals/RIneq/Rminus_0_l.con
\e[0;32mOK
\e[0m 0.02
24428 cic:/Coq/Reals/RIneq/Rminus_0_r.con
\e[0;32mOK
\e[0m 0.02
24429 cic:/Coq/Reals/RIneq/Rminus_diag_eq.con
\e[0;32mOK
\e[0m 0.02
24430 cic:/Coq/Reals/RIneq/Rminus_le.con
\e[0;32mOK
\e[0m 0.02
24431 cic:/Coq/Reals/RIneq/Rminus_lt.con
\e[0;32mOK
\e[0m 0.02
24432 cic:/Coq/Reals/RIneq/Rminus_not_eq_right.con
\e[0;32mOK
\e[0m 0.02
24433 cic:/Coq/Reals/RIneq/Rmult_0_l.con
\e[0;32mOK
\e[0m 0.01
24434 cic:/Coq/Reals/RIneq/Rmult_0_r.con
\e[0;32mOK
\e[0m 0.01
24435 cic:/Coq/Reals/RIneq/Rmult_1_r.con
\e[0;32mOK
\e[0m 0.02
24436 cic:/Coq/Reals/RIneq/Rmult_minus_distr_l.con
\e[0;32mOK
\e[0m 0.04
24437 cic:/Coq/Reals/RIneq/Rmult_ne.con
\e[0;32mOK
\e[0m 0.02
24438 cic:/Coq/Reals/RIneq/Rmult_opp_opp.con
\e[0;32mOK
\e[0m 0.03
24439 cic:/Coq/Reals/RIneq/Rmult_plus_distr_r.con
\e[0;32mOK
\e[0m 0.04
24440 cic:/Coq/Reals/RIneq/Ropp_0.con
\e[0;32mOK
\e[0m 0.01
24441 cic:/Coq/Reals/RIneq/Ropp_involutive.con
\e[0;32mOK
\e[0m 0.02
24442 cic:/Coq/Reals/RIneq/Ropp_minus_distr'.con
\e[0;32mOK
\e[0m 0.03
24443 cic:/Coq/Reals/RIneq/Ropp_minus_distr.con
\e[0;32mOK
\e[0m 0.03
24444 cic:/Coq/Reals/RIneq/Ropp_mult_distr_l_reverse.con
\e[0;32mOK
\e[0m 0.03
24445 cic:/Coq/Reals/RIneq/Ropp_plus_distr.con
\e[0;32mOK
\e[0m 0.03
24446 cic:/Coq/Reals/RIneq/Rplus_0_r.con
\e[0;32mOK
\e[0m 0.02
24447 cic:/Coq/Reals/RIneq/Rplus_eq_reg_l.con
\e[0;32mOK
\e[0m 0.03
24448 cic:/Coq/Reals/RIneq/Rplus_minus.con
\e[0;32mOK
\e[0m 0.02
24449 cic:/Coq/Reals/RIneq/Rplus_ne.con
\e[0;32mOK
\e[0m 0.07
24450 cic:/Coq/Reals/RIneq/Rplus_opp_l.con
\e[0;32mOK
\e[0m 0.02
24451 cic:/Coq/Reals/RIneq/Rplus_opp_r_uniq.con
\e[0;32mOK
\e[0m 0.03
24452 cic:/Coq/Reals/RIneq/double.con
\e[0;32mOK
\e[0m 0.02
24453 cic:/Coq/Reals/RIneq/plus_INR.con
\e[0;32mOK
\e[0m 0.04
24454 cic:/Coq/Reals/PartSum/decomp_sum.con
\e[0;32mOK
\e[0m 0.08
24455 cic:/Coq/Reals/PartSum/minus_sum.con
\e[0;32mOK
\e[0m 0.08
24456 cic:/Coq/Reals/PartSum/plus_sum.con
\e[0;32mOK
\e[0m 0.08
24457 cic:/Coq/Reals/PartSum/scal_sum.con
\e[0;32mOK
\e[0m 0.06
24458 cic:/Coq/Reals/PartSum/sum_cte.con
\e[0;32mOK
\e[0m 0.06
24459 cic:/Coq/Reals/PartSum/tech11.con
\e[0;32mOK
\e[0m 0.07
24460 cic:/Coq/Reals/PartSum/tech12.con
\e[0;32mOK
\e[0m 0.09
24461 cic:/Coq/Reals/PSeries_reg/CVN_R.con
\e[0;32mOK
\e[0m 0.01
24462 cic:/Coq/Reals/Cauchy_prod/sum_plus.con
\e[0;32mOK
\e[0m 0.07
24463 cic:/Coq/Reals/Alembert/AlembertC3_step2.con
\e[0;32mOK
\e[0m 0.17
24464 cic:/Coq/IntMap/Map/MapPut_semantics_2.con
\e[0;32mOK
\e[0m 0.03
24465 cic:/Coq/IntMap/Lsort/alist_canonical.con
\e[0;32mOK
\e[0m 0.16
24466 cic:/Coq/IntMap/Lsort/alist_of_Map_sorts.con
\e[0;32mOK
\e[0m 0.02
24467 cic:/Coq/IntMap/Adalloc/ad_alloc_opt_optimal_1.con
\e[0;32mOK
\e[0m 0.08
24468 cic:/Coq/Arith/Compare_dec/dec_gt.con
\e[0;32mOK
\e[0m 0.01
24469 cic:/CoRN/tactics/csetoid_rewrite/Ccsr_wd.con
\e[0;32mOK
\e[0m 0.02
24470 cic:/CoRN/tactics/csetoid_rewrite/forget.con
\e[0;32mOK
\e[0m 0.02
24471 cic:/CoRN/tactics/csetoid_rewrite/part_set_exp_ind.con
\e[0;32mOK
\e[0m 0.02
24472 cic:/CoRN/tactics/csetoid_rewrite/part_set_exp_rec.con
\e[0;32mOK
\e[0m 0.01
24473 cic:/CoRN/tactics/csetoid_rewrite/part_set_xexp_rect.con
\e[0;32mOK
\e[0m 0.04
24474 cic:/CoRN/tactics/csetoid_rewrite/pse_int_con_inv.con
\e[0;32mOK
\e[0m 0.06
24475 cic:/CoRN/tactics/csetoid_rewrite/pse_int_rect.con
\e[0;32mOK
\e[0m 0.05
24476 cic:/CoRN/tactics/csetoid_rewrite/pse_int_var_inv.con
\e[0;32mOK
\e[0m 0.08
24477 cic:/CoRN/tactics/csetoid_rewrite/psxe_int.con
\e[0;32mOK
\e[0m 0.01
24478 cic:/CoRN/tactics/AlgReflection/NormF.con
\e[0;32mOK
\e[0m 0.01
24479 cic:/CoRN/tactics/AlgReflection/NormG.con
\e[0;32mOK
\e[0m 0.01
24480 cic:/CoRN/tactics/AlgReflection/eq_int_corr.con
\e[0;32mOK
\e[0m 0.03
24481 cic:/CoRN/model/setoids/Zsetoid/Zmult_is_bin_fun.con
\e[0;32mOK
\e[0m 0.01
24482 cic:/CoRN/model/setoids/Zsetoid/Zopp_is_fun.con
\e[0;32mOK
\e[0m 0.01
24483 cic:/CoRN/model/setoids/Zsetoid/Zplus_is_bin_fun.con
\e[0;32mOK
\e[0m 0.01
24484 cic:/CoRN/model/semigroups/twoelemsemigroup/M1_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.01
24485 cic:/CoRN/model/semigroups/twoelemsemigroup/M2_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.01
24486 cic:/CoRN/model/semigroups/Nsemigroup/Nmult_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.01
24487 cic:/CoRN/model/semigroups/Nsemigroup/nat_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.01
24488 cic:/CoRN/model/Zmod/ZDivides/Zdivides_mult_cancel_lft.con
\e[0;32mOK
\e[0m 0.03
24489 cic:/CoRN/model/Zmod/ZDivides/Zdivides_mult_cancel_rht.con
\e[0;32mOK
\e[0m 0.01
24490 cic:/CoRN/model/Zmod/ZDivides/Zdivides_mult_elim.con
\e[0;32mOK
\e[0m 0.02
24491 cic:/CoRN/model/Zmod/ZDivides/Zdivides_mult_intro_lft.con
\e[0;32mOK
\e[0m 0.01
24492 cic:/CoRN/model/Zmod/ZDivides/Zdivides_mult_intro_rht.con
\e[0;32mOK
\e[0m 0.01
24493 cic:/CoRN/model/Zmod/ZDivides/Zdivides_trans.con
\e[0;32mOK
\e[0m 0.02
24494 cic:/CoRN/model/Zmod/ZBasics/zabs/case_POS.var
\e[0;32mOK
\e[0m 0.01
24495 cic:/CoRN/metrics/CPMSTheory/re_co_do_well_def.con
\e[0;32mOK
\e[0m 0.02
24496 cic:/CoRN/devel/loeb/per/csetfun/FS_is_CSetoid.con
\e[0;32mOK
\e[0m 0.03
24497 cic:/CoRN/devel/loeb/IDA/Ch6/M1_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.02
24498 cic:/CoRN/devel/loeb/IDA/Ch6/M2_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.01
24499 cic:/CoRN/devel/loeb/IDA/Ch6/eq_fm_reflexive.con
\e[0;32mOK
\e[0m 0.01
24500 cic:/CoRN/devel/loeb/IDA/Ch6/free_csetoid_as_csetoid.con
\e[0;32mOK
\e[0m 0.01
24501 cic:/CoRN/devel/loeb/IDA/Ch6/p71R1/S1.var
\e[0;32mOK
\e[0m 0.01
24502 cic:/CoRN/devel/loeb/IDA/Ch6/p71R1/S2.var
\e[0;32mOK
\e[0m 0.01
24503 cic:/CoRN/devel/loeb/IDA/Ch6/D9S/M1.var
\e[0;32mOK
\e[0m 0.01
24504 cic:/CoRN/devel/loeb/IDA/Ch6/D9S/M2.var
\e[0;32mOK
\e[0m 0.01
24505 cic:/CoRN/algebra/CSetoids/Build_SubCSetoid.con
\e[0;32mOK
\e[0m 0.01
24506 cic:/CoRN/algebra/CSetoids/ProdCSetoid.con
\e[0;32mOK
\e[0m 0.01
24507 cic:/CoRN/algebra/CSetoids/ap_wdl.con
\e[0;32mOK
\e[0m 0.02
24508 cic:/CoRN/algebra/CSetoids/ap_wdr_unfolded.con
\e[0;32mOK
\e[0m 0.01
24509 cic:/CoRN/algebra/CSetoids/bin_op_strext_unfolded.con
\e[0;32mOK
\e[0m 0.01
24510 cic:/CoRN/algebra/CSetoids/csbf_wd.con
\e[0;32mOK
\e[0m 0.01
24511 cic:/CoRN/algebra/CSetoids/csf_wd.con
\e[0;32mOK
\e[0m 0.01
24512 cic:/CoRN/algebra/CSetoids/eq_wdl.con
\e[0;32mOK
\e[0m 0.02
24513 cic:/CoRN/algebra/CSetoids/not_neq_imp_eq.con
\e[0;32mOK
\e[0m 0.01
24514 cic:/CoRN/algebra/CSetoids/un_op_strext_unfolded.con
\e[0;32mOK
\e[0m 0.01
24515 cic:/CoRN/algebra/CSetoids/SubCSetoids/SubCSetoid_unary_operations/pr.var
\e[0;32mOK
\e[0m 0.01
24516 cic:/CoRN/algebra/CSetoids/SubCSetoids/SubCSetoid_binary_operations/pr.var
\e[0;32mOK
\e[0m 0.01
24517 cic:/CoRN/algebra/CSetoidFun/FS_is_CSetoid.con
\e[0;32mOK
\e[0m 0.01
24518 cic:/CoRN/algebra/CSetoidFun/bin_part_function_comp_strext.con
\e[0;32mOK
\e[0m 0.11
24519 cic:/CoRN/algebra/CSetoidFun/bpfwdef.con
\e[0;32mOK
\e[0m 0.02
24520 cic:/CoRN/algebra/CSetoidFun/eq_fm_reflexive.con
\e[0;32mOK
\e[0m 0.01
24521 cic:/CoRN/algebra/CSetoidFun/free_csetoid_as_csetoid.con
\e[0;32mOK
\e[0m 0.01
24522 cic:/CoRN/algebra/CSetoidFun/id_is_bij.con
\e[0;32mOK
\e[0m 0.02
24523 cic:/CoRN/algebra/CSetoidFun/injective_imp_injective_weak.con
\e[0;32mOK
\e[0m 0.02
24524 cic:/CoRN/algebra/CSetoidFun/inv.con
\e[0;32mOK
\e[0m 0.02
24525 cic:/CoRN/algebra/CSetoidFun/part_function_comp_strext.con
\e[0;32mOK
\e[0m 0.12
24526 cic:/CoRN/algebra/CSetoidFun/pfwdef.con
\e[0;32mOK
\e[0m 0.02
24527 cic:/CoRN/algebra/CSetoidFun/projected_bin_fun.con
\e[0;32mOK
\e[0m 0.01
24528 cic:/CoRN/algebra/CSetoidFun/total_eq_part.con
\e[0;32mOK
\e[0m 0.02
24529 cic:/CoRN/algebra/CSemiGroups/CSemiGroup_rect.con
\e[0;32mOK
\e[0m 0.01
24530 cic:/CoRN/algebra/CSemiGroups/csg_crr.con
\e[0;32mOK
\e[0m 0.01
24531 cic:/CoRN/algebra/CSemiGroups/p71R1/S1.var
\e[0;32mOK
\e[0m 0.01
24532 cic:/CoRN/algebra/CSemiGroups/p71R1/S2.var
\e[0;32mOK
\e[0m 0.01
24533 cic:/CoRN/algebra/CSemiGroups/SubCSemiGroups/csg.var
\e[0;32mOK
\e[0m 0.01
24534 cic:/CoRN/algebra/CSemiGroups/Part_Function_Plus/G.var
\e[0;32mOK
\e[0m 0.01
24535 cic:/CoRN/algebra/CSemiGroups/D9S/M1.var
\e[0;32mOK
\e[0m 0.01
24536 cic:/CoRN/algebra/CSemiGroups/D9S/M2.var
\e[0;32mOK
\e[0m 0.01
24537 cic:/CoRN/algebra/CSemiGroups/CSemiGroup_basics/G.var
\e[0;32mOK
\e[0m 0.01
24538 cic:/CoRN/algebra/CSemiGroups/CSemiGroup_axioms/G.var
\e[0;32mOK
\e[0m 0.01
24539 cic:/CoRN/algebra/CLogic/CZ_exh.con
\e[0;32mOK
\e[0m 0.02
24540 cic:/CoRN/algebra/CAbGroups/inv_inv'.con
\e[0;32mOK
\e[0m 0.02
24541 cic:/CoRN/algebra/CAbGroups/plus_runit.con
\e[0;32mOK
\e[0m 0.01
24542 cic:/CoRN/algebra/Basics/Z_exh.con
\e[0;32mOK
\e[0m 0.02
24543 cic:/Cachan/SMC/tauto/BDDof_bool_expr.con
\e[0;32mOK
\e[0m 0.03
24544 cic:/Cachan/SMC/quant/BDDuniv.con
\e[0;32mOK
\e[0m 0.01
24545 cic:/Cachan/SMC/quant/mu_all_le.con
\e[0;32mOK
\e[0m 0.01
24546 cic:/Cachan/SMC/quant/mu_ex_le.con
\e[0;32mOK
\e[0m 0.01
24547 cic:/Cachan/SMC/munew/replacel_lemma.con
\e[0;32mOK
\e[0m 0.02
24548 cic:/Cachan/SMC/misc/BDDvar_max_comm.con
\e[0;32mOK
\e[0m 0.02
24549 cic:/Cachan/SMC/config/bs_node_height_left.con
\e[0;32mOK
\e[0m 0.25
24550 cic:/Cachan/SMC/config/bs_node_height_right.con
\e[0;32mOK
\e[0m 0.25
24551 cic:/Cachan/SMC/config/int_node_gt_1.con
\e[0;32mOK
\e[0m 0.04
24552 cic:/Cachan/SMC/alloc/BDDalloc_lemma_3.con
\e[0;32mOK
\e[0m 0.22
24553 cic:/BellLabs/lazyPCF/SubjRed/subjrnf/subjr_NF.con
\e[0;32mOK
\e[0m 0.27
24554 cic:/Suresnes/MiniC/MiniC/CSemantics/denc_funDecl.con
\e[0;31mFAIL
\e[0m
24555 cic:/Suresnes/MiniC/MiniC/CSemantics/whileTrue.con
\e[0;31mFAIL
\e[0m
24556 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Soundness_left_impl.con
\e[0;32mOK
\e[0m 0.04
24557 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Soundness_left_smallest_out.con
\e[0;32mOK
\e[0m 0.03
24558 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Ld_4bis.con
\e[0;32mOK
\e[0m 0.03
24559 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Prime_h_prime_node.con
\e[0;32mOK
\e[0m 0.04
24560 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Prime_l_prime_node.con
\e[0;32mOK
\e[0m 0.02
24561 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Node_W_Node_i1_eq_i2_eq.con
\e[0;32mOK
\e[0m 0.07
24562 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Node_W_Node_i1_eq_i2_neq.con
\e[0;32mOK
\e[0m 0.09
24563 cic:/Suresnes/BDD/rauzy/algorithme1/Inductions/ind1_ind2.con
\e[0;32mOK
\e[0m 0.03
24564 cic:/Suresnes/BDD/rauzy/algorithme1/Canonicity/Uniqueness.con
\e[0;32mOK
\e[0m 0.02
24565 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Corr_hl_Corr_node.con
\e[0;32mOK
\e[0m 0.03
24566 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Decrease_n1n2_h1h2.con
\e[0;32mOK
\e[0m 0.20
24567 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Decrease_n1n2_h1n2.con
\e[0;32mOK
\e[0m 0.18
24568 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Decrease_n1n2_l1l2.con
\e[0;32mOK
\e[0m 0.19
24569 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Decrease_n1n2_l1n2.con
\e[0;32mOK
\e[0m 0.17
24570 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Decrease_n1n2_n1h2.con
\e[0;32mOK
\e[0m 0.27
24571 cic:/Suresnes/BDD/rauzy/algorithme1/BDTs/Decrease_n1n2_n1l2.con
\e[0;32mOK
\e[0m 0.27
24572 cic:/Suresnes/BDD/canonicite/Canonicity_BDT/Uniqueness.con
\e[0;32mOK
\e[0m 0.03
24573 cic:/Suresnes/BDD/canonicite/Boolean_functions/CardO_cst_fct.con
\e[0;32mOK
\e[0m 0.01
24574 cic:/Suresnes/BDD/canonicite/Boolean_functions/CardSk_Card_Restr.con
\e[0;32mOK
\e[0m 0.01
24575 cic:/Suresnes/BDD/canonicite/Boolean_functions/Gst_Dep_Var_inv_Dep.con
\e[0;32mOK
\e[0m 0.01
24576 cic:/Suresnes/BDD/canonicite/Boolean_functions/Gst_Dep_Var_inv_Greatest.con
\e[0;32mOK
\e[0m 0.01
24577 cic:/Suresnes/BDD/canonicite/BDTs/Dim_is_Greatest_Dep_Var.con
\e[0;32mOK
\e[0m 0.05
24578 cic:/Sophia-Antipolis/geometry/vecteur/add_PP_vec_reg.con
\e[0;32mOK
\e[0m 0.09
24579 cic:/Sophia-Antipolis/geometry/vecteur/add_PP_vecteur.con
\e[0;32mOK
\e[0m 0.28
24580 cic:/Sophia-Antipolis/geometry/vecteur/add_PP_vecteur_rec.con
\e[0;32mOK
\e[0m 0.25
24581 cic:/Sophia-Antipolis/geometry/vecteur/egalite_vecteur.con
\e[0;32mOK
\e[0m 0.10
24582 cic:/Sophia-Antipolis/geometry/vecteur/produit_vecteur_nul.con
\e[0;32mOK
\e[0m 0.12
24583 cic:/Sophia-Antipolis/geometry/repere_plan/composantes_vecteur.con
\e[0;32mOK
\e[0m 0.74
24584 cic:/Sophia-Antipolis/geometry/repere_plan/existence_coordonnees.con
\e[0;32mOK
\e[0m 0.03
24585 cic:/Sophia-Antipolis/geometry/produit_scalaire/distance_nulle.con
\e[0;32mOK
\e[0m 0.05
24586 cic:/Sophia-Antipolis/geometry/parallelisme_concours/colineaires_paralleles.con
\e[0;32mOK
\e[0m 0.14
24587 cic:/Sophia-Antipolis/geometry/parallelisme_concours/concours_barycentre.con
\e[0;32mOK
\e[0m 0.05
24588 cic:/Sophia-Antipolis/geometry/parallelisme_concours/paralleles_non_concours.con
\e[0;32mOK
\e[0m 0.73
24589 cic:/Sophia-Antipolis/geometry/parallelisme_concours/paralleles_trans.con
\e[0;32mOK
\e[0m 0.26
24590 cic:/Sophia-Antipolis/geometry/parallelisme_concours/paralleles_vecteur.con
\e[0;32mOK
\e[0m 0.15
24591 cic:/Sophia-Antipolis/geometry/orthogonalite_espace/orthogonales_toute_droite_orthogonaux.con
\e[0;32mOK
\e[0m 0.02
24592 cic:/Sophia-Antipolis/geometry/orthogonalite_espace/vecteurs_orthogonaux.con
\e[0;32mOK
\e[0m 0.06
24593 cic:/Sophia-Antipolis/geometry/orthogonalite_espace/vecteurs_orthogonaux_rec.con
\e[0;32mOK
\e[0m 0.06
24594 cic:/Sophia-Antipolis/geometry/orthocentre/triangle_distincts_pied_hauteur.con
\e[0;32mOK
\e[0m 0.06
24595 cic:/Sophia-Antipolis/geometry/mesure_algebrique/Chasles_mes_alg.con
\e[0;32mOK
\e[0m 0.32
24596 cic:/Sophia-Antipolis/geometry/dilatations/homothetie_identite.con
\e[0;32mOK
\e[0m 0.02
24597 cic:/Sophia-Antipolis/geometry/coplanarite/vecteur_def_coplanaires1.con
\e[0;32mOK
\e[0m 0.35
24598 cic:/Sophia-Antipolis/geometry/barycentre/colineaire_barycentre.con
\e[0;32mOK
\e[0m 0.14
24599 cic:/Sophia-Antipolis/geometry/barycentre/prop_vecteur_bary_rec.con
\e[0;32mOK
\e[0m 0.31
24600 cic:/Sophia-Antipolis/geometry/angles_droites/double_opp.con
\e[0;32mOK
\e[0m 0.02
24601 cic:/Sophia-Antipolis/geometry/alignement/colineaire_alignes1.con
\e[0;32mOK
\e[0m 0.16
24602 cic:/Sophia-Antipolis/geometry/affine_classiques/Thales_PP.con
\e[0;32mOK
\e[0m 0.13
24603 cic:/Sophia-Antipolis/geometry/affine_classiques/reciproque_Thales_PP.con
\e[0;32mOK
\e[0m 0.13
24604 cic:/Sophia-Antipolis/geometry/Field_affine/add_PP_reg_gauche.con
\e[0;32mOK
\e[0m 0.05
24605 cic:/Sophia-Antipolis/geometry/Field_affine/add_PP_regulier.con
\e[0;32mOK
\e[0m 0.05
24606 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/paralleles_droites_plan.con
\e[0;32mOK
\e[0m 0.02
24607 cic:/Sophia-Antipolis/Rsa/Divides/gcd_correct2.con
\e[0;32mOK
\e[0m 0.03
24608 cic:/Sophia-Antipolis/Rsa/Divides/gcd_def0l.con
\e[0;32mOK
\e[0m 0.01
24609 cic:/Sophia-Antipolis/Rsa/Divides/gcd_def0r.con
\e[0;32mOK
\e[0m 0.01
24610 cic:/Sophia-Antipolis/Rsa/Divides/gcd_def1.con
\e[0;32mOK
\e[0m 0.01
24611 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/phi_exp.con
\e[0;31mFAIL
\e[0m
24612 cic:/Sophia-Antipolis/MATHS/GROUPS/g2/T_1_6_8.con
\e[0;32mOK
\e[0m 0.02
24613 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/exp_commut1.con
\e[0;32mOK
\e[0m 0.02
24614 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/D.var
\e[0;32mOK
\e[0m 0.01
24615 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/lemma6.var
\e[0;32mOK
\e[0m 0.02
24616 cic:/Sophia-Antipolis/MATHS/DOMAINS/newfil/Lubs_of_finite_parts.ind
\e[0;32mOK
\e[0m 0.02
24617 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Bottom_is_compact.con
\e[0;32mOK
\e[0m 0.04
24618 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Coherent_has_a_bottom.con
\e[0;32mOK
\e[0m 0.01
24619 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Empty_set_has_lub.con
\e[0;32mOK
\e[0m 0.03
24620 cic:/Sophia-Antipolis/MATHS/DOMAINS/alpo/Lub_of_compacts_is_compact.con
\e[0;32mOK
\e[0m 0.14
24621 cic:/Sophia-Antipolis/MATHS/DOMAINS/algpodefs/Domain.con
\e[0;32mOK
\e[0m 0.01
24622 cic:/Sophia-Antipolis/Huffman/WeightTree/weight_tree_list_node.con
\e[0;32mOK
\e[0m 0.25
24623 cic:/Sophia-Antipolis/Huffman/WeightTree/weight_tree_list_permutation.con
\e[0;32mOK
\e[0m 0.10
24624 cic:/Sophia-Antipolis/Huffman/Prod2List/prod2list_eq.con
\e[0;32mOK
\e[0m 0.48
24625 cic:/Sophia-Antipolis/Huffman/Prod2List/prod2list_le_l.con
\e[0;32mOK
\e[0m 0.77
24626 cic:/Sophia-Antipolis/Huffman/Prod2List/prod2list_le_r.con
\e[0;32mOK
\e[0m 0.74
24627 cic:/Sophia-Antipolis/Huffman/HeightPred/height_pred_weight.con
\e[0;32mOK
\e[0m 0.44
24628 cic:/Sophia-Antipolis/Huffman/HeightPred/HeightPred/height_pred_shrink_aux.var
\e[0;32mOK
\e[0m 0.48
24629 cic:/Sophia-Antipolis/HARDWARE/MULTIPLIER/MultSeq/Correct.con
\e[0;32mOK
\e[0m 0.03
24630 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Contains_NN_Naturals.con
\e[0;32mOK
\e[0m 0.01
24631 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Naturals_th1_proof_Out.con
\e[0;32mOK
\e[0m 0.01
24632 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Total_th2.con
\e[0;31mFAIL
\e[0m
24633 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Total_th3.con
\e[0;31mFAIL
\e[0m
24634 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Total_th4.con
\e[0;31mFAIL
\e[0m
24635 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_1_Out.con
\e[0;31mFAIL
\e[0m
24636 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_2_Out.con
\e[0;31mFAIL
\e[0m
24637 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction3a_Out.con
\e[0;32mOK
\e[0m 0.01
24638 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/one_different_from_two_Out.con
\e[0;31mFAIL
\e[0m
24639 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power3_Out.con
\e[0;31mFAIL
\e[0m
24640 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_geq_2_a_Out.con
\e[0;31mFAIL
\e[0m
24641 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/zero_different_from_one_Out.con
\e[0;31mFAIL
\e[0m
24642 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof/step6.var
\e[0;31mFAIL
\e[0m
24643 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1/step3.var
\e[0;31mFAIL
\e[0m
24644 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power4/step1.var
\e[0;32mOK
\e[0m 0.02
24645 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/naturals_main_induction3b/step3b3.var
\e[0;31mFAIL
\e[0m
24646 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/step1.var
\e[0;31mFAIL
\e[0m
24647 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/naturals_inductionA1/step1_2.var
\e[0;31mFAIL
\e[0m
24648 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/step5.var
\e[0;31mFAIL
\e[0m
24649 cic:/Sophia-Antipolis/Float/ex/rToZero.con
\e[0;32mOK
\e[0m 0.01
24650 cic:/Sophia-Antipolis/Float/Zdivides/ZdividesLessPow.con
\e[0;32mOK
\e[0m 0.01
24651 cic:/Sophia-Antipolis/Float/Power/pow_1.con
\e[0;32mOK
\e[0m 0.01
24652 cic:/Sophia-Antipolis/Float/Power/powerRZ_1.con
\e[0;32mOK
\e[0m 0.01
24653 cic:/Sophia-Antipolis/Float/Paux/Pdiv_correct.con
\e[0;32mOK
\e[0m 2.53
24654 cic:/Sophia-Antipolis/Float/Fround/ToInfinityMonotone.con
\e[0;32mOK
\e[0m 0.07
24655 cic:/Sophia-Antipolis/Float/Fround/ToZeroMonotone.con
\e[0;32mOK
\e[0m 0.07
24656 cic:/Sophia-Antipolis/Float/FminOp/RleR0Rminus.con
\e[0;32mOK
\e[0m 0.01
24657 cic:/Sophia-Antipolis/Float/Float/FzeroisReallyZero.con
\e[0;32mOK
\e[0m 0.01
24658 cic:/Sophia-Antipolis/Float/Float/is_Fzero_rep1.con
\e[0;32mOK
\e[0m 0.01
24659 cic:/Sophia-Antipolis/Float/Fbound/FzeroisZero.con
\e[0;32mOK
\e[0m 0.01
24660 cic:/Sophia-Antipolis/Float/Faux/Rabsolu_left1.con
\e[0;32mOK
\e[0m 0.01
24661 cic:/Sophia-Antipolis/Float/Faux/Zle_Zpred_Zpred.con
\e[0;32mOK
\e[0m 0.01
24662 cic:/Sophia-Antipolis/Float/Faux/Zle_n_Zpred.con
\e[0;32mOK
\e[0m 0.01
24663 cic:/Sophia-Antipolis/Float/Faux/inj_pred.con
\e[0;32mOK
\e[0m 0.01
24664 cic:/Sophia-Antipolis/Cours-de-Coq/Partial_order_facts/Conditionally_complete_has_a_bottom.con
\e[0;32mOK
\e[0m 0.03
24665 cic:/Sophia-Antipolis/Cours-de-Coq/Partial_order_facts/Empty_set_has_lub.con
\e[0;32mOK
\e[0m 0.03
24666 cic:/Sophia-Antipolis/Buchberger/Pspoly/Confluent.ind
\e[0;32mOK
\e[0m 1.33
24667 cic:/Sophia-Antipolis/Buchberger/Pspoly/ReduStarConfluent.ind
\e[0;32mOK
\e[0m 0.02
24668 cic:/Sophia-Antipolis/Buchberger/Pspoly/Spoly_1.ind
\e[0;32mOK
\e[0m 1.22
24669 cic:/Sophia-Antipolis/Buchberger/Pspminus/divP_ltT_comp.con
\e[0;32mOK
\e[0m 0.06
24670 cic:/Sophia-Antipolis/Buchberger/Preducestar/reducestar_ind.con
\e[0;32mOK
\e[0m 0.02
24671 cic:/Sophia-Antipolis/Buchberger/Preducestar/reducestar_irreducible.con
\e[0;32mOK
\e[0m 0.04
24672 cic:/Sophia-Antipolis/Buchberger/Preducestar/reducestar_pO_is_pO.con
\e[0;32mOK
\e[0m 0.02
24673 cic:/Sophia-Antipolis/Buchberger/Preducestar/reducestar_reduceplus.con
\e[0;32mOK
\e[0m 0.04
24674 cic:/Sophia-Antipolis/Buchberger/Preducestar/selectpolyf.con
\e[0;32mOK
\e[0m 0.50
24675 cic:/Sophia-Antipolis/Buchberger/Pplus/eqp_pluspf_com.con
\e[0;32mOK
\e[0m 0.02
24676 cic:/Sophia-Antipolis/Buchberger/Pplus/plusP_decomp.con
\e[0;32mOK
\e[0m 0.02
24677 cic:/Sophia-Antipolis/Buchberger/Pplus/plusTerm_is_pX.con
\e[0;32mOK
\e[0m 0.68
24678 cic:/Sophia-Antipolis/Buchberger/Pplus/pluspf_inv1_eqa.con
\e[0;32mOK
\e[0m 1.01
24679 cic:/Sophia-Antipolis/Buchberger/Pplus/pluspf_inv2_eqa.con
\e[0;32mOK
\e[0m 0.98
24680 cic:/Sophia-Antipolis/Buchberger/Pmults/mults_order_l.con
\e[0;32mOK
\e[0m 0.08
24681 cic:/Sophia-Antipolis/Buchberger/Pmult/multpf_head.con
\e[0;32mOK
\e[0m 4.17
24682 cic:/Sophia-Antipolis/Buchberger/Pmult/pluspf_pX.con
\e[0;32mOK
\e[0m 0.74
24683 cic:/Sophia-Antipolis/Buchberger/Pminus/inv_prop.con
\e[0;32mOK
\e[0m 0.82
24684 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_eq_inv1.con
\e[0;32mOK
\e[0m 0.80
24685 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_eq_inv2.con
\e[0;32mOK
\e[0m 0.83
24686 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_is_pluspf_mults.con
\e[0;32mOK
\e[0m 0.01
24687 cic:/Sophia-Antipolis/Buchberger/Peq/ltP_refl_pX.con
\e[0;32mOK
\e[0m 0.03
24688 cic:/Sophia-Antipolis/Buchberger/Pcomb/Grobner.ind
\e[0;32mOK
\e[0m 0.02
24689 cic:/Sophia-Antipolis/Buchberger/POrder/canonical_pX_ltP.con
\e[0;32mOK
\e[0m 0.01
24690 cic:/Sophia-Antipolis/Buchberger/POrder/canonical_skip_fst.con
\e[0;32mOK
\e[0m 0.03
24691 cic:/Sophia-Antipolis/Buchberger/POrder/ltP_pX_canonical.con
\e[0;32mOK
\e[0m 0.03
24692 cic:/Sophia-Antipolis/Buchberger/POrder/not_double_canonical.con
\e[0;32mOK
\e[0m 0.01
24693 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_comp_ppc0.con
\e[0;32mOK
\e[0m 0.05
24694 cic:/Sophia-Antipolis/Buchberger/DivTerm/divP_comp_ppc1.con
\e[0;32mOK
\e[0m 0.05
24695 cic:/Sophia-Antipolis/Buchberger/DivTerm/eqT_nzero_eqT_divP.con
\e[0;32mOK
\e[0m 0.03
24696 cic:/Sophia-Antipolis/Buchberger/Dickson/dicksonL.con
\e[0;32mOK
\e[0m 0.03
24697 cic:/Sophia-Antipolis/Buchberger/BuchAux/inP_reduceplus.con
\e[0;32mOK
\e[0m 0.03
24698 cic:/Sophia-Antipolis/Buchberger/BuchAux/red.con
\e[0;32mOK
\e[0m 0.01
24699 cic:/Sophia-Antipolis/Buchberger/BuchAux/reducetopO_pO.con
\e[0;32mOK
\e[0m 0.02
24700 cic:/Sophia-Antipolis/Buchberger/Buch/slice_cons.con
\e[0;32mOK
\e[0m 0.68
24701 cic:/Sophia-Antipolis/Buchberger/Buch/slice_inv.con
\e[0;32mOK
\e[0m 0.63
24702 cic:/Sophia-Antipolis/Buchberger/Buch/slicef.con
\e[0;32mOK
\e[0m 0.01
24703 cic:/Sophia-Antipolis/Buchberger/Buch/stable_sym.con
\e[0;32mOK
\e[0m 0.02
24704 cic:/Sophia-Antipolis/Bertrand/Summation/sum_nm_add.con
\e[0;32mOK
\e[0m 0.14
24705 cic:/Sophia-Antipolis/Bertrand/Summation/sum_nm_split.con
\e[0;32mOK
\e[0m 0.20
24706 cic:/Sophia-Antipolis/Bertrand/Summation/sum_nm_times.con
\e[0;32mOK
\e[0m 0.07
24707 cic:/Sophia-Antipolis/Bertrand/Product/prod_nm_mult.con
\e[0;32mOK
\e[0m 0.07
24708 cic:/Sophia-Antipolis/Bertrand/Product/prod_nm_split.con
\e[0;32mOK
\e[0m 0.20
24709 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/div_plus.con
\e[0;32mOK
\e[0m 0.12
24710 cic:/Sophia-Antipolis/Bertrand/Partition/prime_2.con
\e[0;32mOK
\e[0m 0.03
24711 cic:/Sophia-Antipolis/Bertrand/Misc/minus_plus_le.con
\e[0;32mOK
\e[0m 0.13
24712 cic:/Sophia-Antipolis/Bertrand/Misc/odd_or_even.con
\e[0;32mOK
\e[0m 0.11
24713 cic:/Sophia-Antipolis/Bertrand/Misc/sqr_mono.con
\e[0;32mOK
\e[0m 0.02
24714 cic:/Sophia-Antipolis/Bertrand/Misc/sqr_mult2.con
\e[0;32mOK
\e[0m 0.01
24715 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_4.con
\e[0;32mOK
\e[0m 0.03
24716 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_5.con
\e[0;32mOK
\e[0m 0.03
24717 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_correct2.con
\e[0;32mOK
\e[0m 0.01
24718 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_def0l.con
\e[0;32mOK
\e[0m 0.01
24719 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_def0r.con
\e[0;32mOK
\e[0m 0.01
24720 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_def1.con
\e[0;32mOK
\e[0m 0.01
24721 cic:/Sophia-Antipolis/Bertrand/Divides/divides_mult.con
\e[0;32mOK
\e[0m 0.06
24722 cic:/Sophia-Antipolis/Bertrand/Divides/divides_mult1.con
\e[0;32mOK
\e[0m 0.04
24723 cic:/Sophia-Antipolis/Bertrand/Divides/divides_mult2.con
\e[0;32mOK
\e[0m 0.04
24724 cic:/Sophia-Antipolis/Bertrand/Divides/divides_trans.con
\e[0;32mOK
\e[0m 0.04
24725 cic:/Sophia-Antipolis/Bertrand/Div/div_divides_S.con
\e[0;32mOK
\e[0m 0.07
24726 cic:/Sophia-Antipolis/Bertrand/Div/div_not_divides_S.con
\e[0;32mOK
\e[0m 0.06
24727 cic:/Sophia-Antipolis/Bertrand/Div/divides_pdiv.con
\e[0;32mOK
\e[0m 0.04
24728 cic:/Sophia-Antipolis/Bertrand/Div/not_divides_pdiv.con
\e[0;32mOK
\e[0m 0.04
24729 cic:/Sophia-Antipolis/Bertrand/Binomial/binomial_fact.con
\e[0;32mOK
\e[0m 1.67
24730 cic:/Sophia-Antipolis/Angles/point_napoleon/general_Napoleon.con
\e[0;32mOK
\e[0m 0.14
24731 cic:/Sophia-Antipolis/Angles/point_Simson/projete_ortho_cote.con
\e[0;32mOK
\e[0m 0.05
24732 cic:/Sophia-Antipolis/Algebra/Z_group/Zlemma1.con
\e[0;32mOK
\e[0m 0.01
24733 cic:/Sophia-Antipolis/Algebra/Singleton/single.con
\e[0;31mFAIL
\e[0m
24734 cic:/Sophia-Antipolis/Algebra/Sets/bijective.con
\e[0;31mFAIL
\e[0m
24735 cic:/Sophia-Antipolis/Algebra/Sets/comp_map_fun.con
\e[0;31mFAIL
\e[0m
24736 cic:/Sophia-Antipolis/Algebra/Sets/injective_comp.con
\e[0;31mFAIL
\e[0m
24737 cic:/Sophia-Antipolis/Algebra/Sets/surj_set_quo_surjective.con
\e[0;31mFAIL
\e[0m
24738 cic:/Sophia-Antipolis/Algebra/Sets/surjective_comp.con
\e[0;31mFAIL
\e[0m
24739 cic:/Sophia-Antipolis/Algebra/Parts3/restrict.con
\e[0;31mFAIL
\e[0m
24740 cic:/Sophia-Antipolis/Algebra/Parts2/image.con
\e[0;31mFAIL
\e[0m
24741 cic:/Sophia-Antipolis/Algebra/Parts/empty.con
\e[0;31mFAIL
\e[0m
24742 cic:/Sophia-Antipolis/Algebra/Parts/full.con
\e[0;31mFAIL
\e[0m
24743 cic:/Sophia-Antipolis/Algebra/Parts/in_part_comp_l.con
\e[0;31mFAIL
\e[0m
24744 cic:/Sophia-Antipolis/Algebra/Parts/in_part_comp_r.con
\e[0;31mFAIL
\e[0m
24745 cic:/Sophia-Antipolis/Algebra/Parts/included.con
\e[0;31mFAIL
\e[0m
24746 cic:/Sophia-Antipolis/Algebra/Parts/inj_part.con
\e[0;31mFAIL
\e[0m
24747 cic:/Sophia-Antipolis/Algebra/Parts/Union_of_part/P.var
\e[0;31mFAIL
\e[0m
24748 cic:/Sophia-Antipolis/Algebra/Parts/Part_set_greater/f.var
\e[0;31mFAIL
\e[0m
24749 cic:/Sophia-Antipolis/Algebra/Monoid_util/f.con
\e[0;31mFAIL
\e[0m
24750 cic:/Sophia-Antipolis/Algebra/Group_util/f.con
\e[0;31mFAIL
\e[0m
24751 cic:/Sophia-Antipolis/Algebra/Fpart2/in_eq_part.con
\e[0;31mFAIL
\e[0m
24752 cic:/Sophia-Antipolis/Algebra/Fpart2/in_part_trans_eq.con
\e[0;31mFAIL
\e[0m
24753 cic:/Sophia-Antipolis/Algebra/Fpart/not_in_part_trans.con
\e[0;31mFAIL
\e[0m
24754 cic:/Sophia-Antipolis/Algebra/Fpart/not_in_part_trans_eq.con
\e[0;31mFAIL
\e[0m
24755 cic:/Sophia-Antipolis/Algebra/Fmap/not_in_part_comp_r.con
\e[0;31mFAIL
\e[0m
24756 cic:/Sophia-Antipolis/Algebra/Fmap/not_injective_prop.con
\e[0;31mFAIL
\e[0m
24757 cic:/Sophia-Antipolis/Algebra/Categories/Hom_comp_assoc.con
\e[0;31mFAIL
\e[0m
24758 cic:/Sophia-Antipolis/Algebra/Categories/Hom_comp_unit_l.con
\e[0;31mFAIL
\e[0m
24759 cic:/Sophia-Antipolis/Algebra/Categories/Hom_comp_unit_r.con
\e[0;31mFAIL
\e[0m
24760 cic:/Sophia-Antipolis/Algebra/Cartesian/map_couple.con
\e[0;31mFAIL
\e[0m
24761 cic:/Sophia-Antipolis/Algebra/Cartesian/proj1_map.con
\e[0;31mFAIL
\e[0m
24762 cic:/Sophia-Antipolis/Algebra/Cartesian/proj2_map.con
\e[0;31mFAIL
\e[0m
24763 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Bernstein/finj.var
\e[0;31mFAIL
\e[0m
24764 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Bernstein/ginj.var
\e[0;31mFAIL
\e[0m
24765 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Bernstein/map_extend.var
\e[0;31mFAIL
\e[0m
24766 cic:/Rocq/TreeAutomata/union_correct/union_mpl_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.04
24767 cic:/Rocq/TreeAutomata/union/mpl_compat_8.con
\e[0;32mOK
\e[0m 0.01
24768 cic:/Rocq/TreeAutomata/union/union_s1d_3.con
\e[0;32mOK
\e[0m 0.01
24769 cic:/Rocq/TreeAutomata/union/union_s_rpl.con
\e[0;32mOK
\e[0m 0.01
24770 cic:/Rocq/TreeAutomata/semantics/semantic_equiv_1.con
\e[0;31mFAIL
\e[0m
24771 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_co.con
\e[0;31mFAIL
\e[0m
24772 cic:/Rocq/TreeAutomata/lattice_fixpoint/iteres_lower_fix_point.con
\e[0;32mOK
\e[0m 0.02
24773 cic:/Rocq/TreeAutomata/inter_correct/inter_DTA_main_state_correct_invar.con
\e[0;32mOK
\e[0m 0.02
24774 cic:/Rocq/TreeAutomata/inter_correct/pl_produit_ref_ok.con
\e[0;32mOK
\e[0m 0.03
24775 cic:/Rocq/TreeAutomata/inter_correct/preDTA_produit_l_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.38
24776 cic:/Rocq/TreeAutomata/inter_correct/preDTA_produit_r_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.49
24777 cic:/Rocq/TreeAutomata/inter/predta_inter_0.con
\e[0;31mFAIL
\e[0m
24778 cic:/Rocq/TreeAutomata/inter/predta_inter_1.con
\e[0;31mFAIL
\e[0m
24779 cic:/Rocq/TreeAutomata/coacc_test/lattice_bounded.con
\e[0;32mOK
\e[0m 0.02
24780 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_contain_coacc_ads_3.con
\e[0;32mOK
\e[0m 0.01
24781 cic:/Rocq/SUBST/terminaison_SL/lexfg_systemSL.con
\e[0;32mOK
\e[0m 0.07
24782 cic:/Rocq/SUBST/conf_local_SL/local_relSL.con
\e[0;32mOK
\e[0m 0.20
24783 cic:/Rocq/SUBST/commutation/commut.con
\e[0;32mOK
\e[0m 0.13
24784 cic:/Rocq/PARADOXES/Reynolds1/lemma6.con
\e[0;32mOK
\e[0m 0.04
24785 cic:/Rocq/LAMBDA/Substitution/subst_rec_subst_rec.con
\e[0;32mOK
\e[0m 0.23
24786 cic:/Rocq/LAMBDA/Simulation/reduction.con
\e[0;32mOK
\e[0m 0.03
24787 cic:/Rocq/LAMBDA/Residuals/mutual_residuals_comp.con
\e[0;32mOK
\e[0m 0.24
24788 cic:/Rocq/LAMBDA/Residuals/residuals_ind.con
\e[0;32mOK
\e[0m 0.02
24789 cic:/Rocq/LAMBDA/Residuals/residuals_intro.con
\e[0;32mOK
\e[0m 0.06
24790 cic:/Rocq/LAMBDA/Reduction/par_red.ind
\e[0;32mOK
\e[0m 0.01
24791 cic:/Rocq/LAMBDA/Reduction/par_red1_ind.con
\e[0;32mOK
\e[0m 0.02
24792 cic:/Rocq/LAMBDA/Reduction/red.ind
\e[0;32mOK
\e[0m 0.01
24793 cic:/Rocq/LAMBDA/Reduction/red1_ind.con
\e[0;32mOK
\e[0m 0.01
24794 cic:/Rocq/LAMBDA/Reduction/refl_par_red1.con
\e[0;32mOK
\e[0m 0.01
24795 cic:/Rocq/LAMBDA/Conversion/conv1.ind
\e[0;32mOK
\e[0m 0.01
24796 cic:/Rocq/HIGMAN/Higman/Badfx.con
\e[0;32mOK
\e[0m 0.01
24797 cic:/Rocq/HIGMAN/Higman/ExiMin1.con
\e[0;32mOK
\e[0m 0.02
24798 cic:/Rocq/COC/Types/ins_item_lt.con
\e[0;32mOK
\e[0m 0.10
24799 cic:/Rocq/COC/Types/inv_type.con
\e[0;32mOK
\e[0m 0.01
24800 cic:/Rocq/COC/Types/typ_ind.con
\e[0;32mOK
\e[0m 0.03
24801 cic:/Rocq/COC/Types/type_prop_set.con
\e[0;32mOK
\e[0m 0.01
24802 cic:/Rocq/COC/Types/wf_ind.con
\e[0;32mOK
\e[0m 0.01
24803 cic:/Rocq/COC/Termes/commut_lift_subst.con
\e[0;32mOK
\e[0m 0.01
24804 cic:/Rocq/COC/Termes/distr_lift_subst.con
\e[0;32mOK
\e[0m 0.01
24805 cic:/Rocq/COC/Termes/distr_subst_rec.con
\e[0;32mOK
\e[0m 0.19
24806 cic:/Rocq/COC/Termes/red1_red_ind.con
\e[0;32mOK
\e[0m 0.01
24807 cic:/Rocq/COC/Termes/red_conv.con
\e[0;32mOK
\e[0m 0.01
24808 cic:/Rocq/COC/Termes/red_normal.con
\e[0;32mOK
\e[0m 0.01
24809 cic:/Rocq/COC/Termes/red_par_red.con
\e[0;32mOK
\e[0m 0.01
24810 cic:/Rocq/COC/Termes/red_prod_prod.con
\e[0;32mOK
\e[0m 0.04
24811 cic:/Rocq/COC/Termes/red_red_abs.con
\e[0;32mOK
\e[0m 0.01
24812 cic:/Rocq/COC/Termes/red_red_app.con
\e[0;32mOK
\e[0m 0.01
24813 cic:/Rocq/COC/Termes/red_red_prod.con
\e[0;32mOK
\e[0m 0.01
24814 cic:/Rocq/COC/Termes/red_sort_sort.con
\e[0;32mOK
\e[0m 0.04
24815 cic:/Rocq/COC/Termes/sn_red_sn.con
\e[0;32mOK
\e[0m 0.01
24816 cic:/Rocq/COC/Termes/trans_conv_conv.con
\e[0;32mOK
\e[0m 0.01
24817 cic:/Rocq/COC/Termes/trans_red_red.con
\e[0;32mOK
\e[0m 0.01
24818 cic:/Rocq/COC/Machine/state.ind
\e[0;32mOK
\e[0m 0.01
24819 cic:/Rocq/COC/Int_typ/coerce_CR.con
\e[0;32mOK
\e[0m 0.01
24820 cic:/Rocq/COC/Int_typ/def_cons.con
\e[0;32mOK
\e[0m 0.01
24821 cic:/Rocq/COC/Int_term/int_term_subst.con
\e[0;32mOK
\e[0m 0.10
24822 cic:/Rocq/COC/Infer/expln.ind
\e[0;31mFAIL
\e[0m
24823 cic:/Rocq/COC/Ered/Econv_abs.con
\e[0;32mOK
\e[0m 0.01
24824 cic:/Rocq/COC/Ered/Ered1_Ered_ind.con
\e[0;32mOK
\e[0m 0.01
24825 cic:/Rocq/COC/Ered/Ered_Econv.con
\e[0;32mOK
\e[0m 0.01
24826 cic:/Rocq/COC/Ered/Ered_Enormal.con
\e[0;32mOK
\e[0m 0.01
24827 cic:/Rocq/COC/Ered/Ered_Epar_red.con
\e[0;32mOK
\e[0m 0.01
24828 cic:/Rocq/COC/Ered/Ered_Ered_abs.con
\e[0;32mOK
\e[0m 0.01
24829 cic:/Rocq/COC/Ered/Ered_Ered_app.con
\e[0;32mOK
\e[0m 0.01
24830 cic:/Rocq/COC/Ered/Ered_Ered_prod.con
\e[0;32mOK
\e[0m 0.01
24831 cic:/Rocq/COC/Ered/Ered_prod_prod.con
\e[0;32mOK
\e[0m 0.04
24832 cic:/Rocq/COC/Ered/conv_Econv.con
\e[0;32mOK
\e[0m 0.01
24833 cic:/Rocq/COC/Ered/inv_Ered_Abs.con
\e[0;32mOK
\e[0m 0.05
24834 cic:/Rocq/COC/Ered/red_Ered.con
\e[0;32mOK
\e[0m 0.01
24835 cic:/Rocq/COC/Ered/trans_Econv_Econv.con
\e[0;32mOK
\e[0m 0.01
24836 cic:/Rocq/COC/Ered/trans_Ered_Ered.con
\e[0;32mOK
\e[0m 0.01
24837 cic:/Rocq/COC/Equiv/Ered1_normal_normal.con
\e[0;32mOK
\e[0m 0.02
24838 cic:/Rocq/COC/Equiv/NF_Econv_ind.con
\e[0;32mOK
\e[0m 0.02
24839 cic:/Rocq/COC/Equiv/NF_Econv_not_is_lam.con
\e[0;32mOK
\e[0m 0.04
24840 cic:/Rocq/COC/Equiv/refl_NF_Econv.con
\e[0;32mOK
\e[0m 0.02
24841 cic:/Rocq/COC/ETypes/Etyp_ind.con
\e[0;32mOK
\e[0m 0.03
24842 cic:/Rocq/COC/ETypes/Etype_prop_set.con
\e[0;32mOK
\e[0m 0.01
24843 cic:/Rocq/COC/ETypes/Ewf_ind.con
\e[0;32mOK
\e[0m 0.01
24844 cic:/Rocq/COC/ETypes/inv_Etype.con
\e[0;32mOK
\e[0m 0.01
24845 cic:/Rocq/COC/Conv_Dec/red_red1_ord_norm.con
\e[0;32mOK
\e[0m 0.01
24846 cic:/Rocq/COC/Conv_Dec/subterm_ord_norm.con
\e[0;32mOK
\e[0m 0.01
24847 cic:/Rocq/COC/Conv_Dec/wf_ord_norm.con
\e[0;32mOK
\e[0m 0.01
24848 cic:/Rocq/COC/Consistency/atom_reduction.con
\e[0;32mOK
\e[0m 0.10
24849 cic:/Rocq/COC/Class/cl_trunc.con
\e[0;32mOK
\e[0m 0.02
24850 cic:/Rocq/COC/Can/clos_exp.con
\e[0;32mOK
\e[0m 0.01
24851 cic:/Rocq/COC/Can/clos_red.con
\e[0;32mOK
\e[0m 0.01
24852 cic:/Rocq/COC/Can/def_inv.con
\e[0;32mOK
\e[0m 0.01
24853 cic:/Rocq/COC/Can/incl_sn.con
\e[0;32mOK
\e[0m 0.01
24854 cic:/Rocq/COC/Can/is_can.con
\e[0;32mOK
\e[0m 0.01
24855 cic:/Rocq/COC/Can/is_cand_rect.con
\e[0;32mOK
\e[0m 0.01
24856 cic:/Rocq/ARITH/Chinese/Zmult/mult_add_distributivity.con
\e[0;32mOK
\e[0m 0.10
24857 cic:/Rocq/ARITH/Chinese/Zmult/mult_mIZ.con
\e[0;32mOK
\e[0m 0.02
24858 cic:/Rocq/ARITH/Chinese/Zmult/mult_oppZ_r.con
\e[0;32mOK
\e[0m 0.03
24859 cic:/Rocq/ARITH/Chinese/Zle/le_opp_OZ2.con
\e[0;32mOK
\e[0m 0.01
24860 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/Equal_SubType.con
\e[0;32mOK
\e[0m 0.01
24861 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/Prf_constr.con
\e[0;32mOK
\e[0m 0.01
24862 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/SubType_ind.con
\e[0;32mOK
\e[0m 0.01
24863 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/SubType_rec.con
\e[0;32mOK
\e[0m 0.01
24864 cic:/Rocq/ALGEBRA/SETOID/SetoidPROD/Proj1_SPROD.con
\e[0;32mOK
\e[0m 0.01
24865 cic:/Rocq/ALGEBRA/SETOID/SetoidPROD/Proj2_SPROD.con
\e[0;32mOK
\e[0m 0.01
24866 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/Concat_congl.con
\e[0;32mOK
\e[0m 0.02
24867 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/Concat_congr.con
\e[0;32mOK
\e[0m 0.04
24868 cic:/Rocq/ALGEBRA/SETOID/MapProperty/Inj_map.con
\e[0;32mOK
\e[0m 0.01
24869 cic:/Rocq/ALGEBRA/SETOID/MapProperty/Inj_rect.con
\e[0;32mOK
\e[0m 0.01
24870 cic:/Rocq/ALGEBRA/SETOID/MapProperty/Surj_elt.con
\e[0;32mOK
\e[0m 0.01
24871 cic:/Rocq/ALGEBRA/SETOID/MapProperty/Surj_map.con
\e[0;32mOK
\e[0m 0.01
24872 cic:/Rocq/ALGEBRA/SETOID/MapProperty/Surj_rect.con
\e[0;32mOK
\e[0m 0.01
24873 cic:/Rocq/ALGEBRA/SETOID/Map/Comp_fun_map_law.con
\e[0;32mOK
\e[0m 0.02
24874 cic:/Rocq/ALGEBRA/SETOID/Map/Map_setoid.con
\e[0;32mOK
\e[0m 0.01
24875 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Map_setoid''.con
\e[0;32mOK
\e[0m 0.03
24876 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Map_setoid'.con
\e[0;32mOK
\e[0m 0.03
24877 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunFreeMon/Dist_map_law.con
\e[0;32mOK
\e[0m 0.05
24878 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/S_pulb_reg.con
\e[0;32mOK
\e[0m 0.05
24879 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/S_lambda_fun2.con
\e[0;32mOK
\e[0m 0.01
24880 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/S_equaz_reg.con
\e[0;32mOK
\e[0m 0.02
24881 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_BinProds/S_together_map_law.con
\e[0;32mOK
\e[0m 0.02
24882 cic:/Paris/ZF/src/ZFrelations/lem_equiv_comp_elem.con
\e[0;32mOK
\e[0m 0.27
24883 cic:/Paris/ZF/src/ZFrelations/lem_equiv_comp_fun_is_inj.con
\e[0;32mOK
\e[0m 3.52
24884 cic:/Paris/ZF/src/ZFrelations/lem_equiv_comp_sig.con
\e[0;32mOK
\e[0m 0.06
24885 cic:/Paris/ZF/src/ZFrelations/lem_projQuotient_eval.con
\e[0;32mOK
\e[0m 0.57
24886 cic:/Paris/ZF/src/ZFrelations/lem_projQuotient_is_surj.con
\e[0;32mOK
\e[0m 0.03
24887 cic:/Paris/ZF/src/ZFrelations/lem_projQuotient_sig.con
\e[0;32mOK
\e[0m 0.04
24888 cic:/Orsay/ExactRealArithmetic/Zmax/Zmax_SS.con
\e[0;32mOK
\e[0m 0.05
24889 cic:/Orsay/ExactRealArithmetic/Zind_complements/Zabs_pos_ind.con
\e[0;32mOK
\e[0m 0.02
24890 cic:/Orsay/ExactRealArithmetic/Rbase_operations/Rinv_Rmult_bis.con
\e[0;32mOK
\e[0m 0.03
24891 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rinv_le.con
\e[0;32mOK
\e[0m 0.02
24892 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rle_Rinv_monotony.con
\e[0;32mOK
\e[0m 0.02
24893 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rlt_Rinv_l_to_r.con
\e[0;32mOK
\e[0m 0.02
24894 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rlt_r_O.con
\e[0;32mOK
\e[0m 0.01
24895 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/mega_nul.con
\e[0;32mOK
\e[0m 0.02
24896 cic:/Nijmegen/QArith/sqrt2/expand_mult2.con
\e[0;32mOK
\e[0m 0.03
24897 cic:/Nijmegen/QArith/sqrt2/mult2_recompose.con
\e[0;32mOK
\e[0m 0.04
24898 cic:/Nijmegen/QArith/sqrt2/square_recompose.con
\e[0;32mOK
\e[0m 0.04
24899 cic:/Nijmegen/QArith/positive_fraction_encoding/fractionalacc_1.con
\e[0;32mOK
\e[0m 0.02
24900 cic:/Nijmegen/QArith/positive_fraction_encoding/fractionalacc_2.con
\e[0;32mOK
\e[0m 0.01
24901 cic:/Nijmegen/QArith/Zaux/Zgt_plus_plus.con
\e[0;32mOK
\e[0m 0.01
24902 cic:/Nijmegen/QArith/Zaux/Zle_minus.con
\e[0;32mOK
\e[0m 0.03
24903 cic:/Nijmegen/QArith/Zaux/Zle_neg_opp.con
\e[0;32mOK
\e[0m 0.01
24904 cic:/Nijmegen/QArith/Zaux/Zle_pos_opp.con
\e[0;32mOK
\e[0m 0.01
24905 cic:/Nijmegen/QArith/Zaux/Zlt_minus.con
\e[0;32mOK
\e[0m 0.03
24906 cic:/Nijmegen/QArith/Zaux/Zlt_neg_opp.con
\e[0;32mOK
\e[0m 0.01
24907 cic:/Nijmegen/QArith/Zaux/Zlt_plus_plus.con
\e[0;32mOK
\e[0m 0.01
24908 cic:/Nijmegen/QArith/Zaux/Zlt_pos_opp.con
\e[0;32mOK
\e[0m 0.01
24909 cic:/Nijmegen/QArith/Zaux/Zminus_eq.con
\e[0;32mOK
\e[0m 0.01
24910 cic:/Nijmegen/QArith/Zaux/Zopp_app.con
\e[0;32mOK
\e[0m 0.01
24911 cic:/Nijmegen/QArith/Zaux/Zsgn_7.con
\e[0;32mOK
\e[0m 0.01
24912 cic:/Nijmegen/QArith/Zaux/Zsgn_8.con
\e[0;32mOK
\e[0m 0.01
24913 cic:/Nijmegen/QArith/Zaux/Zsimpl_plus_l_dep.con
\e[0;32mOK
\e[0m 0.01
24914 cic:/Nijmegen/QArith/Zaux/Zsimpl_plus_r_dep.con
\e[0;32mOK
\e[0m 0.01
24915 cic:/Nijmegen/QArith/Qquadratic_sign_properties/inside_square_1_inf_subproof.con
\e[0;32mOK
\e[0m 0.04
24916 cic:/Nijmegen/QArith/Qquadratic_sign_properties/inside_square_2_inf_subproof.con
\e[0;32mOK
\e[0m 0.04
24917 cic:/Nijmegen/QArith/Qquadratic_sign/inside_square_1_dec_inf.con
\e[0;32mOK
\e[0m 0.04
24918 cic:/Nijmegen/QArith/Qquadratic_sign/inside_square_2_dec_inf.con
\e[0;32mOK
\e[0m 0.04
24919 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Z8_lt_is_transitive.con
\e[0;32mOK
\e[0m 1.36
24920 cic:/Nijmegen/QArith/Qpositive_plus_mult/Qpositive_mult_inv.con
\e[0;32mOK
\e[0m 0.66
24921 cic:/Nijmegen/QArith/Qpositive_le/Qpositive_le'_to_Qpositive_le.con
\e[0;32mOK
\e[0m 0.48
24922 cic:/Nijmegen/QArith/Qpositive/construct_correct2.con
\e[0;32mOK
\e[0m 0.22
24923 cic:/Nijmegen/QArith/Qhomographic_sign_properties/inside_interval_1_inf_subproof.con
\e[0;32mOK
\e[0m 0.03
24924 cic:/Nijmegen/QArith/Qhomographic_sign_properties/inside_interval_2_inf_subproof.con
\e[0;32mOK
\e[0m 0.03
24925 cic:/Nijmegen/QArith/Qhomographic_sign/inside_interval_1_dec_inf_subproof.con
\e[0;32mOK
\e[0m 0.03
24926 cic:/Nijmegen/QArith/Qhomographic_sign/inside_interval_2_dec_inf_subproof.con
\e[0;32mOK
\e[0m 0.03
24927 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z4_lt_is_transitive.con
\e[0;32mOK
\e[0m 0.15
24928 cic:/Nancy/FOUnify/term_unif/UnifC2.con
\e[0;32mOK
\e[0m 0.03
24929 cic:/Nancy/FOUnify/term_unif/two_succes.con
\e[0;32mOK
\e[0m 0.03
24930 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_safeTCG.con
\e[0;32mOK
\e[0m 0.06
24931 cic:/Montevideo/FSSecModel/writeIsSecure/WritePCP.con
\e[0;32mOK
\e[0m 0.20
24932 cic:/Montevideo/FSSecModel/unlinkIsSecure/UnlinkPCP.con
\e[0;32mOK
\e[0m 0.45
24933 cic:/Montevideo/FSSecModel/statIsSecure/StatPCP.con
\e[0;32mOK
\e[0m 0.15
24934 cic:/Montevideo/FSSecModel/sscstatIsSecure/SscstatPCP.con
\e[0;32mOK
\e[0m 0.14
24935 cic:/Montevideo/FSSecModel/rmdirIsSecure/RmdirPCP.con
\e[0;32mOK
\e[0m 0.43
24936 cic:/Montevideo/FSSecModel/readdirIsSecure/ReaddirPCP.con
\e[0;32mOK
\e[0m 0.15
24937 cic:/Montevideo/FSSecModel/readIsSecure/ReadPCP.con
\e[0;32mOK
\e[0m 0.14
24938 cic:/Montevideo/FSSecModel/owner_closeIsSecure/Owner_ClosePCP.con
\e[0;32mOK
\e[0m 0.19
24939 cic:/Montevideo/FSSecModel/oscstatIsSecure/OscstatPCP.con
\e[0;32mOK
\e[0m 0.14
24940 cic:/Montevideo/FSSecModel/openIsSecure/OpenPCP.con
\e[0;32mOK
\e[0m 0.27
24941 cic:/Montevideo/FSSecModel/mkdirIsSecure/MkdirPCP.con
\e[0;32mOK
\e[0m 0.45
24942 cic:/Montevideo/FSSecModel/delUsrGrpFromAclIsSecure/DelUsrGrpFromAclPCP.con
\e[0;32mOK
\e[0m 0.46
24943 cic:/Montevideo/FSSecModel/createIsSecure/CreatePCP.con
\e[0;32mOK
\e[0m 0.48
24944 cic:/Montevideo/FSSecModel/closeIsSecure/ClosePCP.con
\e[0;32mOK
\e[0m 0.20
24945 cic:/Montevideo/FSSecModel/chsubscIsSecure/ChsubscPCP.con
\e[0;32mOK
\e[0m 0.20
24946 cic:/Montevideo/FSSecModel/chownIsSecure/ChownPCP.con
\e[0;32mOK
\e[0m 0.52
24947 cic:/Montevideo/FSSecModel/chobjscIsSecure/ChobjscPCP.con
\e[0;32mOK
\e[0m 0.20
24948 cic:/Montevideo/FSSecModel/chmodIsSecure/ChmodPCP.con
\e[0;32mOK
\e[0m 0.47
24949 cic:/Montevideo/FSSecModel/addUsrGrpToAclIsSecure/AddUsrGrpToAclPCP.con
\e[0;32mOK
\e[0m 0.46
24950 cic:/Montevideo/FSSecModel/aclstatIsSecure/AclstatPCP.con
\e[0;32mOK
\e[0m 0.16
24951 cic:/Montevideo/FSSecModel/ModelLemmas/BasicSecurityTheorem.con
\e[0;32mOK
\e[0m 0.77
24952 cic:/Marseille/GC/safety/safety/always_nogrey_accn_imp_blackn.con
\e[0;32mOK
\e[0m 0.03
24953 cic:/Marseille/GC/mesure/safe_card/always_card_grey.con
\e[0;32mOK
\e[0m 0.01
24954 cic:/Marseille/GC/mesure/safe_card/always_card_white.con
\e[0;32mOK
\e[0m 0.01
24955 cic:/Marseille/GC/mesure/safe_card/always_gwb.con
\e[0;32mOK
\e[0m 0.02
24956 cic:/Marseille/GC/mesure/safe_card/always_mesure.con
\e[0;32mOK
\e[0m 0.01
24957 cic:/Marseille/GC/liveness/until_zero/measure_until_zero.con
\e[0;32mOK
\e[0m 0.03
24958 cic:/Lyon/STREAMS/Eratosthene/Crible.con
\e[0;32mOK
\e[0m 0.02
24959 cic:/Lyon/PROCESSES/ABP/TRACES/Correction/correctness.con
\e[0;31mFAIL
\e[0m
24960 cic:/Lyon/IEEE754/Diadic/Dcompare_shift.con
\e[0;32mOK
\e[0m 0.12
24961 cic:/Lyon/FIRING-SQUAD/vertical/Ht0_End4.con
\e[0;32mOK
\e[0m 0.03
24962 cic:/Lyon/FIRING-SQUAD/trapeze/B52.con
\e[0;32mOK
\e[0m 0.01
24963 cic:/Lyon/FIRING-SQUAD/trapeze/G51.con
\e[0;32mOK
\e[0m 0.01
24964 cic:/Lyon/FIRING-SQUAD/sommet/A24.con
\e[0;32mOK
\e[0m 0.03
24965 cic:/Lyon/FIRING-SQUAD/sommet/C23.con
\e[0;32mOK
\e[0m 0.03
24966 cic:/Lyon/FIRING-SQUAD/sommet/R1.con
\e[0;32mOK
\e[0m 0.02
24967 cic:/Lyon/FIRING-SQUAD/sommet/R2.con
\e[0;32mOK
\e[0m 0.03
24968 cic:/Lyon/FIRING-SQUAD/reflection/ZCB_lll.con
\e[0;32mOK
\e[0m 0.07
24969 cic:/Lyon/FIRING-SQUAD/bord/cinq_GG.con
\e[0;32mOK
\e[0m 0.01
24970 cic:/Lyon/FIRING-SQUAD/bord/cinq_cinq.con
\e[0;32mOK
\e[0m 0.05
24971 cic:/Lyon/FIRING-SQUAD/bord/cinq_quatre.con
\e[0;32mOK
\e[0m 0.26
24972 cic:/Lyon/FIRING-SQUAD/bord/quatre_GG.con
\e[0;32mOK
\e[0m 0.01
24973 cic:/Lyon/FIRING-SQUAD/bord/quatre_cinq.con
\e[0;32mOK
\e[0m 0.04
24974 cic:/Lyon/FIRING-SQUAD/bord/quatre_quatre.con
\e[0;32mOK
\e[0m 0.02
24975 cic:/Lyon/CIRCUITS/Multiplier/circ_mult_proof''.con
\e[0;32mOK
\e[0m 0.02
24976 cic:/Lyon/AUTOMATA/gram5/gram5/Rim.var
\e[0;32mOK
\e[0m 0.01
24977 cic:/Lyon/AUTOMATA/gram5/gram5/Sim.var
\e[0;32mOK
\e[0m 0.01
24978 cic:/Lyon/AUTOMATA/gram4/Gunion_disj_LG.con
\e[0;32mOK
\e[0m 0.02
24979 cic:/Lyon/AUTOMATA/gram3/Reconnait_imageGram_iso.con
\e[0;32mOK
\e[0m 0.10
24980 cic:/Lyon/AUTOMATA/gram3/egal_LG.con
\e[0;32mOK
\e[0m 0.13
24981 cic:/Lyon/AUTOMATA/extract/Parser1.con
\e[0;32mOK
\e[0m 0.03
24982 cic:/Lyon/AUTOMATA/RatReg/lconc_is_reg.con
\e[0;32mOK
\e[0m 0.04
24983 cic:/Lyon/AUTOMATA/RatReg/lstar_is_reg.con
\e[0;32mOK
\e[0m 0.10
24984 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/UnifC1.con
\e[0;32mOK
\e[0m 0.03
24985 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/two_succes.con
\e[0;32mOK
\e[0m 0.03
24986 cic:/Eindhoven/POCKLINGTON/prime/primedec.con
\e[0;32mOK
\e[0m 0.02
24987 cic:/Eindhoven/POCKLINGTON/modulo/mod_plus_compat.con
\e[0;32mOK
\e[0m 0.03
24988 cic:/Eindhoven/POCKLINGTON/modulo/mod_sym.con
\e[0;32mOK
\e[0m 0.02
24989 cic:/Eindhoven/POCKLINGTON/modulo/mod_trans.con
\e[0;32mOK
\e[0m 0.02
24990 cic:/Eindhoven/POCKLINGTON/modulo/zmod_plus_compat.con
\e[0;32mOK
\e[0m 0.03
24991 cic:/Eindhoven/POCKLINGTON/modulo/zmod_sym.con
\e[0;32mOK
\e[0m 0.02
24992 cic:/Eindhoven/POCKLINGTON/modulo/zmod_trans.con
\e[0;32mOK
\e[0m 0.04
24993 cic:/Eindhoven/POCKLINGTON/modulo/zmoddivmin.con
\e[0;32mOK
\e[0m 0.06
24994 cic:/Eindhoven/POCKLINGTON/list/zdrop_product.con
\e[0;32mOK
\e[0m 0.03
24995 cic:/Eindhoven/POCKLINGTON/lemmas/Zle_minus.con
\e[0;32mOK
\e[0m 0.03
24996 cic:/Eindhoven/POCKLINGTON/fermat/until_mapmult_exp.con
\e[0;32mOK
\e[0m 0.04
24997 cic:/Eindhoven/POCKLINGTON/exp/exp_abn.con
\e[0;32mOK
\e[0m 0.02
24998 cic:/Eindhoven/POCKLINGTON/exp/zexp_plus.con
\e[0;32mOK
\e[0m 0.02
24999 cic:/Eindhoven/POCKLINGTON/exp/zexp_pred_succ.con
\e[0;32mOK
\e[0m 0.02
25000 cic:/Coq/romega/ReflOmegaCore/Tmult_assoc_r_stable.con
\e[0;32mOK
\e[0m 0.03
25001 cic:/Coq/romega/ReflOmegaCore/Tmult_assoc_reduced_stable.con
\e[0;32mOK
\e[0m 0.06
25002 cic:/Coq/romega/ReflOmegaCore/Tplus_assoc_r_stable.con
\e[0;32mOK
\e[0m 0.04
25003 cic:/Coq/romega/ReflOmegaCore/Tplus_permute_stable.con
\e[0;32mOK
\e[0m 0.04
25004 cic:/Coq/romega/ReflOmegaCore/Zne_left_2.con
\e[0;32mOK
\e[0m 0.01
25005 cic:/Coq/omega/OmegaLemmas/OMEGA13.con
\e[0;32mOK
\e[0m 0.02
25006 cic:/Coq/omega/OmegaLemmas/OMEGA14.con
\e[0;32mOK
\e[0m 0.02
25007 cic:/Coq/omega/OmegaLemmas/OMEGA17.con
\e[0;32mOK
\e[0m 0.01
25008 cic:/Coq/omega/OmegaLemmas/OMEGA8.con
\e[0;32mOK
\e[0m 0.01
25009 cic:/Coq/omega/OmegaLemmas/fast_Zmult_assoc_r.con
\e[0;32mOK
\e[0m 0.01
25010 cic:/Coq/omega/OmegaLemmas/fast_Zplus_assoc_r.con
\e[0;32mOK
\e[0m 0.08
25011 cic:/Coq/omega/OmegaLemmas/fast_Zplus_permute.con
\e[0;32mOK
\e[0m 0.01
25012 cic:/Coq/field/Field_Theory/AinvT_r.con
\e[0;32mOK
\e[0m 0.02
25013 cic:/Coq/field/Field_Theory/assoc_mult_correct1.con
\e[0;32mOK
\e[0m 0.08
25014 cic:/Coq/field/Field_Theory/assoc_plus_correct.con
\e[0;32mOK
\e[0m 0.08
25015 cic:/Coq/field/Field_Theory/distrib_mult_right_correct.con
\e[0;32mOK
\e[0m 0.18
25016 cic:/Coq/field/Field_Theory/multiply_correct.con
\e[0;32mOK
\e[0m 0.04
25017 cic:/Coq/field/Field_Theory/r_AmultT_mult.con
\e[0;32mOK
\e[0m 0.07
25018 cic:/Coq/field/Field_Theory/r_AplusT_plus.con
\e[0;32mOK
\e[0m 0.09
25019 cic:/Coq/ZArith/auxiliary/Zegal_left.con
\e[0;32mOK
\e[0m 0.01
25020 cic:/Coq/ZArith/auxiliary/Zne_left.con
\e[0;32mOK
\e[0m 0.01
25021 cic:/Coq/ZArith/auxiliary/Zred_factor2.con
\e[0;32mOK
\e[0m 0.01
25022 cic:/Coq/ZArith/auxiliary/Zred_factor3.con
\e[0;32mOK
\e[0m 0.01
25023 cic:/Coq/ZArith/auxiliary/Zred_factor4.con
\e[0;32mOK
\e[0m 0.01
25024 cic:/Coq/ZArith/Zpower/Zpower_pos_is_exp.con
\e[0;32mOK
\e[0m 0.01
25025 cic:/Coq/ZArith/Zpower/shift_pos_correct.con
\e[0;32mOK
\e[0m 0.01
25026 cic:/Coq/ZArith/Zorder/Zgt_succ.con
\e[0;32mOK
\e[0m 0.01
25027 cic:/Coq/ZArith/Zorder/Zle_lt_trans.con
\e[0;32mOK
\e[0m 0.01
25028 cic:/Coq/ZArith/Zorder/Zle_trans.con
\e[0;32mOK
\e[0m 0.01
25029 cic:/Coq/ZArith/Zorder/Zlt_O_minus_lt.con
\e[0;32mOK
\e[0m 0.01
25030 cic:/Coq/ZArith/Zorder/Zlt_le_trans.con
\e[0;32mOK
\e[0m 0.01
25031 cic:/Coq/ZArith/Zorder/Zlt_plus_swap.con
\e[0;32mOK
\e[0m 0.02
25032 cic:/Coq/ZArith/Zorder/Zplus_gt_compat_r.con
\e[0;32mOK
\e[0m 0.01
25033 cic:/Coq/ZArith/Zorder/Zplus_gt_reg_r.con
\e[0;32mOK
\e[0m 0.01
25034 cic:/Coq/ZArith/Zorder/Zplus_le_compat_r.con
\e[0;32mOK
\e[0m 0.01
25035 cic:/Coq/ZArith/Zorder/Zplus_le_reg_r.con
\e[0;32mOK
\e[0m 0.01
25036 cic:/Coq/ZArith/Zorder/Zplus_lt_compat_r.con
\e[0;32mOK
\e[0m 0.01
25037 cic:/Coq/ZArith/Zorder/Zplus_lt_reg_r.con
\e[0;32mOK
\e[0m 0.01
25038 cic:/Coq/ZArith/Zorder/Zsucc_gt_compat.con
\e[0;32mOK
\e[0m 0.01
25039 cic:/Coq/ZArith/Zorder/Zsucc_lt_reg.con
\e[0;32mOK
\e[0m 0.01
25040 cic:/Coq/ZArith/Znat/inj_plus.con
\e[0;32mOK
\e[0m 0.02
25041 cic:/Coq/ZArith/Zmin/Zmin_SS.con
\e[0;32mOK
\e[0m 0.04
25042 cic:/Coq/ZArith/Zeven/Z_modulo_2.con
\e[0;32mOK
\e[0m 0.03
25043 cic:/Coq/ZArith/Zcompare/Zcompare_Gt_not_Lt.con
\e[0;32mOK
\e[0m 0.04
25044 cic:/Coq/ZArith/BinInt/Zminus_plus_simpl_l_reverse.con
\e[0;32mOK
\e[0m 0.01
25045 cic:/Coq/ZArith/BinInt/Zmult_plus_distr_l.con
\e[0;32mOK
\e[0m 0.01
25046 cic:/Coq/ZArith/BinInt/Zmult_succ_r.con
\e[0;32mOK
\e[0m 0.01
25047 cic:/Coq/ZArith/BinInt/Zplus_diag_eq_mult_2.con
\e[0;32mOK
\e[0m 0.01
25048 cic:/Coq/ZArith/BinInt/Zplus_minus.con
\e[0;32mOK
\e[0m 0.01
25049 cic:/Coq/ZArith/BinInt/Zplus_minus_eq.con
\e[0;32mOK
\e[0m 0.01
25050 cic:/Coq/ZArith/BinInt/Zsucc_discr.con
\e[0;32mOK
\e[0m 0.01
25051 cic:/Coq/ZArith/BinInt/Zsucc_inj_contrapositive.con
\e[0;32mOK
\e[0m 0.01
25052 cic:/Coq/Sets/Image/Pigeonhole.con
\e[0;32mOK
\e[0m 0.01
25053 cic:/Coq/Sets/Image/cardinal_decreases.con
\e[0;32mOK
\e[0m 0.03
25054 cic:/Coq/Reals/SeqProp/Wn_decreasing.con
\e[0;32mOK
\e[0m 0.19
25055 cic:/Coq/Reals/Rtopology/adherence_P1.con
\e[0;32mOK
\e[0m 0.06
25056 cic:/Coq/Reals/Rtopology/adherence_P2.con
\e[0;32mOK
\e[0m 0.01
25057 cic:/Coq/Reals/Rtopology/adherence_P4.con
\e[0;32mOK
\e[0m 0.01
25058 cic:/Coq/Reals/Rtopology/covering_open_set.con
\e[0;32mOK
\e[0m 0.01
25059 cic:/Coq/Reals/Rtopology/family_P1.con
\e[0;32mOK
\e[0m 0.02
25060 cic:/Coq/Reals/Rtopology/family_closed_set.con
\e[0;32mOK
\e[0m 0.01
25061 cic:/Coq/Reals/Rtopology/open_set_P1.con
\e[0;32mOK
\e[0m 0.02
25062 cic:/Coq/Reals/Rsigma/sigma_eq_arg.con
\e[0;32mOK
\e[0m 0.02
25063 cic:/Coq/Reals/Rprod/le_n_2n.con
\e[0;32mOK
\e[0m 0.11
25064 cic:/Coq/Reals/RiemannInt_SF/StepFun_ind.con
\e[0;32mOK
\e[0m 0.01
25065 cic:/Coq/Reals/RiemannInt_SF/StepFun_rec.con
\e[0;32mOK
\e[0m 0.01
25066 cic:/Coq/Reals/RiemannInt_SF/pre.con
\e[0;32mOK
\e[0m 0.01
25067 cic:/Coq/Reals/Rfunctions/pow1.con
\e[0;32mOK
\e[0m 0.01
25068 cic:/Coq/Reals/Rfunctions/pow_1.con
\e[0;32mOK
\e[0m 0.01
25069 cic:/Coq/Reals/Rfunctions/pow_1_even.con
\e[0;32mOK
\e[0m 0.06
25070 cic:/Coq/Reals/Rfunctions/pow_ne_zero.con
\e[0;32mOK
\e[0m 0.01
25071 cic:/Coq/Reals/Rfunctions/powerRZ_1.con
\e[0;32mOK
\e[0m 0.01
25072 cic:/Coq/Reals/Rfunctions/tech_pow_Rplus.con
\e[0;32mOK
\e[0m 0.02
25073 cic:/Coq/Reals/Rbasic_fun/Rabs_left1.con
\e[0;32mOK
\e[0m 0.01
25074 cic:/Coq/Reals/Rbasic_fun/Rabs_triang.con
\e[0;32mOK
\e[0m 0.15
25075 cic:/Coq/Reals/Ranalysis1/Differential.ind
\e[0;32mOK
\e[0m 0.18
25076 cic:/Coq/Reals/Ranalysis1/antiderivative.con
\e[0;32mOK
\e[0m 0.01
25077 cic:/Coq/Reals/Ranalysis1/derivable_derive.con
\e[0;32mOK
\e[0m 0.04
25078 cic:/Coq/Reals/Ranalysis1/derivable_pt_lim_Rsqr.con
\e[0;32mOK
\e[0m 0.28
25079 cic:/Coq/Reals/Ranalysis1/derive.con
\e[0;32mOK
\e[0m 0.01
25080 cic:/Coq/Reals/R_sqr/Rsqr_abs.con
\e[0;32mOK
\e[0m 0.03
25081 cic:/Coq/Reals/RIneq/Rgt_minus.con
\e[0;32mOK
\e[0m 0.01
25082 cic:/Coq/Reals/RIneq/Rinv_r_simpl_l.con
\e[0;32mOK
\e[0m 0.01
25083 cic:/Coq/Reals/RIneq/Rinv_r_simpl_m.con
\e[0;32mOK
\e[0m 0.03
25084 cic:/Coq/Reals/RIneq/Rminus_diag_uniq.con
\e[0;32mOK
\e[0m 0.01
25085 cic:/Coq/Reals/RIneq/Rminus_not_eq.con
\e[0;32mOK
\e[0m 0.01
25086 cic:/Coq/Reals/RIneq/Rmult_eq_0_compat.con
\e[0;32mOK
\e[0m 0.01
25087 cic:/Coq/Reals/RIneq/Rmult_gt_0_compat.con
\e[0;32mOK
\e[0m 0.02
25088 cic:/Coq/Reals/RIneq/Rmult_integral.con
\e[0;32mOK
\e[0m 0.01
25089 cic:/Coq/Reals/RIneq/Rmult_le_compat_l.con
\e[0;32mOK
\e[0m 0.02
25090 cic:/Coq/Reals/RIneq/Ropp_Ropp_IZR.con
\e[0;32mOK
\e[0m 0.01
25091 cic:/Coq/Reals/RIneq/Ropp_eq_0_compat.con
\e[0;32mOK
\e[0m 0.01
25092 cic:/Coq/Reals/RIneq/Ropp_mult_distr_r_reverse.con
\e[0;32mOK
\e[0m 0.02
25093 cic:/Coq/Reals/RIneq/Rplus_0_r_uniq.con
\e[0;32mOK
\e[0m 0.02
25094 cic:/Coq/Reals/RIneq/Rplus_le_le_0_compat.con
\e[0;32mOK
\e[0m 0.01
25095 cic:/Coq/Reals/RIneq/Rplus_le_lt_0_compat.con
\e[0;32mOK
\e[0m 0.01
25096 cic:/Coq/Reals/RIneq/Rplus_lt_0_compat.con
\e[0;32mOK
\e[0m 0.01
25097 cic:/Coq/Reals/RIneq/Rplus_lt_reg_r.con
\e[0;32mOK
\e[0m 0.02
25098 cic:/Coq/Reals/RIneq/Rsqr_0.con
\e[0;32mOK
\e[0m 0.01
25099 cic:/Coq/Reals/RIneq/S_O_plus_INR.con
\e[0;32mOK
\e[0m 0.01
25100 cic:/Coq/Reals/RIneq/minus_INR.con
\e[0;32mOK
\e[0m 0.04
25101 cic:/Coq/Reals/RIneq/minus_Rge.con
\e[0;32mOK
\e[0m 0.01
25102 cic:/Coq/Reals/RIneq/minus_Rgt.con
\e[0;32mOK
\e[0m 0.01
25103 cic:/Coq/Reals/RIneq/mult_INR.con
\e[0;32mOK
\e[0m 0.04
25104 cic:/Coq/Reals/RIneq/plus_le_is_le.con
\e[0;32mOK
\e[0m 0.01
25105 cic:/Coq/Reals/RIneq/plus_lt_is_lt.con
\e[0;32mOK
\e[0m 0.01
25106 cic:/Coq/Reals/Exp_prop/Rle_Rinv.con
\e[0;32mOK
\e[0m 0.02
25107 cic:/Coq/Reals/DiscrR/Rplus_lt_pos.con
\e[0;32mOK
\e[0m 0.01
25108 cic:/Coq/Reals/ArithProp/even_odd_cor.con
\e[0;32mOK
\e[0m 0.04
25109 cic:/Coq/IntMap/Map/MapPut_semantics.con
\e[0;32mOK
\e[0m 0.08
25110 cic:/Coq/IntMap/Lsort/alist_of_Map_sorts1.con
\e[0;32mOK
\e[0m 0.01
25111 cic:/Coq/IntMap/Adalloc/ad_alloc_opt_optimal.con
\e[0;32mOK
\e[0m 0.02
25112 cic:/CoRN/tactics/csetoid_rewrite/ap_wd.con
\e[0;32mOK
\e[0m 0.02
25113 cic:/CoRN/tactics/csetoid_rewrite/cspf_wd.con
\e[0;32mOK
\e[0m 0.01
25114 cic:/CoRN/tactics/csetoid_rewrite/extract_correct.con
\e[0;32mOK
\e[0m 0.03
25115 cic:/CoRN/tactics/csetoid_rewrite/part_set_xexp_ind.con
\e[0;32mOK
\e[0m 0.02
25116 cic:/CoRN/tactics/csetoid_rewrite/part_set_xexp_rec.con
\e[0;32mOK
\e[0m 0.02
25117 cic:/CoRN/tactics/csetoid_rewrite/pse_int_ind.con
\e[0;32mOK
\e[0m 0.02
25118 cic:/CoRN/tactics/csetoid_rewrite/pse_int_rec.con
\e[0;32mOK
\e[0m 0.02
25119 cic:/CoRN/tactics/csetoid_rewrite/tse_int_wd.con
\e[0;32mOK
\e[0m 0.03
25120 cic:/CoRN/tactics/AlgReflection/eq_expr_corr.con
\e[0;32mOK
\e[0m 0.40
25121 cic:/CoRN/model/structures/Qsec/Qinv_is_inv.con
\e[0;32mOK
\e[0m 0.05
25122 cic:/CoRN/model/setoids/Zsetoid/Zmult_is_assoc.con
\e[0;32mOK
\e[0m 0.02
25123 cic:/CoRN/model/setoids/Zsetoid/Zmult_is_commut.con
\e[0;32mOK
\e[0m 0.01
25124 cic:/CoRN/model/setoids/Zsetoid/Zplus_is_assoc.con
\e[0;32mOK
\e[0m 0.02
25125 cic:/CoRN/model/setoids/Zsetoid/Zplus_is_commut.con
\e[0;32mOK
\e[0m 0.01
25126 cic:/CoRN/model/setoids/Npossetoid/Npos.con
\e[0;32mOK
\e[0m 0.01
25127 cic:/CoRN/model/rings/Zring/Z_mult_plus_is_dist.con
\e[0;32mOK
\e[0m 0.03
25128 cic:/CoRN/model/monoids/Zmonoid/ONE_as_rht_unit.con
\e[0;32mOK
\e[0m 0.01
25129 cic:/CoRN/model/monoids/Zmonoid/ZERO_as_lft_unit.con
\e[0;32mOK
\e[0m 0.01
25130 cic:/CoRN/model/monoids/Zmonoid/ZERO_as_rht_unit.con
\e[0;32mOK
\e[0m 0.01
25131 cic:/CoRN/model/Zmod/ZDivides/Zdivides_mult_elim_lft.con
\e[0;32mOK
\e[0m 0.01
25132 cic:/CoRN/model/Zmod/ZDivides/Zdivides_mult_elim_rht.con
\e[0;32mOK
\e[0m 0.01
25133 cic:/CoRN/model/Zmod/ZBasics/Zabs_lt_pos.con
\e[0;32mOK
\e[0m 0.01
25134 cic:/CoRN/model/Zmod/ZBasics/Zcompat_lt_plus.con
\e[0;32mOK
\e[0m 0.01
25135 cic:/CoRN/model/Zmod/ZBasics/zabs/case_NEG.var
\e[0;32mOK
\e[0m 0.03
25136 cic:/CoRN/metrics/CPMSTheory/Re_co_do.con
\e[0;32mOK
\e[0m 0.02
25137 cic:/CoRN/devel/loeb/per/csetfun/FS_as_CSetoid.con
\e[0;32mOK
\e[0m 0.01
25138 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Zcompat_lt_plus.con
\e[0;32mOK
\e[0m 0.01
25139 cic:/CoRN/devel/loeb/IDA/Ch6/app_strext.con
\e[0;32mOK
\e[0m 0.17
25140 cic:/CoRN/complex/NRootCC/nroot_I_nexp_aux.con
\e[0;32mOK
\e[0m 0.13
25141 cic:/CoRN/algebra/CSetoids/ap_wdl_unfolded.con
\e[0;32mOK
\e[0m 0.02
25142 cic:/CoRN/algebra/CSetoids/bin_op_is_strext_un_op_lft.con
\e[0;32mOK
\e[0m 0.02
25143 cic:/CoRN/algebra/CSetoids/bin_op_is_strext_un_op_rht.con
\e[0;32mOK
\e[0m 0.03
25144 cic:/CoRN/algebra/CSetoids/cs_bin_op_wd.con
\e[0;32mOK
\e[0m 0.01
25145 cic:/CoRN/algebra/CSetoids/csbf_wd_unfolded.con
\e[0;32mOK
\e[0m 0.02
25146 cic:/CoRN/algebra/CSetoids/csf_wd_unfolded.con
\e[0;32mOK
\e[0m 0.01
25147 cic:/CoRN/algebra/CSetoids/csoo_wd.con
\e[0;32mOK
\e[0m 0.01
25148 cic:/CoRN/algebra/CSetoids/restr_bin_op.con
\e[0;32mOK
\e[0m 0.01
25149 cic:/CoRN/algebra/CSetoids/restr_un_op.con
\e[0;32mOK
\e[0m 0.01
25150 cic:/CoRN/algebra/CSetoids/un_op_wd_unfolded.con
\e[0;32mOK
\e[0m 0.01
25151 cic:/CoRN/algebra/CSetoidFun/FS_as_CSetoid.con
\e[0;32mOK
\e[0m 0.01
25152 cic:/CoRN/algebra/CSetoidFun/Fconst.con
\e[0;32mOK
\e[0m 0.01
25153 cic:/CoRN/algebra/CSetoidFun/Fid.con
\e[0;32mOK
\e[0m 0.01
25154 cic:/CoRN/algebra/CSetoidFun/app_strext.con
\e[0;32mOK
\e[0m 0.17
25155 cic:/CoRN/algebra/CSetoidFun/bin_part_function_comp_dom_wd.con
\e[0;32mOK
\e[0m 0.04
25156 cic:/CoRN/algebra/CSetoidFun/invfun.con
\e[0;32mOK
\e[0m 0.02
25157 cic:/CoRN/algebra/CSetoidFun/part_function_comp_dom_wd.con
\e[0;32mOK
\e[0m 0.03
25158 cic:/CoRN/algebra/CSemiGroups/CSemiGroup_ind.con
\e[0;32mOK
\e[0m 0.01
25159 cic:/CoRN/algebra/CSemiGroups/CSemiGroup_rec.con
\e[0;32mOK
\e[0m 0.01
25160 cic:/CoRN/algebra/CSemiGroups/csg_op.con
\e[0;32mOK
\e[0m 0.01
25161 cic:/CoRN/algebra/CSemiGroups/SubCSemiGroups/P.var
\e[0;32mOK
\e[0m 0.01
25162 cic:/CoRN/algebra/CSemiGroups/Part_Function_Plus/F'.var
\e[0;32mOK
\e[0m 0.01
25163 cic:/CoRN/algebra/CSemiGroups/Part_Function_Plus/F.var
\e[0;32mOK
\e[0m 0.01
25164 cic:/CoRN/algebra/CSemiGroups/Part_Function_Plus/R.var
\e[0;32mOK
\e[0m 0.01
25165 cic:/CoRN/algebra/CLogic/Cnats_Z_ind.con
\e[0;32mOK
\e[0m 0.02
25166 cic:/CoRN/algebra/Basics/nats_Z_ind.con
\e[0;32mOK
\e[0m 0.02
25167 cic:/Cachan/SMC/tauto/is_tauto.con
\e[0;32mOK
\e[0m 0.01
25168 cic:/Cachan/SMC/quant/BDDex.con
\e[0;32mOK
\e[0m 0.01
25169 cic:/Cachan/SMC/quant/BDDsubst.con
\e[0;32mOK
\e[0m 0.01
25170 cic:/Cachan/SMC/quant/BDDunivl.con
\e[0;32mOK
\e[0m 0.01
25171 cic:/Cachan/SMC/munew/replacel_lemma2.con
\e[0;32mOK
\e[0m 0.02
25172 cic:/Cachan/SMC/mu/cardinal_Union.con
\e[0;32mOK
\e[0m 0.04
25173 cic:/Cachan/SMC/mu/decreasing_ens_seq.con
\e[0;32mOK
\e[0m 0.05
25174 cic:/Cachan/SMC/mu/same_set_same_cardinal.con
\e[0;32mOK
\e[0m 0.02
25175 cic:/Cachan/SMC/config/bool_fun_of_BDD_1_change_bound.con
\e[0;32mOK
\e[0m 0.12
25176 cic:/Cachan/SMC/config/bs_node_height_left_le.con
\e[0;32mOK
\e[0m 0.03
25177 cic:/Cachan/SMC/config/bs_node_height_right_le.con
\e[0;32mOK
\e[0m 0.03
25178 cic:/Cachan/SMC/config/node_preserved_bs_reachable_1.con
\e[0;32mOK
\e[0m 0.06
25179 cic:/Cachan/SMC/config/reachable_node_OK_1.con
\e[0;32mOK
\e[0m 0.05
25180 cic:/BellLabs/lazyPCF/SubjRed/subjrnf/NormalForms.con
\e[0;32mOK
\e[0m 0.02
25181 cic:/BellLabs/lazyPCF/SubjRed/subjrnf/subjr_red.con
\e[0;32mOK
\e[0m 0.02
25182 cic:/Suresnes/MiniC/MiniC/CSemantics/denc_funDecls.con
\e[0;31mFAIL
\e[0m
25183 cic:/Suresnes/MiniC/MiniC/CSemantics/traceOfAssgnExp.con
\e[0;31mFAIL
\e[0m
25184 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/L4bis.con
\e[0;32mOK
\e[0m 0.04
25185 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Prelude_Primes/Prime_exists.con
\e[0;32mOK
\e[0m 0.04
25186 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Node_W_Node_i1_eq_i2.con
\e[0;32mOK
\e[0m 0.02
25187 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/One_W_Node.con
\e[0;32mOK
\e[0m 0.03
25188 cic:/Suresnes/BDD/rauzy/algorithme1/Inductions/Induction1'.con
\e[0;32mOK
\e[0m 0.11
25189 cic:/Suresnes/BDD/rauzy/algorithme1/Inductions/Induction1.con
\e[0;32mOK
\e[0m 1.16
25190 cic:/Suresnes/BDD/rauzy/algorithme1/Inductions/Induction2.con
\e[0;32mOK
\e[0m 0.09
25191 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Op2_BDT_overloaded.con
\e[0;32mOK
\e[0m 0.11
25192 cic:/Suresnes/BDD/rauzy/algorithme1/Canonicity/Canonicity_BF.con
\e[0;32mOK
\e[0m 0.01
25193 cic:/Suresnes/BDD/canonicite/Canonicity_BDT/Canonicity_BF_BDT.con
\e[0;32mOK
\e[0m 0.02
25194 cic:/Suresnes/BDD/canonicite/Canonicity_BDT/Denote_true_false.con
\e[0;32mOK
\e[0m 0.10
25195 cic:/Sophia-Antipolis/geometry/vecteur/distinct_produit_vecteur.con
\e[0;32mOK
\e[0m 0.04
25196 cic:/Sophia-Antipolis/geometry/vecteur/parallelogramme_ordre_cycle.con
\e[0;32mOK
\e[0m 0.01
25197 cic:/Sophia-Antipolis/geometry/vecteur/parallelogramme_ordre_permute.con
\e[0;32mOK
\e[0m 0.01
25198 cic:/Sophia-Antipolis/geometry/vecteur/vecteur_egalite_point.con
\e[0;32mOK
\e[0m 0.02
25199 cic:/Sophia-Antipolis/geometry/repere_plan/absvec_abscisse.con
\e[0;32mOK
\e[0m 0.02
25200 cic:/Sophia-Antipolis/geometry/repere_plan/ordvec_ordonnee.con
\e[0;32mOK
\e[0m 0.02
25201 cic:/Sophia-Antipolis/geometry/parallelisme_concours/concours_non_paralleles.con
\e[0;32mOK
\e[0m 0.01
25202 cic:/Sophia-Antipolis/geometry/parallelisme_concours/non_paralleles_trans.con
\e[0;32mOK
\e[0m 0.01
25203 cic:/Sophia-Antipolis/geometry/exercice_espace/parallelepipede_parallelogramme.con
\e[0;32mOK
\e[0m 0.14
25204 cic:/Sophia-Antipolis/geometry/coplanarite/vecteur_def_coplanaires.con
\e[0;32mOK
\e[0m 0.01
25205 cic:/Sophia-Antipolis/geometry/barycentre/def_vecteur_bary.con
\e[0;32mOK
\e[0m 0.05
25206 cic:/Sophia-Antipolis/geometry/barycentre/prop_vecteur_bary.con
\e[0;32mOK
\e[0m 0.02
25207 cic:/Sophia-Antipolis/geometry/barycentre/unicite_coor_bar.con
\e[0;32mOK
\e[0m 0.31
25208 cic:/Sophia-Antipolis/geometry/alignement/colineaire_alignes.con
\e[0;32mOK
\e[0m 0.01
25209 cic:/Sophia-Antipolis/geometry/affine_classiques/reciproque_Thales_expl.con
\e[0;32mOK
\e[0m 0.21
25210 cic:/Sophia-Antipolis/geometry/Rutile/zero_double.con
\e[0;32mOK
\e[0m 0.01
25211 cic:/Sophia-Antipolis/geometry/Plans_paralleles/paralleles_droites_plan_trans.con
\e[0;32mOK
\e[0m 0.03
25212 cic:/Sophia-Antipolis/Rsa/Divides/gcd_def2.con
\e[0;32mOK
\e[0m 0.06
25213 cic:/Sophia-Antipolis/Rsa/Divides/gcd_def3.con
\e[0;32mOK
\e[0m 0.06
25214 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/powers_repeat.con
\e[0;31mFAIL
\e[0m
25215 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/change_exponent_sign.con
\e[0;32mOK
\e[0m 0.06
25216 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/lemma7.var
\e[0;32mOK
\e[0m 0.02
25217 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/lemma8.var
\e[0;32mOK
\e[0m 0.02
25218 cic:/Sophia-Antipolis/MATHS/DOMAINS/triple/Triples_are_enough_finite_case.con
\e[0;32mOK
\e[0m 0.52
25219 cic:/Sophia-Antipolis/MATHS/DOMAINS/newfil/Lubs_of_finite_parts_ind.con
\e[0;32mOK
\e[0m 0.01
25220 cic:/Sophia-Antipolis/MATHS/DOMAINS/newfil/Pairs_are_enough_finite_case.con
\e[0;32mOK
\e[0m 0.07
25221 cic:/Sophia-Antipolis/MATHS/DOMAINS/lpo/Coherent_implies_Complete.con
\e[0;32mOK
\e[0m 0.04
25222 cic:/Sophia-Antipolis/MATHS/DOMAINS/alpo/Approximants_directed_set.con
\e[0;32mOK
\e[0m 0.07
25223 cic:/Sophia-Antipolis/MATHS/DOMAINS/alpo/Inclusion_of_Approximants.con
\e[0;32mOK
\e[0m 0.05
25224 cic:/Sophia-Antipolis/MATHS/DOMAINS/alpo/Less_imp_Inclusion_of_Approximants.con
\e[0;32mOK
\e[0m 0.02
25225 cic:/Sophia-Antipolis/MATHS/DOMAINS/alpo/approximants_closed_by_finite_lubs.con
\e[0;32mOK
\e[0m 0.12
25226 cic:/Sophia-Antipolis/Huffman/Prod2List/prod2list_reorder.con
\e[0;32mOK
\e[0m 0.39
25227 cic:/Sophia-Antipolis/Huffman/OneStep/one_step_comp.con
\e[0;32mOK
\e[0m 0.26
25228 cic:/Sophia-Antipolis/Huffman/OneStep/one_step_weight_tree_list.con
\e[0;32mOK
\e[0m 0.13
25229 cic:/Sophia-Antipolis/Huffman/HeightPred/height_pred_shrink.con
\e[0;32mOK
\e[0m 0.02
25230 cic:/Sophia-Antipolis/Huffman/HeightPred/weight_tree_compute.con
\e[0;32mOK
\e[0m 0.14
25231 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Naturals_th1.con
\e[0;32mOK
\e[0m 0.01
25232 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Powerset_th5.con
\e[0;31mFAIL
\e[0m
25233 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/counting_lem1.con
\e[0;31mFAIL
\e[0m
25234 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/counting_lem2.con
\e[0;31mFAIL
\e[0m
25235 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA1_Out.con
\e[0;31mFAIL
\e[0m
25236 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_and_pairs_1_OutA.con
\e[0;31mFAIL
\e[0m
25237 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/total_and_pairs_1_OutB.con
\e[0;31mFAIL
\e[0m
25238 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3_proof_Out.con
\e[0;31mFAIL
\e[0m
25239 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_has_geq_2_elements_proof/step2.var
\e[0;31mFAIL
\e[0m
25240 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/step3_1.var
\e[0;32mOK
\e[0m 0.01
25241 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/naturals_main_induction3b/step3b4.var
\e[0;31mFAIL
\e[0m
25242 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/step2.var
\e[0;31mFAIL
\e[0m
25243 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/step3.var
\e[0;31mFAIL
\e[0m
25244 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_proof/step9.var
\e[0;31mFAIL
\e[0m
25245 cic:/Sophia-Antipolis/Float/Zdivides/Zabs_tri.con
\e[0;32mOK
\e[0m 0.03
25246 cic:/Sophia-Antipolis/Float/Paux/Pdivless_correct.con
\e[0;32mOK
\e[0m 6.25
25247 cic:/Sophia-Antipolis/Float/Fop/Fopp_correct.con
\e[0;32mOK
\e[0m 0.02
25248 cic:/Sophia-Antipolis/Float/Faux/RmaxRmult.con
\e[0;32mOK
\e[0m 0.05
25249 cic:/Sophia-Antipolis/Float/Faux/Rmult_IZR.con
\e[0;32mOK
\e[0m 0.04
25250 cic:/Sophia-Antipolis/Float/Faux/Zle_Zabs_inv2.con
\e[0;32mOK
\e[0m 0.01
25251 cic:/Sophia-Antipolis/Float/Faux/Zlt_Zabs_inv1.con
\e[0;32mOK
\e[0m 0.02
25252 cic:/Sophia-Antipolis/Float/FSucc/FSuccDiff1_subproof.con
\e[0;32mOK
\e[0m 0.05
25253 cic:/Sophia-Antipolis/Float/FSucc/FSuccDiff3_subproof.con
\e[0;32mOK
\e[0m 0.03
25254 cic:/Sophia-Antipolis/Float/FSucc/FSuccSubnormNearNormMin_subproof0.con
\e[0;32mOK
\e[0m 0.03
25255 cic:/Sophia-Antipolis/Float/Digit/digitNotZero_subproof.con
\e[0;32mOK
\e[0m 0.02
25256 cic:/Sophia-Antipolis/Cours-de-Coq/Fil/Pairs_are_enough_finite_case.con
\e[0;32mOK
\e[0m 0.14
25257 cic:/Sophia-Antipolis/Buchberger/Pspoly/Conf_inv1.con
\e[0;32mOK
\e[0m 0.30
25258 cic:/Sophia-Antipolis/Buchberger/Pspoly/Confluent_ind.con
\e[0;32mOK
\e[0m 0.03
25259 cic:/Sophia-Antipolis/Buchberger/Pspoly/ReduStarConfluent_rect.con
\e[0;32mOK
\e[0m 0.02
25260 cic:/Sophia-Antipolis/Buchberger/Pspoly/SpolyQ.ind
\e[0;32mOK
\e[0m 0.79
25261 cic:/Sophia-Antipolis/Buchberger/Pspoly/Spoly_1_ind.con
\e[0;32mOK
\e[0m 0.48
25262 cic:/Sophia-Antipolis/Buchberger/Pspminus/ltP_divP_pX.con
\e[0;32mOK
\e[0m 0.05
25263 cic:/Sophia-Antipolis/Buchberger/Preducestar/pO_reducestar.con
\e[0;32mOK
\e[0m 0.02
25264 cic:/Sophia-Antipolis/Buchberger/Pplus/order_plusP.con
\e[0;32mOK
\e[0m 0.11
25265 cic:/Sophia-Antipolis/Buchberger/Pmults/canonical_mults.con
\e[0;32mOK
\e[0m 0.03
25266 cic:/Sophia-Antipolis/Buchberger/Pmults/canonical_mults_inv.con
\e[0;32mOK
\e[0m 0.13
25267 cic:/Sophia-Antipolis/Buchberger/Pmult/in_multpf_head.con
\e[0;32mOK
\e[0m 0.12
25268 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_pO_refl.con
\e[0;32mOK
\e[0m 0.13
25269 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_pOmults.con
\e[0;32mOK
\e[0m 0.02
25270 cic:/Sophia-Antipolis/Buchberger/Peq/eqp_imp_canonical.con
\e[0;32mOK
\e[0m 0.04
25271 cic:/Sophia-Antipolis/Buchberger/Pcrit/minuspf_in.con
\e[0;32mOK
\e[0m 1.74
25272 cic:/Sophia-Antipolis/Buchberger/Pcrit/minuspf_spoly_in.con
\e[0;32mOK
\e[0m 0.85
25273 cic:/Sophia-Antipolis/Buchberger/Pcrit/multTerm_or_z_d1.con
\e[0;32mOK
\e[0m 0.13
25274 cic:/Sophia-Antipolis/Buchberger/Pcrit/multTerm_or_z_d2.con
\e[0;32mOK
\e[0m 0.11
25275 cic:/Sophia-Antipolis/Buchberger/Pcomb/ConfluentReduce.ind
\e[0;32mOK
\e[0m 0.02
25276 cic:/Sophia-Antipolis/Buchberger/Pcomb/Grobner_rect.con
\e[0;32mOK
\e[0m 0.02
25277 cic:/Sophia-Antipolis/Buchberger/BuchAux/inP_reducestar.con
\e[0;32mOK
\e[0m 0.05
25278 cic:/Sophia-Antipolis/Buchberger/Buch/slice_Tl.con
\e[0;32mOK
\e[0m 0.52
25279 cic:/Sophia-Antipolis/Buchberger/Buch/slicef_incl.con
\e[0;32mOK
\e[0m 0.47
25280 cic:/Sophia-Antipolis/Bertrand/Summation/sum_nm_com.con
\e[0;32mOK
\e[0m 0.24
25281 cic:/Sophia-Antipolis/Bertrand/Summation/sum_nm_minus.con
\e[0;32mOK
\e[0m 0.05
25282 cic:/Sophia-Antipolis/Bertrand/Raux/INR_power.con
\e[0;32mOK
\e[0m 0.02
25283 cic:/Sophia-Antipolis/Bertrand/Product/prod_nm_com.con
\e[0;32mOK
\e[0m 0.13
25284 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/prime_not_prime_S.con
\e[0;32mOK
\e[0m 0.06
25285 cic:/Sophia-Antipolis/Bertrand/PowerDiv/power_div_aux_def.con
\e[0;32mOK
\e[0m 0.08
25286 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_def2.con
\e[0;32mOK
\e[0m 0.04
25287 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_def3.con
\e[0;32mOK
\e[0m 0.04
25288 cic:/Sophia-Antipolis/Bertrand/DivDirac/div_dirac_prop1.con
\e[0;32mOK
\e[0m 0.02
25289 cic:/Sophia-Antipolis/Bertrand/DivDirac/div_dirac_prop2.con
\e[0;32mOK
\e[0m 0.01
25290 cic:/Sophia-Antipolis/Bertrand/Div/pdiv_not_divides.con
\e[0;32mOK
\e[0m 0.01
25291 cic:/Sophia-Antipolis/Bertrand/Binomial/binomial_comp.con
\e[0;32mOK
\e[0m 0.02
25292 cic:/Sophia-Antipolis/Bertrand/Binomial/exp_Pascal.con
\e[0;32mOK
\e[0m 0.77
25293 cic:/Sophia-Antipolis/Angles/point_Simson/droite_Simson.con
\e[0;32mOK
\e[0m 0.10
25294 cic:/Sophia-Antipolis/Algebra/Union/union.con
\e[0;31mFAIL
\e[0m
25295 cic:/Sophia-Antipolis/Algebra/Singleton/in_single.con
\e[0;31mFAIL
\e[0m
25296 cic:/Sophia-Antipolis/Algebra/Singleton/single_law.con
\e[0;31mFAIL
\e[0m
25297 cic:/Sophia-Antipolis/Algebra/Singleton/single_prop.con
\e[0;31mFAIL
\e[0m
25298 cic:/Sophia-Antipolis/Algebra/Singleton/single_prop_rev.con
\e[0;31mFAIL
\e[0m
25299 cic:/Sophia-Antipolis/Algebra/Singleton/single_simpl.con
\e[0;31mFAIL
\e[0m
25300 cic:/Sophia-Antipolis/Algebra/Sets/Id_is_bijective.con
\e[0;31mFAIL
\e[0m
25301 cic:/Sophia-Antipolis/Algebra/Sets/bijective_comp.con
\e[0;31mFAIL
\e[0m
25302 cic:/Sophia-Antipolis/Algebra/Sets/bijective_injective.con
\e[0;31mFAIL
\e[0m
25303 cic:/Sophia-Antipolis/Algebra/Sets/bijective_surjective.con
\e[0;31mFAIL
\e[0m
25304 cic:/Sophia-Antipolis/Algebra/Sets/comp_map_fun_compatible.con
\e[0;31mFAIL
\e[0m
25305 cic:/Sophia-Antipolis/Algebra/Parts3/invimage.con
\e[0;31mFAIL
\e[0m
25306 cic:/Sophia-Antipolis/Algebra/Parts3/restrict_prop.con
\e[0;31mFAIL
\e[0m
25307 cic:/Sophia-Antipolis/Algebra/Parts3/restrict_prop_in_part.con
\e[0;31mFAIL
\e[0m
25308 cic:/Sophia-Antipolis/Algebra/Parts2/image_in.con
\e[0;31mFAIL
\e[0m
25309 cic:/Sophia-Antipolis/Algebra/Parts2/image_in_image.con
\e[0;31mFAIL
\e[0m
25310 cic:/Sophia-Antipolis/Algebra/Parts2/image_map.con
\e[0;31mFAIL
\e[0m
25311 cic:/Sophia-Antipolis/Algebra/Parts2/in_image.con
\e[0;31mFAIL
\e[0m
25312 cic:/Sophia-Antipolis/Algebra/Parts2/not_in_comp_l.con
\e[0;31mFAIL
\e[0m
25313 cic:/Sophia-Antipolis/Algebra/Parts2/not_in_comp_r.con
\e[0;31mFAIL
\e[0m
25314 cic:/Sophia-Antipolis/Algebra/Parts/empty_included.con
\e[0;31mFAIL
\e[0m
25315 cic:/Sophia-Antipolis/Algebra/Parts/empty_prop.con
\e[0;31mFAIL
\e[0m
25316 cic:/Sophia-Antipolis/Algebra/Parts/eq_part_included.con
\e[0;31mFAIL
\e[0m
25317 cic:/Sophia-Antipolis/Algebra/Parts/full_prop.con
\e[0;31mFAIL
\e[0m
25318 cic:/Sophia-Antipolis/Algebra/Parts/full_to_set.con
\e[0;31mFAIL
\e[0m
25319 cic:/Sophia-Antipolis/Algebra/Parts/included_antisym.con
\e[0;31mFAIL
\e[0m
25320 cic:/Sophia-Antipolis/Algebra/Parts/included_comp.con
\e[0;31mFAIL
\e[0m
25321 cic:/Sophia-Antipolis/Algebra/Parts/included_refl.con
\e[0;31mFAIL
\e[0m
25322 cic:/Sophia-Antipolis/Algebra/Parts/included_trans.con
\e[0;31mFAIL
\e[0m
25323 cic:/Sophia-Antipolis/Algebra/Parts/inj_part_included.con
\e[0;31mFAIL
\e[0m
25324 cic:/Sophia-Antipolis/Algebra/Parts/inj_part_injective.con
\e[0;31mFAIL
\e[0m
25325 cic:/Sophia-Antipolis/Algebra/Parts/not_inpart_comp_r.con
\e[0;31mFAIL
\e[0m
25326 cic:/Sophia-Antipolis/Algebra/Parts/union_part.con
\e[0;31mFAIL
\e[0m
25327 cic:/Sophia-Antipolis/Algebra/Parts/Part_set_greater/X_def.var
\e[0;31mFAIL
\e[0m
25328 cic:/Sophia-Antipolis/Algebra/Parts/Part_set_greater/fsurj.var
\e[0;31mFAIL
\e[0m
25329 cic:/Sophia-Antipolis/Algebra/Inter/inter.con
\e[0;31mFAIL
\e[0m
25330 cic:/Sophia-Antipolis/Algebra/Fpart2/empty_not_in.con
\e[0;31mFAIL
\e[0m
25331 cic:/Sophia-Antipolis/Algebra/Fpart/not_in_empty.con
\e[0;31mFAIL
\e[0m
25332 cic:/Sophia-Antipolis/Algebra/Fmap/image_empty.con
\e[0;31mFAIL
\e[0m
25333 cic:/Sophia-Antipolis/Algebra/Fmap/image_single.con
\e[0;31mFAIL
\e[0m
25334 cic:/Sophia-Antipolis/Algebra/Fmap/not_included_exist.con
\e[0;31mFAIL
\e[0m
25335 cic:/Sophia-Antipolis/Algebra/Diff/diff.con
\e[0;31mFAIL
\e[0m
25336 cic:/Sophia-Antipolis/Algebra/Categories/category.ind
\e[0;31mFAIL
\e[0m
25337 cic:/Rocq/TreeAutomata/union_correct/insert_ostate_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.03
25338 cic:/Rocq/TreeAutomata/union_correct/union_0_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.11
25339 cic:/Rocq/TreeAutomata/union/insert_ostate_3.con
\e[0;32mOK
\e[0m 0.14
25340 cic:/Rocq/TreeAutomata/union/insert_ostate_4.con
\e[0;32mOK
\e[0m 0.14
25341 cic:/Rocq/TreeAutomata/union/insert_ostate_6.con
\e[0;32mOK
\e[0m 0.11
25342 cic:/Rocq/TreeAutomata/union/new_state_insd_0.con
\e[0;32mOK
\e[0m 0.03
25343 cic:/Rocq/TreeAutomata/union/new_state_insr_0.con
\e[0;32mOK
\e[0m 0.03
25344 cic:/Rocq/TreeAutomata/union/new_state_insr_2.con
\e[0;32mOK
\e[0m 0.07
25345 cic:/Rocq/TreeAutomata/union/new_state_insr_3.con
\e[0;32mOK
\e[0m 0.15
25346 cic:/Rocq/TreeAutomata/union/new_state_insr_4.con
\e[0;32mOK
\e[0m 0.11
25347 cic:/Rocq/TreeAutomata/union/union_s1d.con
\e[0;32mOK
\e[0m 0.01
25348 cic:/Rocq/TreeAutomata/union/union_str_1.con
\e[0;32mOK
\e[0m 0.06
25349 cic:/Rocq/TreeAutomata/union/union_str_2.con
\e[0;32mOK
\e[0m 0.55
25350 cic:/Rocq/TreeAutomata/inter_correct/preDTA_produit_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.18
25351 cic:/Rocq/TreeAutomata/inter_correct/s_produit_l_ref_ok.con
\e[0;32mOK
\e[0m 0.27
25352 cic:/Rocq/TreeAutomata/inter_correct/s_produit_r_ref_ok.con
\e[0;32mOK
\e[0m 0.28
25353 cic:/Rocq/TreeAutomata/inter/predta_inter_direct.con
\e[0;31mFAIL
\e[0m
25354 cic:/Rocq/TreeAutomata/inter/predta_inter_reciproque.con
\e[0;31mFAIL
\e[0m
25355 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_fix_0.con
\e[0;32mOK
\e[0m 0.02
25356 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_fix_0.con
\e[0;32mOK
\e[0m 0.02
25357 cic:/Rocq/SUBST/terminaison_SL/lexfg_relSL.con
\e[0;32mOK
\e[0m 0.03
25358 cic:/Rocq/SUBST/conf_local_SL/conf_local_SL.con
\e[0;32mOK
\e[0m 0.01
25359 cic:/Rocq/SUBST/commutation/commutation.con
\e[0;32mOK
\e[0m 0.01
25360 cic:/Rocq/PARADOXES/Reynolds1/lemma7.con
\e[0;32mOK
\e[0m 0.01
25361 cic:/Rocq/LAMBDA/Substitution/subst_rec_subst_0.con
\e[0;32mOK
\e[0m 0.01
25362 cic:/Rocq/LAMBDA/Simulation/completeness.con
\e[0;32mOK
\e[0m 0.02
25363 cic:/Rocq/LAMBDA/Simulation/reduction_function.con
\e[0;32mOK
\e[0m 0.01
25364 cic:/Rocq/LAMBDA/Simulation/simulation.con
\e[0;32mOK
\e[0m 0.03
25365 cic:/Rocq/LAMBDA/Residuals/preservation1.con
\e[0;32mOK
\e[0m 0.38
25366 cic:/Rocq/LAMBDA/Residuals/residuals_comp.con
\e[0;32mOK
\e[0m 0.05
25367 cic:/Rocq/LAMBDA/Residuals/residuals_function.con
\e[0;32mOK
\e[0m 0.14
25368 cic:/Rocq/LAMBDA/Residuals/residuals_lift_rec.con
\e[0;32mOK
\e[0m 0.02
25369 cic:/Rocq/LAMBDA/Residuals/residuals_preserve_regular.con
\e[0;32mOK
\e[0m 0.04
25370 cic:/Rocq/LAMBDA/Residuals/residuals_regular.con
\e[0;32mOK
\e[0m 0.01
25371 cic:/Rocq/LAMBDA/Reduction/par_red_ind.con
\e[0;32mOK
\e[0m 0.01
25372 cic:/Rocq/LAMBDA/Reduction/red1_par_red1.con
\e[0;32mOK
\e[0m 0.01
25373 cic:/Rocq/LAMBDA/Reduction/red_ind.con
\e[0;32mOK
\e[0m 0.01
25374 cic:/Rocq/LAMBDA/Cube/compat_intro.con
\e[0;32mOK
\e[0m 0.73
25375 cic:/Rocq/LAMBDA/Conversion/conv.ind
\e[0;32mOK
\e[0m 0.01
25376 cic:/Rocq/LAMBDA/Conversion/conv1_ind.con
\e[0;32mOK
\e[0m 0.01
25377 cic:/Rocq/LAMBDA/Confluence/strip.con
\e[0;32mOK
\e[0m 0.01
25378 cic:/Rocq/HIGMAN/Higman/ExiMin.con
\e[0;32mOK
\e[0m 0.01
25379 cic:/Rocq/GRAPHS/cgraph/CG_add_edge_1.con
\e[0;32mOK
\e[0m 0.61
25380 cic:/Rocq/GRAPHS/cgraph/CG_add_root_rooted_4.con
\e[0;32mOK
\e[0m 0.13
25381 cic:/Rocq/COC/Types/inv_type_conv.con
\e[0;32mOK
\e[0m 0.03
25382 cic:/Rocq/COC/Types/nth_sub_inf.con
\e[0;32mOK
\e[0m 0.11
25383 cic:/Rocq/COC/Types/typ_free_db.con
\e[0;32mOK
\e[0m 0.03
25384 cic:/Rocq/COC/Types/typ_wf.con
\e[0;32mOK
\e[0m 0.02
25385 cic:/Rocq/COC/Termes/conv_conv_prod.con
\e[0;32mOK
\e[0m 0.02
25386 cic:/Rocq/COC/Termes/distr_subst.con
\e[0;32mOK
\e[0m 0.01
25387 cic:/Rocq/COC/Termes/par_red1_lift.con
\e[0;32mOK
\e[0m 0.03
25388 cic:/Rocq/COC/Termes/par_red_red.con
\e[0;32mOK
\e[0m 0.02
25389 cic:/Rocq/COC/Termes/red1_lift.con
\e[0;32mOK
\e[0m 0.02
25390 cic:/Rocq/COC/Termes/red_sort_mem.con
\e[0;32mOK
\e[0m 0.21
25391 cic:/Rocq/COC/Termes/sym_conv.con
\e[0;32mOK
\e[0m 0.03
25392 cic:/Rocq/COC/Strong_Norm/def_intp.con
\e[0;32mOK
\e[0m 0.01
25393 cic:/Rocq/COC/Machine/empty_state.con
\e[0;32mOK
\e[0m 0.02
25394 cic:/Rocq/COC/Machine/glob_ctx.con
\e[0;32mOK
\e[0m 0.01
25395 cic:/Rocq/COC/Machine/glob_names.con
\e[0;32mOK
\e[0m 0.01
25396 cic:/Rocq/COC/Machine/state_rect.con
\e[0;32mOK
\e[0m 0.02
25397 cic:/Rocq/COC/Int_typ/eq_can_extr.con
\e[0;32mOK
\e[0m 0.04
25398 cic:/Rocq/COC/Int_typ/extr_eq.con
\e[0;32mOK
\e[0m 0.02
25399 cic:/Rocq/COC/Int_stab/can_interp.ind
\e[0;32mOK
\e[0m 0.03
25400 cic:/Rocq/COC/Infer/expln_ind.con
\e[0;31mFAIL
\e[0m
25401 cic:/Rocq/COC/Ered/Econv_Econv_app.con
\e[0;32mOK
\e[0m 0.02
25402 cic:/Rocq/COC/Ered/Econv_Econv_prod.con
\e[0;32mOK
\e[0m 0.03
25403 cic:/Rocq/COC/Ered/Econv_Type_abs.con
\e[0;32mOK
\e[0m 0.01
25404 cic:/Rocq/COC/Ered/Epar_red1_lift.con
\e[0;32mOK
\e[0m 0.03
25405 cic:/Rocq/COC/Ered/Epar_red_Ered.con
\e[0;32mOK
\e[0m 0.03
25406 cic:/Rocq/COC/Ered/Ered1_lift.con
\e[0;32mOK
\e[0m 0.02
25407 cic:/Rocq/COC/Ered/Ered_sort_mem2.con
\e[0;32mOK
\e[0m 0.22
25408 cic:/Rocq/COC/Ered/not_Ered_Abs_sort.con
\e[0;32mOK
\e[0m 0.09
25409 cic:/Rocq/COC/Equiv/sym_NF_Econv.con
\e[0;32mOK
\e[0m 0.01
25410 cic:/Rocq/COC/ETypes/Etyp_Ewf.con
\e[0;32mOK
\e[0m 0.02
25411 cic:/Rocq/COC/ETypes/Etyp_free_db.con
\e[0;32mOK
\e[0m 0.04
25412 cic:/Rocq/COC/ETypes/inv_Etype_Econv.con
\e[0;32mOK
\e[0m 0.03
25413 cic:/Rocq/COC/ETypes/typ_Etyp.con
\e[0;32mOK
\e[0m 0.02
25414 cic:/Rocq/COC/Class/cl_term_subst.con
\e[0;32mOK
\e[0m 0.20
25415 cic:/Rocq/COC/Class/class_subst.con
\e[0;32mOK
\e[0m 0.12
25416 cic:/Rocq/COC/Can/Pi.con
\e[0;32mOK
\e[0m 0.01
25417 cic:/Rocq/COC/Can/cand_sn.con
\e[0;32mOK
\e[0m 0.01
25418 cic:/Rocq/COC/Can/clos_red_star.con
\e[0;32mOK
\e[0m 0.01
25419 cic:/Rocq/COC/Can/is_can_prop.con
\e[0;32mOK
\e[0m 0.01
25420 cic:/Rocq/COC/Can/is_cand_ind.con
\e[0;32mOK
\e[0m 0.01
25421 cic:/Rocq/COC/Can/is_cand_rec.con
\e[0;32mOK
\e[0m 0.01
25422 cic:/Rocq/COC/Can/var_in_cand.con
\e[0;32mOK
\e[0m 0.03
25423 cic:/Rocq/ARITH/ZChinese/Zstruct/Z_ring.con
\e[0;32mOK
\e[0m 0.01
25424 cic:/Rocq/ARITH/Chinese/Zmult/multZ_commutativity.con
\e[0;32mOK
\e[0m 0.02
25425 cic:/Rocq/ARITH/Chinese/Zmult/sgn_abs.con
\e[0;32mOK
\e[0m 0.01
25426 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/Equal_SubType_equiv.con
\e[0;32mOK
\e[0m 0.01
25427 cic:/Rocq/ALGEBRA/SETOID/MapProperty/Inj_ind.con
\e[0;32mOK
\e[0m 0.01
25428 cic:/Rocq/ALGEBRA/SETOID/MapProperty/Inj_rec.con
\e[0;32mOK
\e[0m 0.01
25429 cic:/Rocq/ALGEBRA/SETOID/MapProperty/Prf_isInj.con
\e[0;32mOK
\e[0m 0.01
25430 cic:/Rocq/ALGEBRA/SETOID/MapProperty/Prf_isSurj.con
\e[0;32mOK
\e[0m 0.01
25431 cic:/Rocq/ALGEBRA/SETOID/MapProperty/Surj_ind.con
\e[0;32mOK
\e[0m 0.01
25432 cic:/Rocq/ALGEBRA/SETOID/MapProperty/Surj_rec.con
\e[0;32mOK
\e[0m 0.01
25433 cic:/Rocq/ALGEBRA/SETOID/Map2/Map2.con
\e[0;32mOK
\e[0m 0.01
25434 cic:/Rocq/ALGEBRA/SETOID/Map2/Map2_map_law2.con
\e[0;32mOK
\e[0m 0.01
25435 cic:/Rocq/ALGEBRA/SETOID/Map/Comp_map.con
\e[0;32mOK
\e[0m 0.01
25436 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Map2''.con
\e[0;32mOK
\e[0m 0.01
25437 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Map2_map_law2''.con
\e[0;32mOK
\e[0m 0.01
25438 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Map2'.con
\e[0;32mOK
\e[0m 0.04
25439 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Map2_map_law2'.con
\e[0;32mOK
\e[0m 0.01
25440 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunFreeMon/Dist_map.con
\e[0;32mOK
\e[0m 0.01
25441 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/S_pulb_constr.con
\e[0;32mOK
\e[0m 0.01
25442 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/S_eval_fun.con
\e[0;32mOK
\e[0m 0.01
25443 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/S_lambda_map_law2.con
\e[0;32mOK
\e[0m 0.01
25444 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/S_equaz_constr.con
\e[0;32mOK
\e[0m 0.01
25445 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_BinProds/S_together.con
\e[0;32mOK
\e[0m 0.03
25446 cic:/Paris/ZF/src/ZFrelations/lem_equiv_comp_fun_sig.con
\e[0;32mOK
\e[0m 1.65
25447 cic:/Paris/ZF/src/ZFrelations/lem_equiv_comp_prop.con
\e[0;32mOK
\e[0m 0.89
25448 cic:/Paris/ZF/src/ZFrelations/lem_equiv_comp_unicite.con
\e[0;32mOK
\e[0m 0.59
25449 cic:/Paris/ZF/src/ZFrelations/lem_projQuotient_equiv_fun.con
\e[0;32mOK
\e[0m 0.85
25450 cic:/Orsay/ExactRealArithmetic/Zarith_inegalites/Zle_add_compatibility.con
\e[0;32mOK
\e[0m 0.01
25451 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rle_mult_inv.con
\e[0;32mOK
\e[0m 0.02
25452 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rlt_2_Rmult_Rinv.con
\e[0;32mOK
\e[0m 0.03
25453 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rlt_2_minus_r.con
\e[0;32mOK
\e[0m 0.02
25454 cic:/Nijmegen/QArith/sqrt2/add_sub_square_identity.con
\e[0;32mOK
\e[0m 0.15
25455 cic:/Nijmegen/QArith/homographic_correctness/coding_Q_subproof2.con
\e[0;32mOK
\e[0m 0.02
25456 cic:/Nijmegen/QArith/homographic_correctness/coding_Q_subproof4.con
\e[0;32mOK
\e[0m 0.01
25457 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof14.con
\e[0;32mOK
\e[0m 0.01
25458 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof15.con
\e[0;32mOK
\e[0m 0.01
25459 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof17.con
\e[0;32mOK
\e[0m 0.01
25460 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof21.con
\e[0;32mOK
\e[0m 0.01
25461 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof26.con
\e[0;32mOK
\e[0m 0.02
25462 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof3.con
\e[0;32mOK
\e[0m 0.01
25463 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof31.con
\e[0;32mOK
\e[0m 0.01
25464 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof37.con
\e[0;32mOK
\e[0m 0.01
25465 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof38.con
\e[0;32mOK
\e[0m 0.01
25466 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof40.con
\e[0;32mOK
\e[0m 0.01
25467 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof44.con
\e[0;32mOK
\e[0m 0.01
25468 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof8.con
\e[0;32mOK
\e[0m 0.01
25469 cic:/Nijmegen/QArith/Zaux/Z_modulo_2_always.con
\e[0;32mOK
\e[0m 0.01
25470 cic:/Nijmegen/QArith/Zaux/Zge_gt_plus_plus.con
\e[0;32mOK
\e[0m 0.01
25471 cic:/Nijmegen/QArith/Zaux/Zle_lt_plus_plus.con
\e[0;32mOK
\e[0m 0.01
25472 cic:/Nijmegen/QArith/Zaux/Zlt_cotrans.con
\e[0;32mOK
\e[0m 0.01
25473 cic:/Nijmegen/QArith/Zaux/Zlt_resp_pos.con
\e[0;32mOK
\e[0m 0.01
25474 cic:/Nijmegen/QArith/Zaux/Zsgn_7'.con
\e[0;32mOK
\e[0m 0.01
25475 cic:/Nijmegen/QArith/Zaux/mediant_1.con
\e[0;32mOK
\e[0m 0.01
25476 cic:/Nijmegen/QArith/Zaux/mediant_2.con
\e[0;32mOK
\e[0m 0.02
25477 cic:/Nijmegen/QArith/Qquadratic_sign_properties/inside_square_1_inf.con
\e[0;32mOK
\e[0m 0.01
25478 cic:/Nijmegen/QArith/Qquadratic_sign_properties/inside_square_2_inf.con
\e[0;32mOK
\e[0m 0.01
25479 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Z8_lt_is_order.con
\e[0;32mOK
\e[0m 0.01
25480 cic:/Nijmegen/QArith/Qpositive_le/Qpositive_le_total.con
\e[0;32mOK
\e[0m 0.02
25481 cic:/Nijmegen/QArith/Qpositive/construct_correct2'.con
\e[0;32mOK
\e[0m 0.03
25482 cic:/Nijmegen/QArith/Qhomographic_sign_properties/inside_interval_1_inf.con
\e[0;32mOK
\e[0m 0.01
25483 cic:/Nijmegen/QArith/Qhomographic_sign_properties/inside_interval_2_inf.con
\e[0;32mOK
\e[0m 0.01
25484 cic:/Nijmegen/QArith/Qhomographic_sign/inside_interval_1_dec_inf.con
\e[0;32mOK
\e[0m 0.01
25485 cic:/Nijmegen/QArith/Qhomographic_sign/inside_interval_2_dec_inf.con
\e[0;32mOK
\e[0m 0.01
25486 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z4_lt_is_order.con
\e[0;32mOK
\e[0m 0.01
25487 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_sg_denom_nonzero_always_1.con
\e[0;32mOK
\e[0m 0.03
25488 cic:/Nijmegen/QArith/Q_order/Qinv_def.con
\e[0;32mOK
\e[0m 0.01
25489 cic:/Nancy/FOUnify/term_unif/eq_V_stab3.con
\e[0;32mOK
\e[0m 0.04
25490 cic:/Montevideo/RailroadCrossing/railroad_crossing/lema_Inv14.con
\e[0;32mOK
\e[0m 0.20
25491 cic:/Marseille/GC/mesure/safe_card/safe_gwb.con
\e[0;32mOK
\e[0m 0.01
25492 cic:/Marseille/GC/liveness/until_zero/eventually_measure_until_zero_trace.con
\e[0;32mOK
\e[0m 0.02
25493 cic:/Marseille/GC/liveness/until_zero/measure_until_zero_on_run.con
\e[0;32mOK
\e[0m 0.02
25494 cic:/Marseille/GC/liveness/liveness/safe_inv_and_gwb.con
\e[0;32mOK
\e[0m 0.02
25495 cic:/Lyon/IEEE754/Diadic/Deq_shift.con
\e[0;32mOK
\e[0m 0.02
25496 cic:/Lyon/FIRING-SQUAD/trapeze/Hc2_Hg.con
\e[0;32mOK
\e[0m 0.02
25497 cic:/Lyon/FIRING-SQUAD/trapeze/Hc2_Vg.con
\e[0;32mOK
\e[0m 0.01
25498 cic:/Lyon/FIRING-SQUAD/sommet/B33.con
\e[0;32mOK
\e[0m 0.03
25499 cic:/Lyon/FIRING-SQUAD/sommet/C34.con
\e[0;32mOK
\e[0m 0.03
25500 cic:/Lyon/FIRING-SQUAD/sommet/G32.con
\e[0;32mOK
\e[0m 0.01
25501 cic:/Lyon/FIRING-SQUAD/sommet/quatre_B33.con
\e[0;32mOK
\e[0m 0.01
25502 cic:/Lyon/FIRING-SQUAD/reflection/ZCB_Ht1.con
\e[0;32mOK
\e[0m 0.06
25503 cic:/Lyon/FIRING-SQUAD/double_diag/DD_GG.con
\e[0;32mOK
\e[0m 0.07
25504 cic:/Lyon/FIRING-SQUAD/double_diag/DD_hh.con
\e[0;32mOK
\e[0m 8.79
25505 cic:/Lyon/CIRCUITS/Multiplier/mult'_is_mult.con
\e[0;32mOK
\e[0m 0.03
25506 cic:/Lyon/AUTOMATA/gram5/egal_LG_1_1'.con
\e[0;32mOK
\e[0m 0.05
25507 cic:/Lyon/AUTOMATA/gram5/egal_LG_2_2'.con
\e[0;32mOK
\e[0m 0.05
25508 cic:/Lyon/AUTOMATA/gram5/egal_LG_u_1'_2'.con
\e[0;32mOK
\e[0m 0.15
25509 cic:/Lyon/AUTOMATA/RatReg/rat_is_reg.con
\e[0;32mOK
\e[0m 0.02
25510 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/UnifC2.con
\e[0;32mOK
\e[0m 0.01
25511 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/eq_V_stab3.con
\e[0;32mOK
\e[0m 0.05
25512 cic:/Eindhoven/POCKLINGTON/prime/allzprimeallpos.con
\e[0;32mOK
\e[0m 0.02
25513 cic:/Eindhoven/POCKLINGTON/prime/nonprime_primewitness.con
\e[0;32mOK
\e[0m 0.04
25514 cic:/Eindhoven/POCKLINGTON/modulo/mod_mult_compat.con
\e[0;32mOK
\e[0m 0.07
25515 cic:/Eindhoven/POCKLINGTON/modulo/mod_opp_compat.con
\e[0;32mOK
\e[0m 0.02
25516 cic:/Eindhoven/POCKLINGTON/modulo/zmod_mult_compat.con
\e[0;32mOK
\e[0m 0.06
25517 cic:/Eindhoven/POCKLINGTON/modulo/zmod_opp_compat.con
\e[0;32mOK
\e[0m 0.02
25518 cic:/Eindhoven/POCKLINGTON/fermat/allex_nodoubles_drop.con
\e[0;32mOK
\e[0m 0.02
25519 cic:/Eindhoven/POCKLINGTON/fermat/nodoubles_ind.con
\e[0;32mOK
\e[0m 0.03
25520 cic:/Eindhoven/POCKLINGTON/fermat/permmod_drop_drop1.con
\e[0;32mOK
\e[0m 0.04
25521 cic:/Eindhoven/POCKLINGTON/fermat/permmod_sym.con
\e[0;32mOK
\e[0m 0.02
25522 cic:/Eindhoven/POCKLINGTON/fermat/permmod_trans1.con
\e[0;32mOK
\e[0m 0.04
25523 cic:/Eindhoven/POCKLINGTON/exp/exp_mult.con
\e[0;32mOK
\e[0m 0.02
25524 cic:/Eindhoven/POCKLINGTON/divides/zdiv_plus_compat.con
\e[0;32mOK
\e[0m 0.02
25525 cic:/Coq/romega/ReflOmegaCore/T_OMEGA13_stable.con
\e[0;32mOK
\e[0m 0.48
25526 cic:/Coq/romega/ReflOmegaCore/Tmult_plus_distr_stable.con
\e[0;32mOK
\e[0m 0.03
25527 cic:/Coq/romega/ReflOmegaCore/Tred_factor2_stable.con
\e[0;32mOK
\e[0m 0.07
25528 cic:/Coq/romega/ReflOmegaCore/Tred_factor3_stable.con
\e[0;32mOK
\e[0m 0.07
25529 cic:/Coq/romega/ReflOmegaCore/Tred_factor4_stable.con
\e[0;32mOK
\e[0m 0.11
25530 cic:/Coq/romega/ReflOmegaCore/add_norm_stable.con
\e[0;32mOK
\e[0m 0.02
25531 cic:/Coq/ring/ZArithRing/ZTheory.con
\e[0;32mOK
\e[0m 0.02
25532 cic:/Coq/omega/OmegaLemmas/OMEGA10.con
\e[0;32mOK
\e[0m 0.03
25533 cic:/Coq/omega/OmegaLemmas/OMEGA11.con
\e[0;32mOK
\e[0m 0.02
25534 cic:/Coq/omega/OmegaLemmas/OMEGA12.con
\e[0;32mOK
\e[0m 0.01
25535 cic:/Coq/omega/OmegaLemmas/OMEGA15.con
\e[0;32mOK
\e[0m 0.02
25536 cic:/Coq/omega/OmegaLemmas/OMEGA16.con
\e[0;32mOK
\e[0m 0.01
25537 cic:/Coq/omega/OmegaLemmas/fast_OMEGA13.con
\e[0;32mOK
\e[0m 0.02
25538 cic:/Coq/omega/OmegaLemmas/fast_OMEGA14.con
\e[0;32mOK
\e[0m 0.01
25539 cic:/Coq/omega/OmegaLemmas/fast_Zmult_plus_distr.con
\e[0;32mOK
\e[0m 0.01
25540 cic:/Coq/omega/OmegaLemmas/fast_Zred_factor2.con
\e[0;32mOK
\e[0m 0.01
25541 cic:/Coq/omega/OmegaLemmas/fast_Zred_factor3.con
\e[0;32mOK
\e[0m 0.01
25542 cic:/Coq/omega/OmegaLemmas/fast_Zred_factor4.con
\e[0;32mOK
\e[0m 0.01
25543 cic:/Coq/fourier/Fourier_util/Rnot_le_le.con
\e[0;32mOK
\e[0m 0.04
25544 cic:/Coq/fourier/Fourier_util/Rnot_lt_lt.con
\e[0;32mOK
\e[0m 0.02
25545 cic:/Coq/field/Field_Theory/assoc_mult_correct.con
\e[0;32mOK
\e[0m 0.32
25546 cic:/Coq/field/Field_Theory/distrib_mult_left_correct.con
\e[0;32mOK
\e[0m 0.17
25547 cic:/Coq/field/Field_Theory/monom_remove_correct.con
\e[0;32mOK
\e[0m 0.52
25548 cic:/Coq/field/Field_Theory/mult_eq.con
\e[0;32mOK
\e[0m 0.02
25549 cic:/Coq/ZArith/auxiliary/Zgt_left_gt.con
\e[0;32mOK
\e[0m 0.02
25550 cic:/Coq/ZArith/auxiliary/Zgt_left_rev.con
\e[0;32mOK
\e[0m 0.01
25551 cic:/Coq/ZArith/auxiliary/Zle_left.con
\e[0;32mOK
\e[0m 0.01
25552 cic:/Coq/ZArith/auxiliary/Zle_left_rev.con
\e[0;32mOK
\e[0m 0.01
25553 cic:/Coq/ZArith/auxiliary/Zlt_left_lt.con
\e[0;32mOK
\e[0m 0.01
25554 cic:/Coq/ZArith/auxiliary/Zlt_left_rev.con
\e[0;32mOK
\e[0m 0.01
25555 cic:/Coq/ZArith/auxiliary/Zred_factor1.con
\e[0;32mOK
\e[0m 0.01
25556 cic:/Coq/ZArith/Zpower/Zpower_exp.con
\e[0;32mOK
\e[0m 0.03
25557 cic:/Coq/ZArith/Zorder/Zeq_plus_swap.con
\e[0;32mOK
\e[0m 0.01
25558 cic:/Coq/ZArith/Zorder/Zge_trans.con
\e[0;32mOK
\e[0m 0.01
25559 cic:/Coq/ZArith/Zorder/Zgt_le_succ.con
\e[0;32mOK
\e[0m 0.02
25560 cic:/Coq/ZArith/Zorder/Zle_plus_swap.con
\e[0;32mOK
\e[0m 0.02
25561 cic:/Coq/ZArith/Zorder/Zlt_gt_succ.con
\e[0;32mOK
\e[0m 0.01
25562 cic:/Coq/ZArith/Zorder/Zlt_lt_succ.con
\e[0;32mOK
\e[0m 0.01
25563 cic:/Coq/ZArith/Zorder/Zlt_minus_simpl_swap.con
\e[0;32mOK
\e[0m 0.01
25564 cic:/Coq/ZArith/Zorder/Zlt_succ.con
\e[0;32mOK
\e[0m 0.01
25565 cic:/Coq/ZArith/Zorder/Zlt_succ_gt.con
\e[0;32mOK
\e[0m 0.01
25566 cic:/Coq/ZArith/Zorder/Zlt_succ_pred.con
\e[0;32mOK
\e[0m 0.01
25567 cic:/Coq/ZArith/Zorder/Znot_le_succ.con
\e[0;32mOK
\e[0m 0.01
25568 cic:/Coq/ZArith/Zorder/Zplus_le_compat.con
\e[0;32mOK
\e[0m 0.01
25569 cic:/Coq/ZArith/Zorder/Zplus_le_lt_compat.con
\e[0;32mOK
\e[0m 0.01
25570 cic:/Coq/ZArith/Zorder/Zplus_lt_le_compat.con
\e[0;32mOK
\e[0m 0.01
25571 cic:/Coq/ZArith/Zorder/Zsucc_lt_compat.con
\e[0;32mOK
\e[0m 0.01
25572 cic:/Coq/ZArith/Znat/Zpos_eq_Z_of_nat_o_nat_of_P.con
\e[0;32mOK
\e[0m 0.02
25573 cic:/Coq/ZArith/Znat/inj_minus1.con
\e[0;32mOK
\e[0m 0.02
25574 cic:/Coq/ZArith/Zeven/Zsplit2.con
\e[0;32mOK
\e[0m 0.03
25575 cic:/Coq/ZArith/Zcompare/Zcompare_mult_compat.con
\e[0;32mOK
\e[0m 0.04
25576 cic:/Coq/ZArith/Zbool/Zle_bool_trans.con
\e[0;32mOK
\e[0m 0.01
25577 cic:/Coq/ZArith/ZArith_dec/Zlt_cotrans.con
\e[0;32mOK
\e[0m 0.01
25578 cic:/Coq/ZArith/Wf_Z/Z_lt_rec.con
\e[0;32mOK
\e[0m 0.02
25579 cic:/Coq/ZArith/BinInt/Zminus_eq.con
\e[0;32mOK
\e[0m 0.01
25580 cic:/Coq/ZArith/BinInt/Zmult_minus_distr_r.con
\e[0;32mOK
\e[0m 0.01
25581 cic:/Coq/ZArith/BinInt/Zmult_succ_l.con
\e[0;32mOK
\e[0m 0.01
25582 cic:/Coq/ZArith/BinInt/Zmult_succ_r_reverse.con
\e[0;32mOK
\e[0m 0.01
25583 cic:/Coq/Sets/Infinite_sets/Pigeonhole_bis.con
\e[0;32mOK
\e[0m 0.05
25584 cic:/Coq/Sets/Image/Pigeonhole_principle.con
\e[0;32mOK
\e[0m 0.01
25585 cic:/Coq/Reals/Rtrigo_def/pow_i.con
\e[0;32mOK
\e[0m 0.01
25586 cic:/Coq/Reals/Rtopology/Rlt_Rminus.con
\e[0;32mOK
\e[0m 0.01
25587 cic:/Coq/Reals/Rtopology/compact.con
\e[0;32mOK
\e[0m 0.01
25588 cic:/Coq/Reals/Rprod/fact_prodSO.con
\e[0;32mOK
\e[0m 0.01
25589 cic:/Coq/Reals/RiemannInt_SF/StepFun_P38.con
\e[0;32mOK
\e[0m 0.43
25590 cic:/Coq/Reals/RiemannInt_SF/subdivision.con
\e[0;32mOK
\e[0m 0.01
25591 cic:/Coq/Reals/RiemannInt_SF/subdivision_val.con
\e[0;32mOK
\e[0m 0.01
25592 cic:/Coq/Reals/Rfunctions/R_dist_plus.con
\e[0;32mOK
\e[0m 0.06
25593 cic:/Coq/Reals/Rfunctions/R_dist_refl.con
\e[0;32mOK
\e[0m 0.04
25594 cic:/Coq/Reals/Rfunctions/R_dist_tri.con
\e[0;32mOK
\e[0m 0.06
25595 cic:/Coq/Reals/Rfunctions/pow_1_odd.con
\e[0;32mOK
\e[0m 0.05
25596 cic:/Coq/Reals/Rfunctions/pow_nonzero.con
\e[0;32mOK
\e[0m 0.01
25597 cic:/Coq/Reals/Rfunctions/sum_f_R0_triangle.con
\e[0;32mOK
\e[0m 0.25
25598 cic:/Coq/Reals/Rbasic_fun/RmaxRmult.con
\e[0;32mOK
\e[0m 0.06
25599 cic:/Coq/Reals/Ranalysis4/Rabs_derive_1.con
\e[0;32mOK
\e[0m 0.21
25600 cic:/Coq/Reals/Ranalysis2/Rabs_4.con
\e[0;32mOK
\e[0m 0.10
25601 cic:/Coq/Reals/Ranalysis1/Differential_D2.ind
\e[0;32mOK
\e[0m 0.05
25602 cic:/Coq/Reals/Ranalysis1/Differential_rect.con
\e[0;32mOK
\e[0m 0.03
25603 cic:/Coq/Reals/Ranalysis1/d1.con
\e[0;32mOK
\e[0m 0.01
25604 cic:/Coq/Reals/Ranalysis1/derivable_pt_Rsqr.con
\e[0;32mOK
\e[0m 0.02
25605 cic:/Coq/Reals/R_sqr/Rsqr_eq.con
\e[0;32mOK
\e[0m 0.06
25606 cic:/Coq/Reals/R_sqr/Rsqr_eq_0.con
\e[0;32mOK
\e[0m 0.02
25607 cic:/Coq/Reals/R_sqr/Rsqr_eq_asb_1.con
\e[0;32mOK
\e[0m 0.02
25608 cic:/Coq/Reals/R_sqr/Rsqr_gt_0_0.con
\e[0;32mOK
\e[0m 0.02
25609 cic:/Coq/Reals/R_Ifp/for_base_fp.con
\e[0;32mOK
\e[0m 0.03
25610 cic:/Coq/Reals/R_Ifp/fp_nat.con
\e[0;32mOK
\e[0m 0.02
25611 cic:/Coq/Reals/RIneq/Rge_minus.con
\e[0;32mOK
\e[0m 0.02
25612 cic:/Coq/Reals/RIneq/Rinv_neq_0_compat.con
\e[0;32mOK
\e[0m 0.02
25613 cic:/Coq/Reals/RIneq/Rlt_minus.con
\e[0;32mOK
\e[0m 0.02
25614 cic:/Coq/Reals/RIneq/Rminus_diag_uniq_sym.con
\e[0;32mOK
\e[0m 0.02
25615 cic:/Coq/Reals/RIneq/Rminus_eq_contra.con
\e[0;32mOK
\e[0m 0.01
25616 cic:/Coq/Reals/RIneq/Rmult_eq_0_compat_l.con
\e[0;32mOK
\e[0m 0.02
25617 cic:/Coq/Reals/RIneq/Rmult_eq_0_compat_r.con
\e[0;32mOK
\e[0m 0.02
25618 cic:/Coq/Reals/RIneq/Rmult_integral_contrapositive.con
\e[0;32mOK
\e[0m 0.02
25619 cic:/Coq/Reals/RIneq/Rmult_le_compat.con
\e[0;32mOK
\e[0m 0.02
25620 cic:/Coq/Reals/RIneq/Rmult_le_compat_r.con
\e[0;32mOK
\e[0m 0.02
25621 cic:/Coq/Reals/RIneq/Rmult_le_pos.con
\e[0;32mOK
\e[0m 0.02
25622 cic:/Coq/Reals/RIneq/Rmult_lt_0_compat.con
\e[0;32mOK
\e[0m 0.02
25623 cic:/Coq/Reals/RIneq/Rmult_neq_0_reg.con
\e[0;32mOK
\e[0m 0.02
25624 cic:/Coq/Reals/RIneq/Ropp_gt_lt_contravar.con
\e[0;32mOK
\e[0m 0.03
25625 cic:/Coq/Reals/RIneq/Ropp_neq_0_compat.con
\e[0;32mOK
\e[0m 0.01
25626 cic:/Coq/Reals/RIneq/Rplus_gt_reg_l.con
\e[0;32mOK
\e[0m 0.01
25627 cic:/Coq/Reals/RIneq/Rplus_le_reg_l.con
\e[0;32mOK
\e[0m 0.01
25628 cic:/Coq/Reals/RIneq/Rplus_lt_le_0_compat.con
\e[0;32mOK
\e[0m 0.01
25629 cic:/Coq/Reals/RIneq/Rsqr_0_uniq.con
\e[0;32mOK
\e[0m 0.02
25630 cic:/Coq/Reals/RIneq/mult_IZR.con
\e[0;32mOK
\e[0m 0.04
25631 cic:/Coq/Reals/RIneq/plus_IZR_NEG_POS.con
\e[0;32mOK
\e[0m 0.05
25632 cic:/Coq/Reals/RIneq/prod_neq_R0.con
\e[0;32mOK
\e[0m 0.02
25633 cic:/Coq/Reals/PartSum/Rabs_triang_gen.con
\e[0;32mOK
\e[0m 0.15
25634 cic:/Coq/Reals/PartSum/Rsum_abs.con
\e[0;32mOK
\e[0m 0.15
25635 cic:/Coq/Reals/PartSum/cond_pos_sum.con
\e[0;32mOK
\e[0m 0.02
25636 cic:/Coq/Reals/PartSum/tech1.con
\e[0;32mOK
\e[0m 0.02
25637 cic:/Coq/Reals/PartSum/tech4.con
\e[0;32mOK
\e[0m 0.08
25638 cic:/Coq/Reals/PartSum/tech7.con
\e[0;32mOK
\e[0m 0.02
25639 cic:/Coq/Reals/NewtonInt/Newton_integrable.con
\e[0;32mOK
\e[0m 0.02
25640 cic:/Coq/Reals/NewtonInt/antiderivative_P3.con
\e[0;32mOK
\e[0m 0.05
25641 cic:/Coq/Reals/NewtonInt/antiderivative_P4.con
\e[0;32mOK
\e[0m 0.05
25642 cic:/Coq/IntMap/Mapiter/Map_of_alist_semantics.con
\e[0;32mOK
\e[0m 0.05
25643 cic:/Coq/IntMap/Mapaxioms/MapPut_ext.con
\e[0;32mOK
\e[0m 0.03
25644 cic:/Coq/IntMap/Map/MapDelta_semantics_1_1.con
\e[0;32mOK
\e[0m 0.03
25645 cic:/Coq/IntMap/Map/MapDelta_semantics_2_1.con
\e[0;32mOK
\e[0m 0.03
25646 cic:/Coq/IntMap/Map/MapDelta_semantics_2_2.con
\e[0;32mOK
\e[0m 0.03
25647 cic:/Coq/IntMap/Map/MapDelta_semantics_comm.con
\e[0;32mOK
\e[0m 0.10
25648 cic:/Coq/IntMap/Map/MapPut_behind_semantics.con
\e[0;32mOK
\e[0m 0.03
25649 cic:/Coq/IntMap/Lsort/alist_of_Map_sorts2.con
\e[0;32mOK
\e[0m 0.02
25650 cic:/Coq/IntMap/Fset/in_dom_put.con
\e[0;32mOK
\e[0m 0.05
25651 cic:/CoRN/tactics/csetoid_rewrite/pse_int_ext.con
\e[0;32mOK
\e[0m 0.38
25652 cic:/CoRN/tactics/csetoid_rewrite/pse_int_wd.con
\e[0;32mOK
\e[0m 0.50
25653 cic:/CoRN/model/structures/Zsec/a_very_specific_lemma5'_subproof.con
\e[0;32mOK
\e[0m 0.03
25654 cic:/CoRN/model/semigroups/Zsemigroup/Z_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.04
25655 cic:/CoRN/model/semigroups/Zsemigroup/Z_mul_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.01
25656 cic:/CoRN/model/semigroups/Zsemigroup/Zmult_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.01
25657 cic:/CoRN/model/semigroups/Zsemigroup/Zplus_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.01
25658 cic:/CoRN/model/monoids/Zmonoid/ONE_as_lft_unit.con
\e[0;32mOK
\e[0m 0.03
25659 cic:/CoRN/model/Zmod/ZMod/Zmodeq_mult_elim_lft.con
\e[0;32mOK
\e[0m 0.04
25660 cic:/CoRN/model/Zmod/ZDivides/Zdiv_mult_cancel_lft_subproof.con
\e[0;32mOK
\e[0m 0.03
25661 cic:/CoRN/model/Zmod/ZDivides/Zdiv_mult_cancel_lft_subproof0.con
\e[0;32mOK
\e[0m 0.02
25662 cic:/CoRN/model/Zmod/ZDivides/Zdivides_plus_elim.con
\e[0;32mOK
\e[0m 0.02
25663 cic:/CoRN/model/Zmod/ZBasics/Zabs_le_pos.con
\e[0;32mOK
\e[0m 0.03
25664 cic:/CoRN/model/Zmod/ZBasics/Zsgn_neg_subproof.con
\e[0;32mOK
\e[0m 0.02
25665 cic:/CoRN/model/Zmod/ZBasics/Zsgn_neg_subproof0.con
\e[0;32mOK
\e[0m 0.01
25666 cic:/CoRN/model/Zmod/ZBasics/Zsgn_pos_subproof.con
\e[0;32mOK
\e[0m 0.02
25667 cic:/CoRN/model/Zmod/ZBasics/Zsgn_pos_subproof0.con
\e[0;32mOK
\e[0m 0.02
25668 cic:/CoRN/metrics/CPMSTheory/Re_co_do_strext.con
\e[0;32mOK
\e[0m 0.03
25669 cic:/CoRN/devel/loeb/per/csetfun/FS_id.con
\e[0;32mOK
\e[0m 0.03
25670 cic:/CoRN/devel/loeb/per/csetfun/comp.con
\e[0;32mOK
\e[0m 0.01
25671 cic:/CoRN/devel/loeb/IDA/Ch6/Zmult_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.02
25672 cic:/CoRN/devel/loeb/IDA/Ch6/Zplus_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.01
25673 cic:/CoRN/devel/loeb/IDA/Ch6/app_as_csb_fun.con
\e[0;32mOK
\e[0m 0.02
25674 cic:/CoRN/devel/loeb/IDA/Ch6/dprod.con
\e[0;32mOK
\e[0m 0.02
25675 cic:/CoRN/devel/loeb/IDA/Ch6/is_unit.con
\e[0;32mOK
\e[0m 0.01
25676 cic:/CoRN/devel/loeb/IDA/Ch6/morphism_of_CSemiGroups.con
\e[0;32mOK
\e[0m 0.01
25677 cic:/CoRN/devel/loeb/IDA/Ch6/n_ary_operation.con
\e[0;32mOK
\e[0m 0.02
25678 cic:/CoRN/devel/loeb/IDA/Ch6/p66E2/f.var
\e[0;32mOK
\e[0m 0.01
25679 cic:/CoRN/devel/loeb/IDA/Ch6/p66E2/g.var
\e[0;32mOK
\e[0m 0.01
25680 cic:/CoRN/devel/loeb/IDA/Ch6/p66E2/h.var
\e[0;32mOK
\e[0m 0.01
25681 cic:/CoRN/algebra/CSetoids/bin_op2un_op_lft.con
\e[0;32mOK
\e[0m 0.03
25682 cic:/CoRN/algebra/CSetoids/bin_op2un_op_rht.con
\e[0;32mOK
\e[0m 0.02
25683 cic:/CoRN/algebra/CSetoids/bin_op_wd_unfolded.con
\e[0;32mOK
\e[0m 0.02
25684 cic:/CoRN/algebra/CSetoids/csoo_wd_unfolded.con
\e[0;32mOK
\e[0m 0.02
25685 cic:/CoRN/algebra/CSetoids/restr_bin_op_strext.con
\e[0;32mOK
\e[0m 0.03
25686 cic:/CoRN/algebra/CSetoids/restr_bin_op_well_def.con
\e[0;32mOK
\e[0m 0.04
25687 cic:/CoRN/algebra/CSetoids/restr_un_op_strext.con
\e[0;32mOK
\e[0m 0.03
25688 cic:/CoRN/algebra/CSetoids/restr_un_op_wd.con
\e[0;32mOK
\e[0m 0.02
25689 cic:/CoRN/algebra/CSetoidFun/BinFcomp.con
\e[0;32mOK
\e[0m 0.05
25690 cic:/CoRN/algebra/CSetoidFun/Fcomp.con
\e[0;32mOK
\e[0m 0.04
25691 cic:/CoRN/algebra/CSetoidFun/app_as_csb_fun.con
\e[0;32mOK
\e[0m 0.02
25692 cic:/CoRN/algebra/CSetoidFun/comp.con
\e[0;32mOK
\e[0m 0.02
25693 cic:/CoRN/algebra/CSetoidFun/comp_resp_bij.con
\e[0;32mOK
\e[0m 0.05
25694 cic:/CoRN/algebra/CSetoidFun/inv1.con
\e[0;32mOK
\e[0m 0.02
25695 cic:/CoRN/algebra/CSetoidFun/inv2.con
\e[0;32mOK
\e[0m 0.03
25696 cic:/CoRN/algebra/CSetoidFun/n_ary_operation.con
\e[0;32mOK
\e[0m 0.01
25697 cic:/CoRN/algebra/CSemiGroups/CSemiGroup_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.03
25698 cic:/CoRN/algebra/CSemiGroups/csg_proof.con
\e[0;32mOK
\e[0m 0.02
25699 cic:/CoRN/algebra/CSemiGroups/dprod.con
\e[0;32mOK
\e[0m 0.02
25700 cic:/CoRN/algebra/CSemiGroups/is_unit.con
\e[0;32mOK
\e[0m 0.02
25701 cic:/CoRN/algebra/CSemiGroups/morphism_of_CSemiGroups.con
\e[0;32mOK
\e[0m 0.02
25702 cic:/CoRN/algebra/CSemiGroups/SubCSemiGroups/op_pres_P.var
\e[0;32mOK
\e[0m 0.01
25703 cic:/CoRN/algebra/CSemiGroups/SubCSemiGroups/subcrr.var
\e[0;32mOK
\e[0m 0.01
25704 cic:/CoRN/algebra/CSemiGroups/Part_Function_Plus/P.var
\e[0;32mOK
\e[0m 0.01
25705 cic:/CoRN/algebra/CSemiGroups/Part_Function_Plus/Q.var
\e[0;32mOK
\e[0m 0.01
25706 cic:/CoRN/algebra/CRings/cr_plus.con
\e[0;32mOK
\e[0m 0.02
25707 cic:/CoRN/algebra/CMonoids/FS_id.con
\e[0;32mOK
\e[0m 0.02
25708 cic:/CoRN/algebra/CMonoids/is_CMonoid.ind
\e[0;32mOK
\e[0m 0.68
25709 cic:/CoRN/algebra/CLogic/Cpred_succ_Z_ind.con
\e[0;32mOK
\e[0m 0.03
25710 cic:/CoRN/algebra/CAbGroups/plus_is_fun.con
\e[0;32mOK
\e[0m 0.05
25711 cic:/CoRN/algebra/CAbGroups/plus_rext.con
\e[0;32mOK
\e[0m 0.02
25712 cic:/CoRN/algebra/Basics/pred_succ_Z_ind.con
\e[0;32mOK
\e[0m 0.04
25713 cic:/Cachan/SMC/quant/BDDexl.con
\e[0;32mOK
\e[0m 0.04
25714 cic:/Cachan/SMC/quant/BDDreplace.con
\e[0;32mOK
\e[0m 0.02
25715 cic:/Cachan/SMC/quant/be_eq_dec.con
\e[0;32mOK
\e[0m 0.01
25716 cic:/Cachan/SMC/myMap/MapPut2_semantics.con
\e[0;32mOK
\e[0m 0.14
25717 cic:/Cachan/SMC/munew/mu_all_eval_semantics1.con
\e[0;32mOK
\e[0m 0.07
25718 cic:/Cachan/SMC/munew/mu_all_eval_semantics2.con
\e[0;32mOK
\e[0m 0.09
25719 cic:/Cachan/SMC/munew/mu_ex_eval_semantics1.con
\e[0;32mOK
\e[0m 0.10
25720 cic:/Cachan/SMC/munew/mu_ex_eval_semantics2.con
\e[0;32mOK
\e[0m 0.09
25721 cic:/Cachan/SMC/mu/Evar_env''ntoSn_lemma.con
\e[0;32mOK
\e[0m 0.07
25722 cic:/Cachan/SMC/mu/card_imagef1'lemma.con
\e[0;32mOK
\e[0m 0.02
25723 cic:/Cachan/SMC/mu/card_imagef2'lemma.con
\e[0;32mOK
\e[0m 0.01
25724 cic:/Cachan/SMC/mu/cfg_re_bre_ok_put.con
\e[0;32mOK
\e[0m 0.04
25725 cic:/Cachan/SMC/mu/cfg_ul_bre_ok_put.con
\e[0;32mOK
\e[0m 0.03
25726 cic:/Cachan/SMC/mu/mu_mu_bre_ok.con
\e[0;32mOK
\e[0m 0.03
25727 cic:/Cachan/SMC/mu/singleton_cardinal_one.con
\e[0;32mOK
\e[0m 0.02
25728 cic:/Cachan/SMC/gc/add_used_nodes_1_lemma_1.con
\e[0;32mOK
\e[0m 0.19
25729 cic:/Cachan/SMC/config/BDDnegm_put_OK.con
\e[0;32mOK
\e[0m 2.57
25730 cic:/Cachan/SMC/config/bool_fun_of_BDD_bs_int.con
\e[0;32mOK
\e[0m 0.04
25731 cic:/Cachan/SMC/config/node_preserved_bs_reachable.con
\e[0;32mOK
\e[0m 0.02
25732 cic:/Cachan/SMC/config/reachable_node_OK.con
\e[0;32mOK
\e[0m 0.02
25733 cic:/Cachan/SMC/alloc/BDDalloc_keeps_cnt_OK.con
\e[0;32mOK
\e[0m 1.05
25734 cic:/Cachan/SMC/alloc/BDDalloc_keeps_free_list_OK.con
\e[0;32mOK
\e[0m 1.61
25735 cic:/Cachan/SMC/alloc/BDDalloc_lemma_1.con
\e[0;32mOK
\e[0m 0.43
25736 cic:/Suresnes/MiniC/MiniC/CSemantics/simulateProgram.con
\e[0;31mFAIL
\e[0m
25737 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Completness.con
\e[0;32mOK
\e[0m 0.06
25738 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Zero_complete.con
\e[0;32mOK
\e[0m 0.02
25739 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Operator_W/Existence_Op_W.con
\e[0;32mOK
\e[0m 0.08
25740 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/And_BDT_overloaded.con
\e[0;32mOK
\e[0m 0.07
25741 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Or_BDT_overloaded.con
\e[0;32mOK
\e[0m 0.05
25742 cic:/Suresnes/BDD/rauzy/algorithme1/Canonicity/Canonicity_Boolexp.con
\e[0;32mOK
\e[0m 0.02
25743 cic:/Suresnes/BDD/canonicite/Canonicity_BDT/Existence.con
\e[0;31mFAIL
\e[0m
25744 cic:/Sophia-Antipolis/geometry/parallelisme_concours/paralleles_alignes1.con
\e[0;32mOK
\e[0m 0.25
25745 cic:/Sophia-Antipolis/geometry/coplanarite/alignes_coplanaires.con
\e[0;32mOK
\e[0m 0.15
25746 cic:/Sophia-Antipolis/geometry/barycentre/homogene_barycentre.con
\e[0;32mOK
\e[0m 0.13
25747 cic:/Sophia-Antipolis/geometry/alignement/permute_alignes.con
\e[0;32mOK
\e[0m 0.24
25748 cic:/Sophia-Antipolis/geometry/affine_classiques/Thales_expl.con
\e[0;32mOK
\e[0m 0.34
25749 cic:/Sophia-Antipolis/geometry/Rutile/Rmult_pos.con
\e[0;32mOK
\e[0m 0.02
25750 cic:/Sophia-Antipolis/geometry/Rutile/integre_not.con
\e[0;32mOK
\e[0m 0.01
25751 cic:/Sophia-Antipolis/Rsa/Divides/gcd_is_gcd.con
\e[0;32mOK
\e[0m 0.12
25752 cic:/Sophia-Antipolis/Rsa/Divides/preEuclid.con
\e[0;32mOK
\e[0m 0.10
25753 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/psi_not_inj.con
\e[0;31mFAIL
\e[0m
25754 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/powers_of_one_element.con
\e[0;32mOK
\e[0m 0.04
25755 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/S2.var
\e[0;32mOK
\e[0m 0.02
25756 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/S4.var
\e[0;32mOK
\e[0m 0.00
25757 cic:/Sophia-Antipolis/MATHS/DOMAINS/newfil/LFP_directed.con
\e[0;32mOK
\e[0m 0.09
25758 cic:/Sophia-Antipolis/MATHS/DOMAINS/newfil/Lub_is_LFP.con
\e[0;32mOK
\e[0m 0.04
25759 cic:/Sophia-Antipolis/MATHS/DOMAINS/alpo/Approximants_define_element.con
\e[0;32mOK
\e[0m 0.03
25760 cic:/Sophia-Antipolis/MATHS/DOMAINS/alpo/Corollary1_2.con
\e[0;32mOK
\e[0m 0.04
25761 cic:/Sophia-Antipolis/Huffman/Prod2List/prod2list_reorder2.con
\e[0;32mOK
\e[0m 0.41
25762 cic:/Sophia-Antipolis/Huffman/Build/build_comp.con
\e[0;32mOK
\e[0m 0.22
25763 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni_Out.con
\e[0;31mFAIL
\e[0m
25764 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Relation_Total_th1.con
\e[0;31mFAIL
\e[0m
25765 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Relation_Total_th2.con
\e[0;31mFAIL
\e[0m
25766 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction3b_Out.con
\e[0;31mFAIL
\e[0m
25767 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/power4_Out.con
\e[0;31mFAIL
\e[0m
25768 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_has_geq_2_elements_Out.con
\e[0;31mFAIL
\e[0m
25769 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th3.con
\e[0;31mFAIL
\e[0m
25770 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/step6.var
\e[0;31mFAIL
\e[0m
25771 cic:/Sophia-Antipolis/Float/Zenum/mZlist_correct_subproof1.con
\e[0;32mOK
\e[0m 0.06
25772 cic:/Sophia-Antipolis/Float/Zdivides/NDivides_minus.con
\e[0;32mOK
\e[0m 0.16
25773 cic:/Sophia-Antipolis/Float/Zdivides/ZDivides_add.con
\e[0;32mOK
\e[0m 0.15
25774 cic:/Sophia-Antipolis/Float/Zdivides/ZDivides_mult.con
\e[0;32mOK
\e[0m 0.16
25775 cic:/Sophia-Antipolis/Float/Zdivides/ZdividesTrans.con
\e[0;32mOK
\e[0m 0.08
25776 cic:/Sophia-Antipolis/Float/Zdivides/ZquotientUnique_subproof0.con
\e[0;32mOK
\e[0m 0.04
25777 cic:/Sophia-Antipolis/Float/Power/Rpow_eq_inv_subproof0.con
\e[0;32mOK
\e[0m 0.09
25778 cic:/Sophia-Antipolis/Float/Power/Zpower_nat_powerRZ.con
\e[0;32mOK
\e[0m 0.03
25779 cic:/Sophia-Antipolis/Float/Power/Zpower_nat_powerRZ_absolu.con
\e[0;32mOK
\e[0m 0.02
25780 cic:/Sophia-Antipolis/Float/Power/pow_NR0.con
\e[0;32mOK
\e[0m 0.02
25781 cic:/Sophia-Antipolis/Float/Power/pow_RN_plus.con
\e[0;32mOK
\e[0m 0.02
25782 cic:/Sophia-Antipolis/Float/Power/powerRZ_NOR.con
\e[0;32mOK
\e[0m 0.01
25783 cic:/Sophia-Antipolis/Float/Paux/PdivBound_correct.con
\e[0;32mOK
\e[0m 0.13
25784 cic:/Sophia-Antipolis/Float/Fop/Fopp_Fminus_dist_subproof.con
\e[0;32mOK
\e[0m 0.12
25785 cic:/Sophia-Antipolis/Float/Fop/Fopp_Fminus_subproof.con
\e[0;32mOK
\e[0m 0.08
25786 cic:/Sophia-Antipolis/Float/Fop/minusSameExp_subproof.con
\e[0;32mOK
\e[0m 0.06
25787 cic:/Sophia-Antipolis/Float/Fop/minusSameExp_subproof0.con
\e[0;32mOK
\e[0m 0.03
25788 cic:/Sophia-Antipolis/Float/Fodd/EvenMult1.con
\e[0;32mOK
\e[0m 0.05
25789 cic:/Sophia-Antipolis/Float/Fodd/EvenMult2.con
\e[0;32mOK
\e[0m 0.05
25790 cic:/Sophia-Antipolis/Float/Fodd/EvenOpp.con
\e[0;32mOK
\e[0m 0.03
25791 cic:/Sophia-Antipolis/Float/Fodd/EvenPlus1.con
\e[0;32mOK
\e[0m 0.08
25792 cic:/Sophia-Antipolis/Float/Fodd/EvenPlus2.con
\e[0;32mOK
\e[0m 0.15
25793 cic:/Sophia-Antipolis/Float/Fodd/EvenSOdd.con
\e[0;32mOK
\e[0m 0.50
25794 cic:/Sophia-Antipolis/Float/Fodd/EvenSOddInv.con
\e[0;32mOK
\e[0m 0.14
25795 cic:/Sophia-Antipolis/Float/Fodd/OddMult.con
\e[0;32mOK
\e[0m 0.33
25796 cic:/Sophia-Antipolis/Float/Fodd/OddOpp.con
\e[0;32mOK
\e[0m 0.06
25797 cic:/Sophia-Antipolis/Float/Fodd/OddPlus1.con
\e[0;32mOK
\e[0m 0.13
25798 cic:/Sophia-Antipolis/Float/Fodd/OddPlus2.con
\e[0;32mOK
\e[0m 0.14
25799 cic:/Sophia-Antipolis/Float/Fodd/OddSEven.con
\e[0;32mOK
\e[0m 0.07
25800 cic:/Sophia-Antipolis/Float/Fodd/OddSEvenInv.con
\e[0;32mOK
\e[0m 0.04
25801 cic:/Sophia-Antipolis/Float/Fnorm/FnormalLtPos_subproof.con
\e[0;32mOK
\e[0m 0.08
25802 cic:/Sophia-Antipolis/Float/Fnorm/FnormalPpred_subproof0.con
\e[0;32mOK
\e[0m 0.06
25803 cic:/Sophia-Antipolis/Float/Fnorm/Fnormalize_Fopp_subproof0.con
\e[0;32mOK
\e[0m 0.03
25804 cic:/Sophia-Antipolis/Float/FminOp/ZevenP_correct.con
\e[0;32mOK
\e[0m 0.08
25805 cic:/Sophia-Antipolis/Float/Fmin/FminRep_subproof.con
\e[0;32mOK
\e[0m 0.49
25806 cic:/Sophia-Antipolis/Float/Fmin/mBFadic_correct1_subproof.con
\e[0;32mOK
\e[0m 0.18
25807 cic:/Sophia-Antipolis/Float/Fmin/mBFadic_correct1_subproof0.con
\e[0;32mOK
\e[0m 0.09
25808 cic:/Sophia-Antipolis/Float/Float/FshiftAdd_subproof.con
\e[0;32mOK
\e[0m 0.07
25809 cic:/Sophia-Antipolis/Float/Float/FshiftCorrectInv_subproof.con
\e[0;32mOK
\e[0m 0.05
25810 cic:/Sophia-Antipolis/Float/Float/FshiftO_subproof.con
\e[0;32mOK
\e[0m 0.02
25811 cic:/Sophia-Antipolis/Float/Float/FshiftO_subproof0.con
\e[0;32mOK
\e[0m 0.02
25812 cic:/Sophia-Antipolis/Float/Float/ReqGivesEqwithSameExp_subproof.con
\e[0;32mOK
\e[0m 0.19
25813 cic:/Sophia-Antipolis/Float/Float/ReqGivesEqwithSameExp_subproof0.con
\e[0;32mOK
\e[0m 0.20
25814 cic:/Sophia-Antipolis/Float/Fbound/FboundedEqExpPos_subproof.con
\e[0;32mOK
\e[0m 0.03
25815 cic:/Sophia-Antipolis/Float/Fbound/FopRepAux.con
\e[0;32mOK
\e[0m 0.03
25816 cic:/Sophia-Antipolis/Float/Fbound/LessExpBound_subproof.con
\e[0;32mOK
\e[0m 0.06
25817 cic:/Sophia-Antipolis/Float/Fbound/eqExpMax_subproof.con
\e[0;32mOK
\e[0m 0.06
25818 cic:/Sophia-Antipolis/Float/Fbound/maxMax_subproof.con
\e[0;32mOK
\e[0m 0.03
25819 cic:/Sophia-Antipolis/Float/Fbound/maxMax_subproof0.con
\e[0;32mOK
\e[0m 0.11
25820 cic:/Sophia-Antipolis/Float/Faux/Rlt_R0_Ropp.con
\e[0;32mOK
\e[0m 0.02
25821 cic:/Sophia-Antipolis/Float/Faux/Rlt_Rminus_ZERO.con
\e[0;32mOK
\e[0m 0.02
25822 cic:/Sophia-Antipolis/Float/Faux/Zminus_n_predm.con
\e[0;32mOK
\e[0m 0.13
25823 cic:/Sophia-Antipolis/Float/Faux/Zopp_Zpred_Zs.con
\e[0;32mOK
\e[0m 0.05
25824 cic:/Sophia-Antipolis/Float/Faux/Zpred_Zopp_Zs.con
\e[0;32mOK
\e[0m 0.06
25825 cic:/Sophia-Antipolis/Float/Faux/absolu_Zs_neg_subproof.con
\e[0;32mOK
\e[0m 0.04
25826 cic:/Sophia-Antipolis/Float/FSucc/FSuccDiff1_subproof0.con
\e[0;32mOK
\e[0m 0.07
25827 cic:/Sophia-Antipolis/Float/FSucc/FSuccDiff3_subproof0.con
\e[0;32mOK
\e[0m 0.07
25828 cic:/Sophia-Antipolis/Float/FSucc/FSuccZleEq_subproof.con
\e[0;32mOK
\e[0m 0.11
25829 cic:/Sophia-Antipolis/Float/FSucc/FSuccZleEq_subproof0.con
\e[0;32mOK
\e[0m 0.07
25830 cic:/Sophia-Antipolis/Float/FSucc/FSuccZleEq_subproof1.con
\e[0;32mOK
\e[0m 0.07
25831 cic:/Sophia-Antipolis/Float/FSucc/FSuccZleEq_subproof3.con
\e[0;32mOK
\e[0m 0.07
25832 cic:/Sophia-Antipolis/Float/FPred/FPredDiff1_subproof.con
\e[0;32mOK
\e[0m 0.04
25833 cic:/Sophia-Antipolis/Float/FPred/FPredFopFSucc_subproof.con
\e[0;32mOK
\e[0m 0.04
25834 cic:/Sophia-Antipolis/Float/FPred/FPredSuc_subproof.con
\e[0;32mOK
\e[0m 0.05
25835 cic:/Sophia-Antipolis/Float/FPred/FPredSuc_subproof0.con
\e[0;32mOK
\e[0m 0.05
25836 cic:/Sophia-Antipolis/Float/FPred/FPredSuc_subproof2.con
\e[0;32mOK
\e[0m 0.05
25837 cic:/Sophia-Antipolis/Float/FPred/FSucPred_subproof.con
\e[0;32mOK
\e[0m 0.06
25838 cic:/Sophia-Antipolis/Float/Digit/digitAux1.con
\e[0;32mOK
\e[0m 0.09
25839 cic:/Sophia-Antipolis/Float/Digit/pos_length_pow_subproof0.con
\e[0;32mOK
\e[0m 0.02
25840 cic:/Sophia-Antipolis/Cours-de-Coq/Fil/Pairs_are_enough.con
\e[0;32mOK
\e[0m 0.34
25841 cic:/Sophia-Antipolis/Buchberger/Pspoly/ReduStarConfluent_ind.con
\e[0;32mOK
\e[0m 0.03
25842 cic:/Sophia-Antipolis/Buchberger/Pspoly/ReduStarConfluent_rec.con
\e[0;32mOK
\e[0m 0.02
25843 cic:/Sophia-Antipolis/Buchberger/Pspoly/SpolyQ_rect.con
\e[0;32mOK
\e[0m 0.02
25844 cic:/Sophia-Antipolis/Buchberger/Pspoly/spolyf_com.con
\e[0;32mOK
\e[0m 2.43
25845 cic:/Sophia-Antipolis/Buchberger/Pplus/canonical_plusP.con
\e[0;32mOK
\e[0m 0.10
25846 cic:/Sophia-Antipolis/Buchberger/Pmults/multlm_comp_canonical.con
\e[0;32mOK
\e[0m 0.04
25847 cic:/Sophia-Antipolis/Buchberger/Pmults/smults.con
\e[0;32mOK
\e[0m 0.04
25848 cic:/Sophia-Antipolis/Buchberger/Pminus/minuspf_comp.con
\e[0;32mOK
\e[0m 0.07
25849 cic:/Sophia-Antipolis/Buchberger/Pminus/mults_comp_minuspf.con
\e[0;32mOK
\e[0m 0.21
25850 cic:/Sophia-Antipolis/Buchberger/Pminus/mults_dist_minuspf.con
\e[0;32mOK
\e[0m 0.21
25851 cic:/Sophia-Antipolis/Buchberger/Pminus/mults_minusTerm.con
\e[0;32mOK
\e[0m 1.39
25852 cic:/Sophia-Antipolis/Buchberger/Pminus/mults_pO.con
\e[0;32mOK
\e[0m 1.36
25853 cic:/Sophia-Antipolis/Buchberger/Pminus/order_minusP.con
\e[0;32mOK
\e[0m 0.14
25854 cic:/Sophia-Antipolis/Buchberger/Pminus/pluspf_is_minuspf.con
\e[0;32mOK
\e[0m 0.09
25855 cic:/Sophia-Antipolis/Buchberger/Pcrit/in_minuspf_spoly_in.con
\e[0;32mOK
\e[0m 0.10
25856 cic:/Sophia-Antipolis/Buchberger/Pcomb/CombLinear_comp.con
\e[0;32mOK
\e[0m 0.07
25857 cic:/Sophia-Antipolis/Buchberger/Pcomb/ConfluentReduce_rect.con
\e[0;32mOK
\e[0m 0.02
25858 cic:/Sophia-Antipolis/Buchberger/Pcomb/Grobner_ind.con
\e[0;32mOK
\e[0m 0.01
25859 cic:/Sophia-Antipolis/Buchberger/Pcomb/Grobner_rec.con
\e[0;32mOK
\e[0m 0.01
25860 cic:/Sophia-Antipolis/Buchberger/BuchAux/sscal.con
\e[0;32mOK
\e[0m 0.06
25861 cic:/Sophia-Antipolis/Bertrand/Raux/Rle_square.con
\e[0;32mOK
\e[0m 0.03
25862 cic:/Sophia-Antipolis/Bertrand/Raux/Rlt_Rminus_ZERO.con
\e[0;32mOK
\e[0m 0.01
25863 cic:/Sophia-Antipolis/Bertrand/PowerDiv/power_div_divides.con
\e[0;32mOK
\e[0m 0.03
25864 cic:/Sophia-Antipolis/Bertrand/PowerDiv/power_div_not_divides.con
\e[0;32mOK
\e[0m 0.01
25865 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof109.con
\e[0;32mOK
\e[0m 0.27
25866 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof11.con
\e[0;32mOK
\e[0m 0.29
25867 cic:/Sophia-Antipolis/Bertrand/Gcd/gcd_is_gcd.con
\e[0;32mOK
\e[0m 0.58
25868 cic:/Sophia-Antipolis/Bertrand/Gcd/preEuclid.con
\e[0;32mOK
\e[0m 0.18
25869 cic:/Sophia-Antipolis/Bertrand/DivDirac/div_dirac_div.con
\e[0;32mOK
\e[0m 0.08
25870 cic:/Sophia-Antipolis/Bertrand/Div/divides1_dec.con
\e[0;32mOK
\e[0m 0.03
25871 cic:/Sophia-Antipolis/Bertrand/Binomial/binomial2.con
\e[0;32mOK
\e[0m 0.03
25872 cic:/Sophia-Antipolis/Bertrand/Binomial/binomial_mono_S.con
\e[0;32mOK
\e[0m 0.04
25873 cic:/Sophia-Antipolis/Algebra/Union/in_part_union.con
\e[0;31mFAIL
\e[0m
25874 cic:/Sophia-Antipolis/Algebra/Union/in_part_union_l.con
\e[0;31mFAIL
\e[0m
25875 cic:/Sophia-Antipolis/Algebra/Union/in_part_union_or.con
\e[0;31mFAIL
\e[0m
25876 cic:/Sophia-Antipolis/Algebra/Union/in_part_union_r.con
\e[0;31mFAIL
\e[0m
25877 cic:/Sophia-Antipolis/Algebra/Union/included2_union.con
\e[0;31mFAIL
\e[0m
25878 cic:/Sophia-Antipolis/Algebra/Union/included_union_l.con
\e[0;31mFAIL
\e[0m
25879 cic:/Sophia-Antipolis/Algebra/Union/included_union_r.con
\e[0;31mFAIL
\e[0m
25880 cic:/Sophia-Antipolis/Algebra/Union/union_assoc.con
\e[0;31mFAIL
\e[0m
25881 cic:/Sophia-Antipolis/Algebra/Union/union_com.con
\e[0;31mFAIL
\e[0m
25882 cic:/Sophia-Antipolis/Algebra/Union/union_comp.con
\e[0;31mFAIL
\e[0m
25883 cic:/Sophia-Antipolis/Algebra/Union/union_empty_l.con
\e[0;31mFAIL
\e[0m
25884 cic:/Sophia-Antipolis/Algebra/Union/union_empty_r.con
\e[0;31mFAIL
\e[0m
25885 cic:/Sophia-Antipolis/Algebra/Union/union_not_in_l.con
\e[0;31mFAIL
\e[0m
25886 cic:/Sophia-Antipolis/Algebra/Subcat/Subcategory_def/C.var
\e[0;31mFAIL
\e[0m
25887 cic:/Sophia-Antipolis/Algebra/Sets/comp_map_map.con
\e[0;31mFAIL
\e[0m
25888 cic:/Sophia-Antipolis/Algebra/Parts3/image_invimage.con
\e[0;31mFAIL
\e[0m
25889 cic:/Sophia-Antipolis/Algebra/Parts3/image_invimage_image.con
\e[0;31mFAIL
\e[0m
25890 cic:/Sophia-Antipolis/Algebra/Parts3/in_invimage.con
\e[0;31mFAIL
\e[0m
25891 cic:/Sophia-Antipolis/Algebra/Parts3/invimage_image.con
\e[0;31mFAIL
\e[0m
25892 cic:/Sophia-Antipolis/Algebra/Parts3/invimage_in.con
\e[0;31mFAIL
\e[0m
25893 cic:/Sophia-Antipolis/Algebra/Parts3/invimage_included.con
\e[0;31mFAIL
\e[0m
25894 cic:/Sophia-Antipolis/Algebra/Parts2/compl.con
\e[0;31mFAIL
\e[0m
25895 cic:/Sophia-Antipolis/Algebra/Parts2/image_included.con
\e[0;31mFAIL
\e[0m
25896 cic:/Sophia-Antipolis/Algebra/Parts2/Images1/surj_part_image_fun.var
\e[0;31mFAIL
\e[0m
25897 cic:/Sophia-Antipolis/Algebra/Parts2/Images1/surj_set_image_fun.var
\e[0;31mFAIL
\e[0m
25898 cic:/Sophia-Antipolis/Algebra/Parts/full_included.con
\e[0;31mFAIL
\e[0m
25899 cic:/Sophia-Antipolis/Algebra/Parts/id_map_parts_equal.con
\e[0;31mFAIL
\e[0m
25900 cic:/Sophia-Antipolis/Algebra/Parts/inj_part_included_injective.con
\e[0;31mFAIL
\e[0m
25901 cic:/Sophia-Antipolis/Algebra/Parts/inj_part_included_prop.con
\e[0;31mFAIL
\e[0m
25902 cic:/Sophia-Antipolis/Algebra/Parts/set_to_full.con
\e[0;31mFAIL
\e[0m
25903 cic:/Sophia-Antipolis/Algebra/Parts/union_part_prop.con
\e[0;31mFAIL
\e[0m
25904 cic:/Sophia-Antipolis/Algebra/Parts/union_part_prop_rev.con
\e[0;31mFAIL
\e[0m
25905 cic:/Sophia-Antipolis/Algebra/Parts/Part_set_greater/X.var
\e[0;31mFAIL
\e[0m
25906 cic:/Sophia-Antipolis/Algebra/Inter/in_part_inter.con
\e[0;31mFAIL
\e[0m
25907 cic:/Sophia-Antipolis/Algebra/Inter/in_part_inter_l.con
\e[0;31mFAIL
\e[0m
25908 cic:/Sophia-Antipolis/Algebra/Inter/in_part_inter_r.con
\e[0;31mFAIL
\e[0m
25909 cic:/Sophia-Antipolis/Algebra/Inter/included2_inter.con
\e[0;31mFAIL
\e[0m
25910 cic:/Sophia-Antipolis/Algebra/Inter/included_inter_l.con
\e[0;31mFAIL
\e[0m
25911 cic:/Sophia-Antipolis/Algebra/Inter/included_inter_r.con
\e[0;31mFAIL
\e[0m
25912 cic:/Sophia-Antipolis/Algebra/Inter/inter_assoc.con
\e[0;31mFAIL
\e[0m
25913 cic:/Sophia-Antipolis/Algebra/Inter/inter_com.con
\e[0;31mFAIL
\e[0m
25914 cic:/Sophia-Antipolis/Algebra/Inter/inter_comp.con
\e[0;31mFAIL
\e[0m
25915 cic:/Sophia-Antipolis/Algebra/Inter/inter_not_in_l.con
\e[0;31mFAIL
\e[0m
25916 cic:/Sophia-Antipolis/Algebra/Inter/inter_not_in_r.con
\e[0;31mFAIL
\e[0m
25917 cic:/Sophia-Antipolis/Algebra/Inter/inter_union_dist_l.con
\e[0;31mFAIL
\e[0m
25918 cic:/Sophia-Antipolis/Algebra/Inter/inter_union_dist_r.con
\e[0;31mFAIL
\e[0m
25919 cic:/Sophia-Antipolis/Algebra/Fpart2/diff_in_l.con
\e[0;31mFAIL
\e[0m
25920 cic:/Sophia-Antipolis/Algebra/Fpart2/diff_in_r.con
\e[0;31mFAIL
\e[0m
25921 cic:/Sophia-Antipolis/Algebra/Fpart2/disjoint.con
\e[0;31mFAIL
\e[0m
25922 cic:/Sophia-Antipolis/Algebra/Fpart2/in_diff.con
\e[0;31mFAIL
\e[0m
25923 cic:/Sophia-Antipolis/Algebra/Fpart2/union_not_in.con
\e[0;31mFAIL
\e[0m
25924 cic:/Sophia-Antipolis/Algebra/Fpart/add_part.con
\e[0;31mFAIL
\e[0m
25925 cic:/Sophia-Antipolis/Algebra/Fpart/minus_part.con
\e[0;31mFAIL
\e[0m
25926 cic:/Sophia-Antipolis/Algebra/Fpart/union_unit_l.con
\e[0;31mFAIL
\e[0m
25927 cic:/Sophia-Antipolis/Algebra/Fmap/diff_el_union_single.con
\e[0;31mFAIL
\e[0m
25928 cic:/Sophia-Antipolis/Algebra/Fmap/diff_single_not_in.con
\e[0;31mFAIL
\e[0m
25929 cic:/Sophia-Antipolis/Algebra/Fmap/image_full_surjective.con
\e[0;31mFAIL
\e[0m
25930 cic:/Sophia-Antipolis/Algebra/Fmap/image_union.con
\e[0;31mFAIL
\e[0m
25931 cic:/Sophia-Antipolis/Algebra/Fmap/not_surjective_prop.con
\e[0;31mFAIL
\e[0m
25932 cic:/Sophia-Antipolis/Algebra/Fmap/surjective_image_full.con
\e[0;31mFAIL
\e[0m
25933 cic:/Sophia-Antipolis/Algebra/Fmap/union_single_in.con
\e[0;31mFAIL
\e[0m
25934 cic:/Sophia-Antipolis/Algebra/Diff/diff_comp.con
\e[0;31mFAIL
\e[0m
25935 cic:/Sophia-Antipolis/Algebra/Categories2/Foncteurs/Def_1/C1.var
\e[0;31mFAIL
\e[0m
25936 cic:/Sophia-Antipolis/Algebra/Categories2/Foncteurs/Def_1/C2.var
\e[0;31mFAIL
\e[0m
25937 cic:/Sophia-Antipolis/Algebra/Categories/Ob.con
\e[0;31mFAIL
\e[0m
25938 cic:/Sophia-Antipolis/Algebra/Categories/category_rect.con
\e[0;31mFAIL
\e[0m
25939 cic:/Sophia-Antipolis/Algebra/Categories/Category_def/Full_subcat_def/C.var
\e[0;31mFAIL
\e[0m
25940 cic:/Sophia-Antipolis/Algebra/Categories/Category_def/Category_comp/C.var
\e[0;31mFAIL
\e[0m
25941 cic:/Rocq/TreeAutomata/union/new_state_insd_5.con
\e[0;31mFAIL
\e[0m
25942 cic:/Rocq/TreeAutomata/union/new_state_insr_5.con
\e[0;31mFAIL
\e[0m
25943 cic:/Rocq/TreeAutomata/union/union_str_3.con
\e[0;32mOK
\e[0m 0.02
25944 cic:/Rocq/TreeAutomata/inter_correct/inter_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.02
25945 cic:/Rocq/TreeAutomata/inter_correct/s_produit_ref_ok.con
\e[0;32mOK
\e[0m 0.10
25946 cic:/Rocq/TreeAutomata/inter/inter_semantics_0.con
\e[0;31mFAIL
\e[0m
25947 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_fix_1.con
\e[0;32mOK
\e[0m 0.04
25948 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_fix_1.con
\e[0;32mOK
\e[0m 0.07
25949 cic:/Rocq/THREE_GAP/Nat_compl/en_plus.con
\e[0;32mOK
\e[0m 0.05
25950 cic:/Rocq/SUBST/terminaison_SL/relSL_noetherian.con
\e[0;32mOK
\e[0m 0.03
25951 cic:/Rocq/PARADOXES/Reynolds1/Reynolds.con
\e[0;32mOK
\e[0m 0.04
25952 cic:/Rocq/LAMBDA/Substitution/substitution.con
\e[0;32mOK
\e[0m 0.02
25953 cic:/Rocq/LAMBDA/Residuals/preservation.con
\e[0;32mOK
\e[0m 0.03
25954 cic:/Rocq/LAMBDA/Residuals/residuals_lift.con
\e[0;32mOK
\e[0m 0.02
25955 cic:/Rocq/LAMBDA/Reduction/red_abs.con
\e[0;32mOK
\e[0m 0.02
25956 cic:/Rocq/LAMBDA/Reduction/red_appl.con
\e[0;32mOK
\e[0m 0.02
25957 cic:/Rocq/LAMBDA/Reduction/red_appr.con
\e[0;32mOK
\e[0m 0.02
25958 cic:/Rocq/LAMBDA/Reduction/red_par_red.con
\e[0;32mOK
\e[0m 0.02
25959 cic:/Rocq/LAMBDA/Conversion/conv_ind.con
\e[0;32mOK
\e[0m 0.02
25960 cic:/Rocq/LAMBDA/Confluence/strip_lemma_l.con
\e[0;32mOK
\e[0m 0.03
25961 cic:/Rocq/LAMBDA/Confluence/strip_lemma_r.con
\e[0;32mOK
\e[0m 0.03
25962 cic:/Rocq/HIGMAN/Higman/BadMin.con
\e[0;32mOK
\e[0m 0.02
25963 cic:/Rocq/GRAPHS/cgraph/CG_add_1.con
\e[0;32mOK
\e[0m 0.09
25964 cic:/Rocq/GRAPHS/cgraph/CG_add_3.con
\e[0;32mOK
\e[0m 0.09
25965 cic:/Rocq/GRAPHS/cgraph/CG_add_4_1.con
\e[0;32mOK
\e[0m 0.20
25966 cic:/Rocq/GRAPHS/cgraph/CG_add_4_2.con
\e[0;32mOK
\e[0m 0.13
25967 cic:/Rocq/GRAPHS/cgraph/CG_add_4_4.con
\e[0;32mOK
\e[0m 0.13
25968 cic:/Rocq/GRAPHS/cgraph/CG_add_edge_2.con
\e[0;32mOK
\e[0m 0.04
25969 cic:/Rocq/GRAPHS/cgraph/CG_add_root_rooted_1.con
\e[0;32mOK
\e[0m 0.04
25970 cic:/Rocq/GRAPHS/cgraph/CG_add_rooted_1.con
\e[0;32mOK
\e[0m 0.03
25971 cic:/Rocq/GRAPHS/cgraph/CG_add_sat.con
\e[0;32mOK
\e[0m 0.04
25972 cic:/Rocq/GRAPHS/cgraph/CG_path_in_cg_1.con
\e[0;32mOK
\e[0m 0.05
25973 cic:/Rocq/COC/Types/red_item.con
\e[0;32mOK
\e[0m 0.27
25974 cic:/Rocq/COC/Types/typ_inversion.con
\e[0;32mOK
\e[0m 0.03
25975 cic:/Rocq/COC/Types/wf_sort.con
\e[0;32mOK
\e[0m 0.15
25976 cic:/Rocq/COC/Termes/conv_conv_lift.con
\e[0;32mOK
\e[0m 0.03
25977 cic:/Rocq/COC/Termes/par_red1_subst.con
\e[0;32mOK
\e[0m 0.06
25978 cic:/Rocq/COC/Termes/red1_subst_l.con
\e[0;32mOK
\e[0m 0.05
25979 cic:/Rocq/COC/Termes/red1_subst_r.con
\e[0;32mOK
\e[0m 0.03
25980 cic:/Rocq/COC/Machine/com_error.ind
\e[0;31mFAIL
\e[0m
25981 cic:/Rocq/COC/Machine/glob_length.con
\e[0;32mOK
\e[0m 0.02
25982 cic:/Rocq/COC/Machine/glob_unique.con
\e[0;32mOK
\e[0m 0.01
25983 cic:/Rocq/COC/Machine/glob_wf_ctx.con
\e[0;32mOK
\e[0m 0.02
25984 cic:/Rocq/COC/Machine/state_ext.ind
\e[0;32mOK
\e[0m 0.02
25985 cic:/Rocq/COC/Machine/state_ind.con
\e[0;32mOK
\e[0m 0.02
25986 cic:/Rocq/COC/Machine/state_rec.con
\e[0;32mOK
\e[0m 0.01
25987 cic:/Rocq/COC/Machine/synth_error.ind
\e[0;32mOK
\e[0m 0.01
25988 cic:/Rocq/COC/Machine/synthesis_trans.ind
\e[0;32mOK
\e[0m 0.02
25989 cic:/Rocq/COC/Machine/transition.ind
\e[0;31mFAIL
\e[0m
25990 cic:/Rocq/COC/Machine/transl_err.ind
\e[0;32mOK
\e[0m 0.02
25991 cic:/Rocq/COC/Machine/transl_msg.ind
\e[0;32mOK
\e[0m 0.01
25992 cic:/Rocq/COC/Int_typ/int_typ.con
\e[0;32mOK
\e[0m 0.03
25993 cic:/Rocq/COC/Int_stab/can_adapt.con
\e[0;32mOK
\e[0m 0.03
25994 cic:/Rocq/COC/Int_stab/can_interp_ind.con
\e[0;32mOK
\e[0m 0.02
25995 cic:/Rocq/COC/Infer/expln_wf.con
\e[0;31mFAIL
\e[0m
25996 cic:/Rocq/COC/Ered/Econv_Econv_lift.con
\e[0;32mOK
\e[0m 0.02
25997 cic:/Rocq/COC/Ered/Epar_red1_subst.con
\e[0;32mOK
\e[0m 0.06
25998 cic:/Rocq/COC/Ered/Ered1_subst_l.con
\e[0;32mOK
\e[0m 0.06
25999 cic:/Rocq/COC/Ered/Ered1_subst_r.con
\e[0;32mOK
\e[0m 0.03
26000 cic:/Rocq/COC/Ered/Ered_sort_mem.con
\e[0;32mOK
\e[0m 0.02
26001 cic:/Rocq/COC/Ered/subst_rec_Ered1_r.con
\e[0;32mOK
\e[0m 0.03
26002 cic:/Rocq/COC/Ered/sym_Econv.con
\e[0;32mOK
\e[0m 0.02
26003 cic:/Rocq/COC/Equiv/trans_NF_Econv_NF_Econv.con
\e[0;32mOK
\e[0m 0.09
26004 cic:/Rocq/COC/ETypes/Ewf_sort.con
\e[0;32mOK
\e[0m 0.15
26005 cic:/Rocq/COC/Conv_Dec/compute_nf.con
\e[0;32mOK
\e[0m 0.33
26006 cic:/Rocq/COC/Can/def_can_cr.con
\e[0;32mOK
\e[0m 0.02
26007 cic:/Rocq/COC/Can/eq_can_Pi.con
\e[0;32mOK
\e[0m 0.04
26008 cic:/Rocq/ARITH/ZChinese/Zstruct/Z_unitary_commutative_ring_subproof.con
\e[0;32mOK
\e[0m 0.03
26009 cic:/Rocq/ARITH/ZChinese/Zgcd/divide_selfZ_subproof.con
\e[0;32mOK
\e[0m 0.03
26010 cic:/Rocq/ARITH/ZChinese/Zgcd/gcdZ_is_gcd_subproof.con
\e[0;32mOK
\e[0m 0.05
26011 cic:/Rocq/ARITH/ZChinese/Zgcd/gcd_OZ_absZ_subproof.con
\e[0;32mOK
\e[0m 0.03
26012 cic:/Rocq/ARITH/ZChinese/Zgcd/gcd_OZ_absZ_subproof2.con
\e[0;32mOK
\e[0m 0.03
26013 cic:/Rocq/ARITH/ZChinese/Zgcd/gcd_unicity_apart_sign_subproof.con
\e[0;32mOK
\e[0m 0.03
26014 cic:/Rocq/ARITH/ZChinese/Zgcd/gcd_unicity_apart_sign_subproof0.con
\e[0;32mOK
\e[0m 0.03
26015 cic:/Rocq/ARITH/Chinese/Zmult/multZ_neutral.con
\e[0;32mOK
\e[0m 0.03
26016 cic:/Rocq/ARITH/Chinese/Zmult/mult_oppZ_l.con
\e[0;32mOK
\e[0m 0.04
26017 cic:/Rocq/ARITH/Chinese/Zmult/tech_div31.con
\e[0;32mOK
\e[0m 0.05
26018 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/SubSetoid.con
\e[0;32mOK
\e[0m 0.03
26019 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/BinOp.con
\e[0;32mOK
\e[0m 0.02
26020 cic:/Rocq/ALGEBRA/SETOID/Map2/Build_Map2.con
\e[0;32mOK
\e[0m 0.02
26021 cic:/Rocq/ALGEBRA/SETOID/Map2/Map2_Map.con
\e[0;32mOK
\e[0m 0.02
26022 cic:/Rocq/ALGEBRA/SETOID/Map2/rew_prop_map2/f.var
\e[0;32mOK
\e[0m 0.01
26023 cic:/Rocq/ALGEBRA/SETOID/Map2/prop_map2/f.var
\e[0;32mOK
\e[0m 0.01
26024 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Build_Map2''.con
\e[0;32mOK
\e[0m 0.02
26025 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Map2''_Map''.con
\e[0;32mOK
\e[0m 0.01
26026 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/prop_map2''/f.var
\e[0;32mOK
\e[0m 0.01
26027 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/cat''/Op_comp''.var
\e[0;32mOK
\e[0m 0.02
26028 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Build_Map2'.con
\e[0;32mOK
\e[0m 0.02
26029 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Map2'_Map'.con
\e[0;32mOK
\e[0m 0.01
26030 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/prop_map2'/f.var
\e[0;32mOK
\e[0m 0.02
26031 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/cat'/Op_comp'.var
\e[0;32mOK
\e[0m 0.01
26032 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/SET/Comp_map_congl.con
\e[0;32mOK
\e[0m 0.03
26033 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/SET/Comp_map_congr.con
\e[0;32mOK
\e[0m 0.02
26034 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/cat/Op_comp.var
\e[0;32mOK
\e[0m 0.01
26035 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/S_eval_map_law.con
\e[0;32mOK
\e[0m 0.07
26036 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/S_lambda_fun1.con
\e[0;32mOK
\e[0m 0.01
26037 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_BinProds/S_together_l.con
\e[0;32mOK
\e[0m 0.03
26038 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_BinProds/S_together_r.con
\e[0;32mOK
\e[0m 0.03
26039 cic:/Paris/ZF/src/ZFrelations/lem_equiv_comp_bij_under.con
\e[0;32mOK
\e[0m 1.06
26040 cic:/Paris/ZF/src/ZFrelations/lem_equiv_comp_fun_prop.con
\e[0;32mOK
\e[0m 0.71
26041 cic:/Paris/ZF/src/ZFrelations/thm_ens_quotient_fond.con
\e[0;32mOK
\e[0m 0.26
26042 cic:/Orsay/QArith/QArith_base/Qinv_Qmult.con
\e[0;32mOK
\e[0m 0.13
26043 cic:/Orsay/QArith/QArith_base/Qmult_assoc.con
\e[0;32mOK
\e[0m 0.15
26044 cic:/Orsay/QArith/QArith_base/Qmult_comp.con
\e[0;32mOK
\e[0m 0.47
26045 cic:/Orsay/QArith/QArith_base/Qmult_eq.con
\e[0;32mOK
\e[0m 0.05
26046 cic:/Orsay/QArith/QArith_base/Qmult_plus_distr_r.con
\e[0;32mOK
\e[0m 1.32
26047 cic:/Orsay/QArith/QArith_base/Qmult_sym.con
\e[0;32mOK
\e[0m 0.08
26048 cic:/Orsay/QArith/QArith_base/Qopp_comp.con
\e[0;32mOK
\e[0m 0.09
26049 cic:/Orsay/QArith/QArith_base/Qplus_assoc.con
\e[0;32mOK
\e[0m 2.61
26050 cic:/Orsay/QArith/QArith_base/Qplus_comp.con
\e[0;32mOK
\e[0m 1.40
26051 cic:/Orsay/QArith/QArith_base/Qplus_inverse_r.con
\e[0;32mOK
\e[0m 0.06
26052 cic:/Orsay/QArith/QArith_base/Qplus_sym.con
\e[0;32mOK
\e[0m 0.35
26053 cic:/Orsay/QArith/QArith_base/Qzero_right.con
\e[0;32mOK
\e[0m 0.06
26054 cic:/Orsay/Maths/divide/divide_0.con
\e[0;32mOK
\e[0m 0.03
26055 cic:/Orsay/Maths/divide/divide_a_ab.con
\e[0;32mOK
\e[0m 0.03
26056 cic:/Orsay/Maths/divide/divide_a_ba.con
\e[0;32mOK
\e[0m 0.03
26057 cic:/Orsay/Maths/divide/divide_left.con
\e[0;32mOK
\e[0m 0.07
26058 cic:/Orsay/Maths/divide/divide_minus.con
\e[0;32mOK
\e[0m 0.15
26059 cic:/Orsay/Maths/divide/divide_mult_left.con
\e[0;32mOK
\e[0m 0.07
26060 cic:/Orsay/Maths/divide/divide_opp.con
\e[0;32mOK
\e[0m 0.04
26061 cic:/Orsay/Maths/divide/divide_opp_left.con
\e[0;32mOK
\e[0m 0.04
26062 cic:/Orsay/Maths/divide/divide_plus.con
\e[0;32mOK
\e[0m 0.14
26063 cic:/Orsay/Maths/divide/divide_refl.con
\e[0;32mOK
\e[0m 0.02
26064 cic:/Orsay/Maths/divide/divide_right.con
\e[0;32mOK
\e[0m 0.07
26065 cic:/Orsay/Maths/divide/one_divide.con
\e[0;32mOK
\e[0m 0.02
26066 cic:/Orsay/ExactRealArithmetic/Zarith_inegalites/Zlt_le_Zs.con
\e[0;32mOK
\e[0m 0.03
26067 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rmult_le.con
\e[0;32mOK
\e[0m 0.02
26068 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/msd_prop1_subproof1.con
\e[0;32mOK
\e[0m 0.04
26069 cic:/Nijmegen/QArith/sqrt2/sub_square_identity.con
\e[0;32mOK
\e[0m 0.03
26070 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof10_subproof.con
\e[0;32mOK
\e[0m 0.05
26071 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof11_subproof.con
\e[0;32mOK
\e[0m 0.04
26072 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof3_subproof.con
\e[0;32mOK
\e[0m 0.04
26073 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof4_subproof.con
\e[0;32mOK
\e[0m 0.04
26074 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof5_subproof.con
\e[0;32mOK
\e[0m 0.04
26075 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof6_subproof.con
\e[0;32mOK
\e[0m 0.04
26076 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof8_subproof.con
\e[0;32mOK
\e[0m 0.05
26077 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof9_subproof.con
\e[0;32mOK
\e[0m 0.04
26078 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof1.con
\e[0;32mOK
\e[0m 0.07
26079 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof12.con
\e[0;32mOK
\e[0m 0.05
26080 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof14.con
\e[0;32mOK
\e[0m 0.02
26081 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof16.con
\e[0;32mOK
\e[0m 0.03
26082 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof18.con
\e[0;32mOK
\e[0m 0.02
26083 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof20.con
\e[0;32mOK
\e[0m 0.03
26084 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof23.con
\e[0;32mOK
\e[0m 0.06
26085 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof25.con
\e[0;32mOK
\e[0m 0.03
26086 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof27.con
\e[0;32mOK
\e[0m 0.02
26087 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof29.con
\e[0;32mOK
\e[0m 0.03
26088 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof3.con
\e[0;32mOK
\e[0m 0.04
26089 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof31.con
\e[0;32mOK
\e[0m 0.02
26090 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof34.con
\e[0;32mOK
\e[0m 0.05
26091 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof36.con
\e[0;32mOK
\e[0m 0.03
26092 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof38.con
\e[0;32mOK
\e[0m 0.02
26093 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof40.con
\e[0;32mOK
\e[0m 0.02
26094 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof42.con
\e[0;32mOK
\e[0m 0.02
26095 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof5.con
\e[0;32mOK
\e[0m 0.02
26096 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof7.con
\e[0;32mOK
\e[0m 0.03
26097 cic:/Nijmegen/QArith/quadratic_correctness/quadratic_sign_subproof9.con
\e[0;32mOK
\e[0m 0.02
26098 cic:/Nijmegen/QArith/positive_fraction_encoding/encoding_algorithm.con
\e[0;31mFAIL
\e[0m
26099 cic:/Nijmegen/QArith/positive_fraction_encoding/encoding_algorithm_ind.con
\e[0;31mFAIL
\e[0m
26100 cic:/Nijmegen/QArith/homographic_correctness/coding_Q_subproof1.con
\e[0;32mOK
\e[0m 0.03
26101 cic:/Nijmegen/QArith/homographic_correctness/homographicAcc_positive_subproof0_subproof.con
\e[0;32mOK
\e[0m 0.03
26102 cic:/Nijmegen/QArith/homographic_correctness/homographicAcc_positive_subproof2_subproof.con
\e[0;32mOK
\e[0m 0.04
26103 cic:/Nijmegen/QArith/homographic_correctness/homographicAcc_positive_subproof3_subproof.con
\e[0;32mOK
\e[0m 0.03
26104 cic:/Nijmegen/QArith/homographic_correctness/homographicAcc_positive_subproof_subproof.con
\e[0;32mOK
\e[0m 0.03
26105 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof.con
\e[0;32mOK
\e[0m 0.05
26106 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof0_subproof.con
\e[0;32mOK
\e[0m 0.04
26107 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof22.con
\e[0;32mOK
\e[0m 0.05
26108 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof23_subproof.con
\e[0;32mOK
\e[0m 0.03
26109 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof25_subproof.con
\e[0;32mOK
\e[0m 0.04
26110 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof27_subproof.con
\e[0;32mOK
\e[0m 0.04
26111 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof2_subproof.con
\e[0;32mOK
\e[0m 0.04
26112 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof30_subproof.con
\e[0;32mOK
\e[0m 0.04
26113 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof4_subproof.con
\e[0;32mOK
\e[0m 0.03
26114 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof7_subproof.con
\e[0;32mOK
\e[0m 0.04
26115 cic:/Nijmegen/QArith/general_Q/Z_to_Qplus_POS_NEG_subproof1_subproof.con
\e[0;32mOK
\e[0m 0.15
26116 cic:/Nijmegen/QArith/general_Q/Z_to_Qplus_POS_subproof.con
\e[0;32mOK
\e[0m 0.14
26117 cic:/Nijmegen/QArith/Zaux/Zge_opp.con
\e[0;32mOK
\e[0m 0.08
26118 cic:/Nijmegen/QArith/Zaux/Zgt_ge_plus_plus.con
\e[0;32mOK
\e[0m 0.02
26119 cic:/Nijmegen/QArith/Zaux/Zle_max_l.con
\e[0;32mOK
\e[0m 0.16
26120 cic:/Nijmegen/QArith/Zaux/Zle_max_r.con
\e[0;32mOK
\e[0m 0.15
26121 cic:/Nijmegen/QArith/Zaux/Zle_resp_neg.con
\e[0;32mOK
\e[0m 0.02
26122 cic:/Nijmegen/QArith/Zaux/Zlt_cotrans_neg.con
\e[0;32mOK
\e[0m 0.02
26123 cic:/Nijmegen/QArith/Zaux/Zlt_cotrans_pos.con
\e[0;32mOK
\e[0m 0.02
26124 cic:/Nijmegen/QArith/Zaux/Zlt_reg_mult_l.con
\e[0;32mOK
\e[0m 0.02
26125 cic:/Nijmegen/QArith/Zaux/ZmaxSS.con
\e[0;32mOK
\e[0m 0.42
26126 cic:/Nijmegen/QArith/Zaux/Zmax_case.con
\e[0;32mOK
\e[0m 0.07
26127 cic:/Nijmegen/QArith/Zaux/Zmax_n_n.con
\e[0;32mOK
\e[0m 0.04
26128 cic:/Nijmegen/QArith/Zaux/Zmax_or_informative.con
\e[0;32mOK
\e[0m 0.07
26129 cic:/Nijmegen/QArith/Zaux/Zopp_Zle_subproof.con
\e[0;32mOK
\e[0m 0.02
26130 cic:/Nijmegen/QArith/Zaux/Zopp_Zle_subproof0.con
\e[0;32mOK
\e[0m 0.02
26131 cic:/Nijmegen/QArith/Zaux/Zopp_Zlt_subproof.con
\e[0;32mOK
\e[0m 0.02
26132 cic:/Nijmegen/QArith/Zaux/Zopp_Zlt_subproof0.con
\e[0;32mOK
\e[0m 0.02
26133 cic:/Nijmegen/QArith/Zaux/Zpower_1_subproof_subproof.con
\e[0;32mOK
\e[0m 0.02
26134 cic:/Nijmegen/QArith/Zaux/Zpower_2_subproof.con
\e[0;32mOK
\e[0m 0.03
26135 cic:/Nijmegen/QArith/Zaux/Zsgn_5.con
\e[0;32mOK
\e[0m 0.11
26136 cic:/Nijmegen/QArith/Zaux/Zsimpl_mult_l.con
\e[0;32mOK
\e[0m 0.08
26137 cic:/Nijmegen/QArith/Zaux/pred_absolu_subproof_subproof.con
\e[0;32mOK
\e[0m 0.02
26138 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_signok_0'_subproof.con
\e[0;32mOK
\e[0m 0.69
26139 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_signok_0_subproof.con
\e[0;32mOK
\e[0m 0.65
26140 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadratic_top_more_2.con
\e[0;32mOK
\e[0m 0.07
26141 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadratic_top_more_3_subproof.con
\e[0;32mOK
\e[0m 1.84
26142 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadratic_top_more_3_subproof0.con
\e[0;32mOK
\e[0m 2.17
26143 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadratic_top_more_5'_subproof.con
\e[0;32mOK
\e[0m 5.31
26144 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadratic_top_more_5_subproof.con
\e[0;32mOK
\e[0m 3.07
26145 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_Zero_Zero_always_subproof.con
\e[0;32mOK
\e[0m 0.15
26146 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_Zero_Zero_always_subproof0.con
\e[0;32mOK
\e[0m 0.14
26147 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_Zero_Zero_always_subproof1.con
\e[0;32mOK
\e[0m 0.13
26148 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_Zero_Zero_always_subproof2.con
\e[0;32mOK
\e[0m 0.14
26149 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_Zero_Zero_always_subproof3.con
\e[0;32mOK
\e[0m 0.15
26150 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_Zero_Zero_always_subproof4.con
\e[0;32mOK
\e[0m 0.14
26151 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof.con
\e[0;32mOK
\e[0m 0.14
26152 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof0.con
\e[0;32mOK
\e[0m 0.14
26153 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof1.con
\e[0;32mOK
\e[0m 0.14
26154 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof10.con
\e[0;32mOK
\e[0m 0.14
26155 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof11.con
\e[0;32mOK
\e[0m 0.14
26156 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof12.con
\e[0;32mOK
\e[0m 0.14
26157 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof13.con
\e[0;32mOK
\e[0m 0.13
26158 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof14.con
\e[0;32mOK
\e[0m 0.14
26159 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof15.con
\e[0;32mOK
\e[0m 0.14
26160 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof16.con
\e[0;32mOK
\e[0m 0.14
26161 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof17.con
\e[0;32mOK
\e[0m 0.14
26162 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof18.con
\e[0;32mOK
\e[0m 0.14
26163 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof19.con
\e[0;32mOK
\e[0m 1.34
26164 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof2.con
\e[0;32mOK
\e[0m 1.33
26165 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof20.con
\e[0;32mOK
\e[0m 0.14
26166 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof21.con
\e[0;32mOK
\e[0m 0.14
26167 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof22.con
\e[0;32mOK
\e[0m 0.14
26168 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof23.con
\e[0;32mOK
\e[0m 0.14
26169 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof24.con
\e[0;32mOK
\e[0m 0.14
26170 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof25.con
\e[0;32mOK
\e[0m 0.14
26171 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof26.con
\e[0;32mOK
\e[0m 1.35
26172 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof27.con
\e[0;32mOK
\e[0m 0.15
26173 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof28.con
\e[0;32mOK
\e[0m 0.17
26174 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof29.con
\e[0;32mOK
\e[0m 0.14
26175 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof3.con
\e[0;32mOK
\e[0m 0.14
26176 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof30.con
\e[0;32mOK
\e[0m 0.14
26177 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof31.con
\e[0;32mOK
\e[0m 0.13
26178 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof32.con
\e[0;32mOK
\e[0m 0.13
26179 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof33.con
\e[0;32mOK
\e[0m 0.13
26180 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof34.con
\e[0;32mOK
\e[0m 0.13
26181 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof35.con
\e[0;32mOK
\e[0m 0.12
26182 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof4.con
\e[0;32mOK
\e[0m 0.41
26183 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof5.con
\e[0;32mOK
\e[0m 0.15
26184 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof6.con
\e[0;32mOK
\e[0m 0.14
26185 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof7.con
\e[0;32mOK
\e[0m 0.14
26186 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof8.con
\e[0;32mOK
\e[0m 0.14
26187 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_subproof9.con
\e[0;32mOK
\e[0m 1.35
26188 cic:/Nijmegen/QArith/Qpositive_order/Qpositive_plus_le.con
\e[0;32mOK
\e[0m 0.16
26189 cic:/Nijmegen/QArith/Qpositive_le/not_Qpositive_le_Qpositive_le'.con
\e[0;32mOK
\e[0m 0.02
26190 cic:/Nijmegen/QArith/Qpositive/interp_reduced_fraction.con
\e[0;32mOK
\e[0m 0.56
26191 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign.con
\e[0;32mOK
\e[0m 0.15
26192 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/top_more_1.con
\e[0;32mOK
\e[0m 0.03
26193 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/top_more_2.con
\e[0;32mOK
\e[0m 0.02
26194 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/top_more_3.con
\e[0;32mOK
\e[0m 0.65
26195 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/top_more_5'.con
\e[0;32mOK
\e[0m 0.28
26196 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/top_more_5.con
\e[0;32mOK
\e[0m 0.23
26197 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/sg_ind.con
\e[0;32mOK
\e[0m 0.52
26198 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_sg_denom_nonzero_Zero_always.con
\e[0;32mOK
\e[0m 0.03
26199 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_sg_denom_nonzero_always_Zero.con
\e[0;32mOK
\e[0m 0.15
26200 cic:/Nijmegen/QArith/Q_field/Qplus_sym.con
\e[0;32mOK
\e[0m 0.23
26201 cic:/Nijmegen/QArith/Field_Theory_Q/Qinv_defT.con
\e[0;32mOK
\e[0m 0.03
26202 cic:/Nancy/FOUnify/term_unif/proof_unif.con
\e[0;32mOK
\e[0m 0.15
26203 cic:/Montevideo/RailroadCrossing/railroad_crossing/NonZeno.con
\e[0;32mOK
\e[0m 1.29
26204 cic:/Marseille/GC/liveness/until_zero/eventually_measure_until_zero.con
\e[0;32mOK
\e[0m 0.04
26205 cic:/Marseille/GC/liveness/until_zero/eventually_measure_until_zero_trace_bis.con
\e[0;32mOK
\e[0m 0.04
26206 cic:/Marseille/GC/liveness/liveness/safe_inv_gwb_mesure.con
\e[0;32mOK
\e[0m 0.02
26207 cic:/Lyon/IEEE754/Diadic/Dge_Zge.con
\e[0;32mOK
\e[0m 0.06
26208 cic:/Lyon/IEEE754/Diadic/Dgt_Zgt.con
\e[0;32mOK
\e[0m 0.04
26209 cic:/Lyon/IEEE754/Diadic/Dle_Zle.con
\e[0;32mOK
\e[0m 0.05
26210 cic:/Lyon/IEEE754/Diadic/Dlt_Zlt.con
\e[0;32mOK
\e[0m 0.04
26211 cic:/Lyon/FIRING-SQUAD/trapeze/Ha3_Hg.con
\e[0;32mOK
\e[0m 0.05
26212 cic:/Lyon/FIRING-SQUAD/trapeze/Hb3_Hg.con
\e[0;32mOK
\e[0m 0.06
26213 cic:/Lyon/FIRING-SQUAD/trapeze/Hc3_Hg.con
\e[0;32mOK
\e[0m 0.07
26214 cic:/Lyon/FIRING-SQUAD/sommet/B43.con
\e[0;32mOK
\e[0m 0.02
26215 cic:/Lyon/FIRING-SQUAD/sommet/G42.con
\e[0;32mOK
\e[0m 0.02
26216 cic:/Lyon/FIRING-SQUAD/sommet/G44.con
\e[0;32mOK
\e[0m 0.05
26217 cic:/Lyon/FIRING-SQUAD/sommet/quatre_Hg.con
\e[0;32mOK
\e[0m 0.05
26218 cic:/Lyon/FIRING-SQUAD/double_diag/DD_hddollar.con
\e[0;32mOK
\e[0m 0.68
26219 cic:/Lyon/AUTOMATA/gram5/union_is_LCF.con
\e[0;32mOK
\e[0m 0.23
26220 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/proof_unif.con
\e[0;32mOK
\e[0m 0.15
26221 cic:/Eindhoven/POCKLINGTON/prime/primepropdiv.con
\e[0;32mOK
\e[0m 0.04
26222 cic:/Eindhoven/POCKLINGTON/modulo/mod_exp1.con
\e[0;32mOK
\e[0m 0.03
26223 cic:/Eindhoven/POCKLINGTON/modulo/mod_exp_compat.con
\e[0;32mOK
\e[0m 0.02
26224 cic:/Eindhoven/POCKLINGTON/modulo/mod_minus_compat.con
\e[0;32mOK
\e[0m 0.02
26225 cic:/Eindhoven/POCKLINGTON/modulo/mod_sqr_compat.con
\e[0;32mOK
\e[0m 0.02
26226 cic:/Eindhoven/POCKLINGTON/modulo/zmod_minus_compat.con
\e[0;32mOK
\e[0m 0.02
26227 cic:/Eindhoven/POCKLINGTON/modulo/zmod_sqr_compat.con
\e[0;32mOK
\e[0m 0.01
26228 cic:/Eindhoven/POCKLINGTON/lemmas/Zle_mult_l.con
\e[0;32mOK
\e[0m 0.03
26229 cic:/Eindhoven/POCKLINGTON/lemmas/Zlt_mult_l.con
\e[0;32mOK
\e[0m 0.02
26230 cic:/Eindhoven/POCKLINGTON/fermat/nodoubles_allex_permmod1.con
\e[0;32mOK
\e[0m 0.04
26231 cic:/Eindhoven/POCKLINGTON/fermat/permmod_drop_drop.con
\e[0;32mOK
\e[0m 0.02
26232 cic:/Eindhoven/POCKLINGTON/fermat/permmod_product.con
\e[0;32mOK
\e[0m 0.03
26233 cic:/Eindhoven/POCKLINGTON/fermat/permmod_trans.con
\e[0;32mOK
\e[0m 0.02
26234 cic:/Eindhoven/POCKLINGTON/exp/zexp_mult.con
\e[0;32mOK
\e[0m 0.03
26235 cic:/Eindhoven/POCKLINGTON/divides/zdiv_plus_r.con
\e[0;32mOK
\e[0m 0.03
26236 cic:/Coq/romega/ReflOmegaCore/T_OMEGA10_stable.con
\e[0;32mOK
\e[0m 0.46
26237 cic:/Coq/romega/ReflOmegaCore/T_OMEGA11_stable.con
\e[0;32mOK
\e[0m 0.13
26238 cic:/Coq/romega/ReflOmegaCore/T_OMEGA12_stable.con
\e[0;32mOK
\e[0m 0.15
26239 cic:/Coq/romega/ReflOmegaCore/T_OMEGA15_stable.con
\e[0;32mOK
\e[0m 0.34
26240 cic:/Coq/romega/ReflOmegaCore/T_OMEGA16_stable.con
\e[0;32mOK
\e[0m 0.10
26241 cic:/Coq/romega/ReflOmegaCore/Tred_factor1_stable.con
\e[0;32mOK
\e[0m 0.11
26242 cic:/Coq/romega/ReflOmegaCore/fusion_cancel_stable.con
\e[0;32mOK
\e[0m 0.02
26243 cic:/Coq/omega/OmegaLemmas/fast_OMEGA10.con
\e[0;32mOK
\e[0m 0.02
26244 cic:/Coq/omega/OmegaLemmas/fast_OMEGA11.con
\e[0;32mOK
\e[0m 0.01
26245 cic:/Coq/omega/OmegaLemmas/fast_OMEGA12.con
\e[0;32mOK
\e[0m 0.01
26246 cic:/Coq/omega/OmegaLemmas/fast_OMEGA15.con
\e[0;32mOK
\e[0m 0.01
26247 cic:/Coq/omega/OmegaLemmas/fast_OMEGA16.con
\e[0;32mOK
\e[0m 0.01
26248 cic:/Coq/omega/OmegaLemmas/fast_Zred_factor1.con
\e[0;32mOK
\e[0m 0.02
26249 cic:/Coq/fourier/Fourier_util/Rle_not_lt.con
\e[0;32mOK
\e[0m 0.06
26250 cic:/Coq/field/Field_Theory/assoc_correct.con
\e[0;32mOK
\e[0m 0.31
26251 cic:/Coq/field/Field_Theory/distrib_correct.con
\e[0;32mOK
\e[0m 0.12
26252 cic:/Coq/field/Field_Theory/monom_simplif_rem_correct.con
\e[0;32mOK
\e[0m 0.25
26253 cic:/Coq/ZArith/auxiliary/Zge_left.con
\e[0;32mOK
\e[0m 0.02
26254 cic:/Coq/ZArith/Zwf/Zwf_up_well_founded.con
\e[0;32mOK
\e[0m 0.03
26255 cic:/Coq/ZArith/Zpower/two_p_gt_ZERO.con
\e[0;32mOK
\e[0m 0.02
26256 cic:/Coq/ZArith/Zpower/two_power_nat_correct.con
\e[0;32mOK
\e[0m 0.02
26257 cic:/Coq/ZArith/Zorder/Zgt_succ_le.con
\e[0;32mOK
\e[0m 0.02
26258 cic:/Coq/ZArith/Zorder/Zle_lt_succ.con
\e[0;32mOK
\e[0m 0.02
26259 cic:/Coq/ZArith/Zorder/Zlt_0_1.con
\e[0;32mOK
\e[0m 0.01
26260 cic:/Coq/ZArith/Zorder/Zlt_le_succ.con
\e[0;32mOK
\e[0m 0.01
26261 cic:/Coq/ZArith/Zorder/Zlt_pred.con
\e[0;32mOK
\e[0m 0.01
26262 cic:/Coq/ZArith/Zorder/Zmult_gt_0_compat.con
\e[0;32mOK
\e[0m 0.03
26263 cic:/Coq/ZArith/Zorder/Zmult_gt_0_lt_0_reg_r.con
\e[0;32mOK
\e[0m 0.02
26264 cic:/Coq/ZArith/Zorder/Zmult_gt_0_lt_reg_r.con
\e[0;32mOK
\e[0m 0.02
26265 cic:/Coq/ZArith/Zorder/Zmult_gt_0_reg_l.con
\e[0;32mOK
\e[0m 0.02
26266 cic:/Coq/ZArith/Zorder/Zmult_le_0_compat.con
\e[0;32mOK
\e[0m 0.02
26267 cic:/Coq/ZArith/Zorder/Zmult_le_0_reg_r.con
\e[0;32mOK
\e[0m 0.02
26268 cic:/Coq/ZArith/Zorder/Zmult_le_compat_r.con
\e[0;32mOK
\e[0m 0.02
26269 cic:/Coq/ZArith/Zorder/Zmult_lt_compat_r.con
\e[0;32mOK
\e[0m 0.02
26270 cic:/Coq/ZArith/Zorder/Zplus_le_0_compat.con
\e[0;32mOK
\e[0m 0.02
26271 cic:/Coq/ZArith/Zorder/Zplus_lt_compat.con
\e[0;32mOK
\e[0m 0.02
26272 cic:/Coq/ZArith/Znumtheory/Zdivide_0.con
\e[0;32mOK
\e[0m 0.02
26273 cic:/Coq/ZArith/Znumtheory/Zdivide_factor_l.con
\e[0;32mOK
\e[0m 0.03
26274 cic:/Coq/ZArith/Znumtheory/Zdivide_factor_r.con
\e[0;32mOK
\e[0m 0.02
26275 cic:/Coq/ZArith/Znumtheory/Zdivide_minus_l.con
\e[0;32mOK
\e[0m 0.14
26276 cic:/Coq/ZArith/Znumtheory/Zdivide_mult_l.con
\e[0;32mOK
\e[0m 0.06
26277 cic:/Coq/ZArith/Znumtheory/Zdivide_mult_r.con
\e[0;32mOK
\e[0m 0.07
26278 cic:/Coq/ZArith/Znumtheory/Zdivide_opp_l.con
\e[0;32mOK
\e[0m 0.04
26279 cic:/Coq/ZArith/Znumtheory/Zdivide_opp_r.con
\e[0;32mOK
\e[0m 0.05
26280 cic:/Coq/ZArith/Znumtheory/Zdivide_plus_r.con
\e[0;32mOK
\e[0m 0.14
26281 cic:/Coq/ZArith/Znumtheory/Zdivide_refl.con
\e[0;32mOK
\e[0m 0.02
26282 cic:/Coq/ZArith/Znumtheory/Zmult_divide_compat_l.con
\e[0;32mOK
\e[0m 0.07
26283 cic:/Coq/ZArith/Znumtheory/Zone_divide.con
\e[0;32mOK
\e[0m 0.02
26284 cic:/Coq/ZArith/Znumtheory/euclid_subproof.con
\e[0;32mOK
\e[0m 0.02
26285 cic:/Coq/ZArith/Znumtheory/euclid_subproof0.con
\e[0;32mOK
\e[0m 0.02
26286 cic:/Coq/ZArith/Znumtheory/euclid_subproof2.con
\e[0;32mOK
\e[0m 0.02
26287 cic:/Coq/ZArith/Zcomplements/Zlength_correct_subproof.con
\e[0;32mOK
\e[0m 0.12
26288 cic:/Coq/ZArith/Zcomplements/two_or_two_plus_one.con
\e[0;32mOK
\e[0m 0.11
26289 cic:/Coq/ZArith/Zcompare/Zmult_compare_compat_l.con
\e[0;32mOK
\e[0m 0.03
26290 cic:/Coq/ZArith/Zbool/Zle_bool_plus_mono.con
\e[0;32mOK
\e[0m 0.02
26291 cic:/Coq/ZArith/Zbool/Zone_min_pos.con
\e[0;32mOK
\e[0m 0.01
26292 cic:/Coq/ZArith/Zabs/Zabs_triangle.con
\e[0;32mOK
\e[0m 0.04
26293 cic:/Coq/ZArith/ZArith_dec/Zlt_cotrans_neg.con
\e[0;32mOK
\e[0m 0.02
26294 cic:/Coq/ZArith/ZArith_dec/Zlt_cotrans_pos.con
\e[0;32mOK
\e[0m 0.02
26295 cic:/Coq/ZArith/Wf_Z/Z_lt_induction.con
\e[0;32mOK
\e[0m 0.02
26296 cic:/Coq/ZArith/BinInt/Zmult_minus_distr_l.con
\e[0;32mOK
\e[0m 0.02
26297 cic:/Coq/ZArith/BinInt/Zmult_succ_l_reverse.con
\e[0;32mOK
\e[0m 0.01
26298 cic:/Coq/Sets/Infinite_sets/Pigeonhole_ter.con
\e[0;32mOK
\e[0m 0.02
26299 cic:/Coq/Reals/SeqProp/approx_maj.con
\e[0;32mOK
\e[0m 0.09
26300 cic:/Coq/Reals/SeqProp/approx_min.con
\e[0;32mOK
\e[0m 0.15
26301 cic:/Coq/Reals/Rtopology/compact_EMP.con
\e[0;32mOK
\e[0m 0.04
26302 cic:/Coq/Reals/Rtopology/compact_P6.con
\e[0;32mOK
\e[0m 0.09
26303 cic:/Coq/Reals/Rtopology/compact_eqDom.con
\e[0;32mOK
\e[0m 0.02
26304 cic:/Coq/Reals/RiemannInt_SF/RiemannInt_SF.con
\e[0;32mOK
\e[0m 0.02
26305 cic:/Coq/Reals/RiemannInt_SF/StepFun_P1.con
\e[0;32mOK
\e[0m 0.03
26306 cic:/Coq/Reals/Rfunctions/GP_finite.con
\e[0;32mOK
\e[0m 0.11
26307 cic:/Coq/Reals/Rfunctions/Zpower_nat_powerRZ.con
\e[0;32mOK
\e[0m 0.03
26308 cic:/Coq/Reals/Rfunctions/Zpower_nat_powerRZ_absolu.con
\e[0;32mOK
\e[0m 0.02
26309 cic:/Coq/Reals/Rfunctions/pow_RN_plus.con
\e[0;32mOK
\e[0m 0.03
26310 cic:/Coq/Reals/Rfunctions/powerRZ_NOR.con
\e[0;32mOK
\e[0m 0.01
26311 cic:/Coq/Reals/Rbasic_fun/Rabs_no_R0.con
\e[0;32mOK
\e[0m 0.03
26312 cic:/Coq/Reals/Rbasic_fun/Rabs_triang_inv.con
\e[0;32mOK
\e[0m 0.17
26313 cic:/Coq/Reals/Ranalysis2/D_x_no_cond.con
\e[0;32mOK
\e[0m 0.03
26314 cic:/Coq/Reals/Ranalysis1/Differential_D2_rect.con
\e[0;32mOK
\e[0m 0.03
26315 cic:/Coq/Reals/Ranalysis1/Differential_ind.con
\e[0;32mOK
\e[0m 0.01
26316 cic:/Coq/Reals/Ranalysis1/Differential_rec.con
\e[0;32mOK
\e[0m 0.01
26317 cic:/Coq/Reals/Ranalysis1/cond_diff.con
\e[0;32mOK
\e[0m 0.15
26318 cic:/Coq/Reals/Ranalysis1/d2.con
\e[0;32mOK
\e[0m 0.01
26319 cic:/Coq/Reals/Ranalysis1/derivable_Rsqr.con
\e[0;32mOK
\e[0m 0.01
26320 cic:/Coq/Reals/R_sqr/Rsqr_incr_1.con
\e[0;32mOK
\e[0m 0.03
26321 cic:/Coq/Reals/RIneq/Rinv_lt_contravar.con
\e[0;32mOK
\e[0m 0.03
26322 cic:/Coq/Reals/RIneq/Rle_minus.con
\e[0;32mOK
\e[0m 0.03
26323 cic:/Coq/Reals/RIneq/Rmult_ge_0_gt_0_lt_compat.con
\e[0;32mOK
\e[0m 0.02
26324 cic:/Coq/Reals/RIneq/Rmult_ge_compat_r.con
\e[0;32mOK
\e[0m 0.02
26325 cic:/Coq/Reals/RIneq/Rmult_le_0_lt_compat.con
\e[0;32mOK
\e[0m 0.02
26326 cic:/Coq/Reals/RIneq/Ropp_0_gt_lt_contravar.con
\e[0;32mOK
\e[0m 0.03
26327 cic:/Coq/Reals/RIneq/Ropp_lt_cancel.con
\e[0;32mOK
\e[0m 0.02
26328 cic:/Coq/Reals/RIneq/Ropp_lt_contravar.con
\e[0;32mOK
\e[0m 0.01
26329 cic:/Coq/Reals/RIneq/Ropp_lt_gt_0_contravar.con
\e[0;32mOK
\e[0m 0.02
26330 cic:/Coq/Reals/RIneq/Ropp_lt_gt_contravar.con
\e[0;32mOK
\e[0m 0.02
26331 cic:/Coq/Reals/RIneq/Rplus_ge_reg_l.con
\e[0;32mOK
\e[0m 0.02
26332 cic:/Coq/Reals/RIneq/plus_IZR.con
\e[0;32mOK
\e[0m 0.03
26333 cic:/Coq/Reals/PartSum/sum_incr.con
\e[0;32mOK
\e[0m 0.14
26334 cic:/Coq/Reals/PartSum/tech3.con
\e[0;32mOK
\e[0m 0.12
26335 cic:/Coq/Reals/PartSum/tech6.con
\e[0;32mOK
\e[0m 0.04
26336 cic:/Coq/Reals/NewtonInt/NewtonInt.con
\e[0;32mOK
\e[0m 0.03
26337 cic:/Coq/Reals/NewtonInt/NewtonInt_P3.con
\e[0;32mOK
\e[0m 0.04
26338 cic:/Coq/Reals/AltSeries/CV_ALT_step0.con
\e[0;32mOK
\e[0m 0.16
26339 cic:/Coq/Reals/AltSeries/CV_ALT_step1.con
\e[0;32mOK
\e[0m 0.12
26340 cic:/Coq/IntMap/Mapsubset/MapSubset_Put.con
\e[0;32mOK
\e[0m 0.02
26341 cic:/Coq/IntMap/Mapsubset/MapSubset_Put_mono.con
\e[0;32mOK
\e[0m 0.03
26342 cic:/Coq/IntMap/Maplists/ad_in_elems_in_list.con
\e[0;32mOK
\e[0m 0.03
26343 cic:/Coq/IntMap/Mapiter/Map_of_alist_of_Map.con
\e[0;32mOK
\e[0m 0.02
26344 cic:/Coq/IntMap/Mapiter/alist_of_Map_of_alist.con
\e[0;32mOK
\e[0m 0.02
26345 cic:/Coq/IntMap/Mapfold/MapFold_ext.con
\e[0;32mOK
\e[0m 0.07
26346 cic:/Coq/IntMap/Mapaxioms/MapPut_behind_ext.con
\e[0;32mOK
\e[0m 0.04
26347 cic:/Coq/IntMap/Map/MapDelta_semantics_1.con
\e[0;32mOK
\e[0m 0.05
26348 cic:/Coq/IntMap/Map/MapDelta_semantics_2.con
\e[0;32mOK
\e[0m 0.05
26349 cic:/Coq/IntMap/Map/MapDelta_semantics_3.con
\e[0;32mOK
\e[0m 0.04
26350 cic:/Coq/IntMap/Map/MapMerge_semantics.con
\e[0;32mOK
\e[0m 0.22
26351 cic:/Coq/IntMap/Fset/in_dom_put_behind.con
\e[0;32mOK
\e[0m 0.07
26352 cic:/CoRN/tactics/csetoid_rewrite/replacement_lemma.con
\e[0;32mOK
\e[0m 0.07
26353 cic:/CoRN/model/structures/Zsec/a_very_specific_lemma2.con
\e[0;32mOK
\e[0m 1.30
26354 cic:/CoRN/model/structures/Zsec/a_very_specific_lemma4.con
\e[0;32mOK
\e[0m 9.36
26355 cic:/CoRN/model/structures/Qsec/QZERO_right.con
\e[0;32mOK
\e[0m 0.05
26356 cic:/CoRN/model/structures/Qsec/Qmult_assoc.con
\e[0;32mOK
\e[0m 0.15
26357 cic:/CoRN/model/structures/Qsec/Qmult_plus_distr_r.con
\e[0;32mOK
\e[0m 1.44
26358 cic:/CoRN/model/structures/Qsec/Qmult_simpl.con
\e[0;32mOK
\e[0m 0.12
26359 cic:/CoRN/model/structures/Qsec/Qmult_sym.con
\e[0;32mOK
\e[0m 0.08
26360 cic:/CoRN/model/structures/Qsec/Qplus_inverse_r.con
\e[0;32mOK
\e[0m 0.05
26361 cic:/CoRN/model/structures/Qsec/Qplus_is_commut0.con
\e[0;32mOK
\e[0m 0.40
26362 cic:/CoRN/model/structures/Qsec/Qplus_sym.con
\e[0;32mOK
\e[0m 0.35
26363 cic:/CoRN/model/structures/Qsec/ZEROQ_as_lft_unit0.con
\e[0;32mOK
\e[0m 0.04
26364 cic:/CoRN/model/structures/Qsec/ZEROQ_as_rht_unit0.con
\e[0;32mOK
\e[0m 0.04
26365 cic:/CoRN/model/structures/Qsec/injz_plus.con
\e[0;32mOK
\e[0m 0.17
26366 cic:/CoRN/model/setoids/Nsetoid/on.con
\e[0;32mOK
\e[0m 44.18
26367 cic:/CoRN/model/setoids/Nsetoid/plus1.con
\e[0;32mOK
\e[0m 0.02
26368 cic:/CoRN/model/monoids/twoelemmonoid/M1_is_CMonoid.con
\e[0;32mOK
\e[0m 0.02
26369 cic:/CoRN/model/monoids/twoelemmonoid/M2_is_CMonoid.con
\e[0;32mOK
\e[0m 0.01
26370 cic:/CoRN/model/monoids/twoelemmonoid/two_element_CMonoids.con
\e[0;32mOK
\e[0m 0.15
26371 cic:/CoRN/model/monoids/Zmonoid/Z_is_CMonoid.con
\e[0;32mOK
\e[0m 0.02
26372 cic:/CoRN/model/monoids/Zmonoid/Z_mul_is_CMonoid.con
\e[0;32mOK
\e[0m 0.02
26373 cic:/CoRN/model/monoids/Zmonoid/is_unit_Z_0.con
\e[0;32mOK
\e[0m 0.02
26374 cic:/CoRN/model/monoids/Nmonoid/Nmult_is_CMonoid.con
\e[0;32mOK
\e[0m 0.02
26375 cic:/CoRN/model/monoids/Nmonoid/nat_is_CMonoid.con
\e[0;32mOK
\e[0m 0.02
26376 cic:/CoRN/model/Zmod/ZMod/Zmodeq_mult_elim_rht.con
\e[0;32mOK
\e[0m 0.06
26377 cic:/CoRN/model/Zmod/ZBasics/Zlt_asymmetric.con
\e[0;32mOK
\e[0m 0.06
26378 cic:/CoRN/model/Zmod/ZBasics/Zsgn_neg.con
\e[0;32mOK
\e[0m 0.02
26379 cic:/CoRN/model/Zmod/ZBasics/Zsgn_pos.con
\e[0;32mOK
\e[0m 0.02
26380 cic:/CoRN/metrics/CPMSTheory/re_co_do.con
\e[0;32mOK
\e[0m 0.03
26381 cic:/CoRN/devel/loeb/per/csetfun/comp_as_bin_op.con
\e[0;32mOK
\e[0m 0.14
26382 cic:/CoRN/devel/loeb/IDA/Ch6_inv/C_0_n_subproof11.con
\e[0;32mOK
\e[0m 0.21
26383 cic:/CoRN/devel/loeb/IDA/Ch6_inv/C_0_n_subproof12.con
\e[0;32mOK
\e[0m 0.20
26384 cic:/CoRN/devel/loeb/IDA/Ch6_inv/C_0_n_subproof3.con
\e[0;32mOK
\e[0m 0.03
26385 cic:/CoRN/devel/loeb/IDA/Ch6_inv/C_0_n_subproof4.con
\e[0;32mOK
\e[0m 0.03
26386 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof1.con
\e[0;32mOK
\e[0m 0.15
26387 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof13.con
\e[0;32mOK
\e[0m 0.22
26388 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof14.con
\e[0;32mOK
\e[0m 0.27
26389 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof15.con
\e[0;32mOK
\e[0m 0.27
26390 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof16.con
\e[0;32mOK
\e[0m 0.45
26391 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof22.con
\e[0;32mOK
\e[0m 0.12
26392 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof34.con
\e[0;32mOK
\e[0m 0.23
26393 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof40.con
\e[0;32mOK
\e[0m 0.29
26394 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof42.con
\e[0;32mOK
\e[0m 0.28
26395 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof47.con
\e[0;32mOK
\e[0m 0.24
26396 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof48.con
\e[0;32mOK
\e[0m 0.28
26397 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof6.con
\e[0;32mOK
\e[0m 0.26
26398 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/power_C_plus_subproof3.con
\e[0;32mOK
\e[0m 0.08
26399 cic:/CoRN/devel/loeb/IDA/Ch6/Astar_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.03
26400 cic:/CoRN/devel/loeb/IDA/Ch6/M1_is_CMonoid.con
\e[0;32mOK
\e[0m 0.02
26401 cic:/CoRN/devel/loeb/IDA/Ch6/M2_is_CMonoid.con
\e[0;32mOK
\e[0m 0.02
26402 cic:/CoRN/devel/loeb/IDA/Ch6/dprod_strext.con
\e[0;32mOK
\e[0m 0.18
26403 cic:/CoRN/devel/loeb/IDA/Ch6/is_unit_Z_0.con
\e[0;32mOK
\e[0m 0.02
26404 cic:/CoRN/devel/loeb/IDA/Ch6/nil_is_lft_unit.con
\e[0;32mOK
\e[0m 0.02
26405 cic:/CoRN/devel/loeb/IDA/Ch6/nil_is_rht_unit.con
\e[0;32mOK
\e[0m 0.02
26406 cic:/CoRN/devel/loeb/IDA/Ch6/on.con
\e[0;32mOK
\e[0m 44.06
26407 cic:/CoRN/devel/loeb/IDA/Ch6/plus1.con
\e[0;32mOK
\e[0m 0.03
26408 cic:/CoRN/devel/loeb/IDA/Ch6/two_element_CMonoids.con
\e[0;32mOK
\e[0m 0.14
26409 cic:/CoRN/devel/loeb/IDA/Ch6/unique_unit.con
\e[0;32mOK
\e[0m 0.05
26410 cic:/CoRN/algebra/CSetoids/Build_SubCSetoid_bin_op.con
\e[0;32mOK
\e[0m 0.02
26411 cic:/CoRN/algebra/CSetoids/Build_SubCSetoid_un_op.con
\e[0;32mOK
\e[0m 0.01
26412 cic:/CoRN/algebra/CSetoids/bin_op_is_wd_un_op_lft.con
\e[0;32mOK
\e[0m 0.02
26413 cic:/CoRN/algebra/CSetoids/bin_op_is_wd_un_op_rht.con
\e[0;32mOK
\e[0m 0.03
26414 cic:/CoRN/algebra/CSetoids/proper_caseZ_diff_CS_subproof.con
\e[0;32mOK
\e[0m 0.15
26415 cic:/CoRN/algebra/CSetoids/proper_caseZ_diff_CS_subproof0.con
\e[0;32mOK
\e[0m 0.13
26416 cic:/CoRN/algebra/CSetoidInc/included_FComp'.con
\e[0;32mOK
\e[0m 0.04
26417 cic:/CoRN/algebra/CSetoidInc/included_FComp.con
\e[0;32mOK
\e[0m 0.02
26418 cic:/CoRN/algebra/CSetoidFun/comp_as_bin_op.con
\e[0;32mOK
\e[0m 0.13
26419 cic:/CoRN/algebra/CSetoidFun/inv_strext.con
\e[0;32mOK
\e[0m 0.08
26420 cic:/CoRN/algebra/CSemiGroups/Astar_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.03
26421 cic:/CoRN/algebra/CSemiGroups/cs_unique_unit.con
\e[0;32mOK
\e[0m 0.06
26422 cic:/CoRN/algebra/CSemiGroups/dprod_strext.con
\e[0;32mOK
\e[0m 0.20
26423 cic:/CoRN/algebra/CSemiGroups/part_function_plus_strext.con
\e[0;32mOK
\e[0m 0.10
26424 cic:/CoRN/algebra/CSemiGroups/plus_assoc.con
\e[0;32mOK
\e[0m 0.01
26425 cic:/CoRN/algebra/CMonoids/CMonoid.ind
\e[0;32mOK
\e[0m 0.36
26426 cic:/CoRN/algebra/CMonoids/is_CMonoid_rect.con
\e[0;32mOK
\e[0m 0.02
26427 cic:/CoRN/algebra/CMonoids/lunit.con
\e[0;32mOK
\e[0m 0.02
26428 cic:/CoRN/algebra/CMonoids/nil_is_lft_unit.con
\e[0;32mOK
\e[0m 0.03
26429 cic:/CoRN/algebra/CMonoids/nil_is_rht_unit.con
\e[0;32mOK
\e[0m 0.02
26430 cic:/CoRN/algebra/CMonoids/runit.con
\e[0;32mOK
\e[0m 0.02
26431 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof19.con
\e[0;32mOK
\e[0m 0.15
26432 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof20.con
\e[0;32mOK
\e[0m 0.14
26433 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof5.con
\e[0;32mOK
\e[0m 0.03
26434 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof6.con
\e[0;32mOK
\e[0m 0.03
26435 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof1.con
\e[0;32mOK
\e[0m 0.15
26436 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof13.con
\e[0;32mOK
\e[0m 0.22
26437 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof14.con
\e[0;32mOK
\e[0m 0.26
26438 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof15.con
\e[0;32mOK
\e[0m 0.27
26439 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof16.con
\e[0;32mOK
\e[0m 0.27
26440 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof22.con
\e[0;32mOK
\e[0m 0.14
26441 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof34.con
\e[0;32mOK
\e[0m 0.23
26442 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof40.con
\e[0;32mOK
\e[0m 0.29
26443 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof42.con
\e[0;32mOK
\e[0m 0.29
26444 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof47.con
\e[0;32mOK
\e[0m 0.24
26445 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof48.con
\e[0;32mOK
\e[0m 0.29
26446 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof6.con
\e[0;32mOK
\e[0m 0.26
26447 cic:/CoRN/algebra/CMonoidCyc/power_C_plus_subproof3.con
\e[0;32mOK
\e[0m 0.08
26448 cic:/CoRN/algebra/CLogic/Cdiff_Z_ind_subproof.con
\e[0;32mOK
\e[0m 0.03
26449 cic:/CoRN/algebra/CLogic/Zmult_Sm_Sn.con
\e[0;32mOK
\e[0m 0.28
26450 cic:/CoRN/algebra/CLogic/Zsgn_5.con
\e[0;32mOK
\e[0m 0.10
26451 cic:/CoRN/algebra/CAbGroups/plus_fun.con
\e[0;32mOK
\e[0m 0.02
26452 cic:/CoRN/algebra/Basics/Zlt_reg_mult_l.con
\e[0;32mOK
\e[0m 0.02
26453 cic:/CoRN/algebra/Basics/Zmult_minus_distr_r.con
\e[0;32mOK
\e[0m 0.02
26454 cic:/CoRN/algebra/Basics/diff_Z_ind_subproof.con
\e[0;32mOK
\e[0m 0.03
26455 cic:/CoRN/algebra/Basics/proper_caseZ_diff_subproof.con
\e[0;32mOK
\e[0m 0.14
26456 cic:/CoRN/algebra/Basics/proper_caseZ_diff_subproof0.con
\e[0;32mOK
\e[0m 0.13
26457 cic:/Cachan/SMC/quant/BDDreplacel.con
\e[0;32mOK
\e[0m 0.03
26458 cic:/Cachan/SMC/myMap/MapPut3_semantics.con
\e[0;32mOK
\e[0m 0.18
26459 cic:/Cachan/SMC/mu/be_iter.con
\e[0;32mOK
\e[0m 0.02
26460 cic:/Cachan/SMC/mu/be_iter2n.con
\e[0;32mOK
\e[0m 0.01
26461 cic:/Cachan/SMC/mu/card_imagef1'orf2'lemma.con
\e[0;32mOK
\e[0m 0.02
26462 cic:/Cachan/SMC/mu/mu_eval.con
\e[0;32mOK
\e[0m 0.02
26463 cic:/Cachan/SMC/mu/var_env'_to_var_env''_lemma1.con
\e[0;32mOK
\e[0m 0.17
26464 cic:/Cachan/SMC/mu/var_env'_to_var_env''_lemma2.con
\e[0;32mOK
\e[0m 0.16
26465 cic:/Cachan/SMC/gc/add_used_nodes_1_lemma_2.con
\e[0;32mOK
\e[0m 0.66
26466 cic:/Cachan/SMC/gc/add_used_nodes_lemma_1.con
\e[0;32mOK
\e[0m 0.02
26467 cic:/Cachan/SMC/config/BDDorm_put_OK.con
\e[0;32mOK
\e[0m 3.36
26468 cic:/Cachan/SMC/config/BDDum_put_OK.con
\e[0;32mOK
\e[0m 3.12
26469 cic:/Cachan/SMC/config/BDDvar_independent_1.con
\e[0;32mOK
\e[0m 0.09
26470 cic:/Cachan/SMC/config/bool_fun_of_BDD_int.con
\e[0;32mOK
\e[0m 0.04
26471 cic:/Cachan/SMC/config/node_preserved_bs_bool_fun_1.con
\e[0;32mOK
\e[0m 0.10
26472 cic:/Cachan/SMC/config/node_preserved_bs_trans.con
\e[0;32mOK
\e[0m 0.03
26473 cic:/Cachan/SMC/config/nodes_preserved_bs_bool_fun_1.con
\e[0;32mOK
\e[0m 0.10
26474 cic:/Cachan/SMC/config/used_node'_OK_bs.con
\e[0;32mOK
\e[0m 0.02
26475 cic:/Cachan/SMC/config/used_node_OK_bs.con
\e[0;32mOK
\e[0m 0.02
26476 cic:/Cachan/SMC/config/used_nodes_preserved_used_node.con
\e[0;32mOK
\e[0m 0.05
26477 cic:/Cachan/SMC/alloc/BDDallocGet.con
\e[0;32mOK
\e[0m 0.02
26478 cic:/Cachan/SMC/alloc/BDDalloc_one.con
\e[0;32mOK
\e[0m 0.13
26479 cic:/Cachan/SMC/alloc/BDDalloc_preserves_nodes.con
\e[0;32mOK
\e[0m 0.05
26480 cic:/Cachan/SMC/alloc/BDDalloc_zero.con
\e[0;32mOK
\e[0m 0.12
26481 cic:/Suresnes/MiniC/MiniC/CSemantics/denc_program.con
\e[0;31mFAIL
\e[0m
26482 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Result_Ordered.con
\e[0;32mOK
\e[0m 0.05
26483 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/And_BDT.con
\e[0;32mOK
\e[0m 0.04
26484 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Or_BDT.con
\e[0;32mOK
\e[0m 0.03
26485 cic:/Sophia-Antipolis/geometry/parallelisme_concours/alignes_droite2.con
\e[0;32mOK
\e[0m 0.03
26486 cic:/Sophia-Antipolis/geometry/alignement/non_alignes_permute.con
\e[0;32mOK
\e[0m 0.02
26487 cic:/Sophia-Antipolis/Rsa/Divides/L_Euclides.con
\e[0;32mOK
\e[0m 0.04
26488 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/remaining.con
\e[0;31mFAIL
\e[0m
26489 cic:/Sophia-Antipolis/MATHS/GROUPS/g1/Ex5.con
\e[0;32mOK
\e[0m 0.02
26490 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/lemma10.var
\e[0;32mOK
\e[0m 0.48
26491 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/construction9_2/lemma11.var
\e[0;32mOK
\e[0m 0.47
26492 cic:/Sophia-Antipolis/MATHS/DOMAINS/triple/Triples_are_enough.con
\e[0;32mOK
\e[0m 0.05
26493 cic:/Sophia-Antipolis/MATHS/DOMAINS/newfil/Pairs_are_enough.con
\e[0;32mOK
\e[0m 0.04
26494 cic:/Sophia-Antipolis/MATHS/DOMAINS/alpo/Corollary1_1.con
\e[0;32mOK
\e[0m 0.09
26495 cic:/Sophia-Antipolis/Huffman/Build/build_same_weight_tree.con
\e[0;32mOK
\e[0m 0.03
26496 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_prop_bounded_proof_1_Out.con
\e[0;31mFAIL
\e[0m
26497 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_uni.con
\e[0;31mFAIL
\e[0m
26498 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Powerset_th6.con
\e[0;31mFAIL
\e[0m
26499 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_prop_bounded_proof_1_Out.con
\e[0;31mFAIL
\e[0m
26500 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Second_has_geq_2_elements.con
\e[0;31mFAIL
\e[0m
26501 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4_proof/ut4contra/step7.var
\e[0;31mFAIL
\e[0m
26502 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/step3_2.var
\e[0;31mFAIL
\e[0m
26503 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction2/step2_4.var
\e[0;31mFAIL
\e[0m
26504 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/step7.var
\e[0;31mFAIL
\e[0m
26505 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_proof/step3.var
\e[0;31mFAIL
\e[0m
26506 cic:/Sophia-Antipolis/Float/Zenum/mZlist_aux_correct.con
\e[0;32mOK
\e[0m 0.03
26507 cic:/Sophia-Antipolis/Float/Zdivides/Zeq_mult_simpl_subproof.con
\e[0;32mOK
\e[0m 0.05
26508 cic:/Sophia-Antipolis/Float/Zdivides/Zeq_mult_simpl_subproof0.con
\e[0;32mOK
\e[0m 0.04
26509 cic:/Sophia-Antipolis/Float/Zdivides/ZquotientPos_subproof1.con
\e[0;32mOK
\e[0m 0.04
26510 cic:/Sophia-Antipolis/Float/Power/Rpow_eq_inv_subproof.con
\e[0;32mOK
\e[0m 0.05
26511 cic:/Sophia-Antipolis/Float/Paux/PdivBound_correct1.con
\e[0;32mOK
\e[0m 0.07
26512 cic:/Sophia-Antipolis/Float/Paux/PdivBound_correct2.con
\e[0;32mOK
\e[0m 0.06
26513 cic:/Sophia-Antipolis/Float/Paux/PdivBound_correct4.con
\e[0;32mOK
\e[0m 0.03
26514 cic:/Sophia-Antipolis/Float/MSB/Fexp_le_MSB_subproof0.con
\e[0;32mOK
\e[0m 0.04
26515 cic:/Sophia-Antipolis/Float/MSB/maxDivSimplAux_subproof.con
\e[0;32mOK
\e[0m 0.11
26516 cic:/Sophia-Antipolis/Float/Fop/Fopp_Fminus.con
\e[0;32mOK
\e[0m 0.19
26517 cic:/Sophia-Antipolis/Float/Fop/Fopp_Fminus_dist.con
\e[0;32mOK
\e[0m 0.25
26518 cic:/Sophia-Antipolis/Float/Fop/minusSameExp.con
\e[0;32mOK
\e[0m 0.11
26519 cic:/Sophia-Antipolis/Float/Fodd/EvenExp.con
\e[0;32mOK
\e[0m 0.03
26520 cic:/Sophia-Antipolis/Float/Fodd/FevenFop.con
\e[0;32mOK
\e[0m 0.02
26521 cic:/Sophia-Antipolis/Float/Fodd/FoddFop.con
\e[0;32mOK
\e[0m 0.01
26522 cic:/Sophia-Antipolis/Float/Fodd/OddEvenDec.con
\e[0;32mOK
\e[0m 0.03
26523 cic:/Sophia-Antipolis/Float/Fodd/OddExp.con
\e[0;32mOK
\e[0m 0.02
26524 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicLePos_subproof.con
\e[0;32mOK
\e[0m 0.06
26525 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicLtPos_subproof.con
\e[0;32mOK
\e[0m 0.06
26526 cic:/Sophia-Antipolis/Float/Fnorm/Fnormalize_Fopp_subproof.con
\e[0;32mOK
\e[0m 0.04
26527 cic:/Sophia-Antipolis/Float/Fnorm/FsubnormalUnique_subproof.con
\e[0;32mOK
\e[0m 0.08
26528 cic:/Sophia-Antipolis/Float/Fnorm/boundedNorMinGivesExp_subproof.con
\e[0;32mOK
\e[0m 0.10
26529 cic:/Sophia-Antipolis/Float/Float/FdigitEq_subproof0.con
\e[0;32mOK
\e[0m 0.06
26530 cic:/Sophia-Antipolis/Float/Float/FdigitEq_subproof2.con
\e[0;32mOK
\e[0m 0.06
26531 cic:/Sophia-Antipolis/Float/Float/FshiftAdd.con
\e[0;32mOK
\e[0m 0.04
26532 cic:/Sophia-Antipolis/Float/Float/FshiftO.con
\e[0;32mOK
\e[0m 0.01
26533 cic:/Sophia-Antipolis/Float/Faux/Int_part_IZR_subproof.con
\e[0;32mOK
\e[0m 0.03
26534 cic:/Sophia-Antipolis/Float/Faux/Rle_Rinv.con
\e[0;32mOK
\e[0m 0.02
26535 cic:/Sophia-Antipolis/Float/Faux/Zabs_Zs_subproof.con
\e[0;32mOK
\e[0m 0.04
26536 cic:/Sophia-Antipolis/Float/Faux/Zle_Zpred_Zlt.con
\e[0;32mOK
\e[0m 0.01
26537 cic:/Sophia-Antipolis/Float/Faux/Zle_Zpred_inv.con
\e[0;32mOK
\e[0m 0.01
26538 cic:/Sophia-Antipolis/Float/Faux/Zle_next.con
\e[0;32mOK
\e[0m 0.02
26539 cic:/Sophia-Antipolis/Float/Faux/Zlt_ZERO_Zle_ONE.con
\e[0;32mOK
\e[0m 0.02
26540 cic:/Sophia-Antipolis/Float/Faux/Zlt_next.con
\e[0;32mOK
\e[0m 0.01
26541 cic:/Sophia-Antipolis/Float/FSucc/FBoundedSuc_subproof.con
\e[0;32mOK
\e[0m 0.07
26542 cic:/Sophia-Antipolis/Float/FSucc/FSuccNormNegNotNormMin_subproof0.con
\e[0;32mOK
\e[0m 0.07
26543 cic:/Sophia-Antipolis/Float/FPred/FPredFopFSucc_subproof0.con
\e[0;32mOK
\e[0m 0.06
26544 cic:/Sophia-Antipolis/Float/Digit/digitAuxLess.con
\e[0;32mOK
\e[0m 0.05
26545 cic:/Sophia-Antipolis/Float/Digit/digit_minus1_subproof0.con
\e[0;32mOK
\e[0m 0.03
26546 cic:/Sophia-Antipolis/Buchberger/Pspoly/SpolyQ_ind.con
\e[0;32mOK
\e[0m 0.02
26547 cic:/Sophia-Antipolis/Buchberger/Pspoly/SpolyQ_rec.con
\e[0;32mOK
\e[0m 0.01
26548 cic:/Sophia-Antipolis/Buchberger/Pspoly/spoly_is_minus.con
\e[0;32mOK
\e[0m 2.04
26549 cic:/Sophia-Antipolis/Buchberger/Pspoly/spolyf_def.con
\e[0;32mOK
\e[0m 0.21
26550 cic:/Sophia-Antipolis/Buchberger/Pspminus/eqTerm_spminusf_com.con
\e[0;32mOK
\e[0m 0.14
26551 cic:/Sophia-Antipolis/Buchberger/Pspminus/eqptail_spminusf_com.con
\e[0;32mOK
\e[0m 0.13
26552 cic:/Sophia-Antipolis/Buchberger/Pspminus/spminusf_extend.con
\e[0;32mOK
\e[0m 1.30
26553 cic:/Sophia-Antipolis/Buchberger/Pspminus/spminusf_multTerm.con
\e[0;32mOK
\e[0m 0.34
26554 cic:/Sophia-Antipolis/Buchberger/Preduce/reduce_in_pO.con
\e[0;32mOK
\e[0m 0.47
26555 cic:/Sophia-Antipolis/Buchberger/Pplus/canonical_pluspf.con
\e[0;32mOK
\e[0m 0.06
26556 cic:/Sophia-Antipolis/Buchberger/Pminus/canonical_minusP.con
\e[0;32mOK
\e[0m 0.11
26557 cic:/Sophia-Antipolis/Buchberger/Pcomb/CombLinear_id.con
\e[0;32mOK
\e[0m 0.05
26558 cic:/Sophia-Antipolis/Buchberger/Pcomb/ConfluentReduce_ind.con
\e[0;32mOK
\e[0m 0.02
26559 cic:/Sophia-Antipolis/Buchberger/Pcomb/ConfluentReduce_rec.con
\e[0;32mOK
\e[0m 0.02
26560 cic:/Sophia-Antipolis/Bertrand/Prime/max_div.con
\e[0;32mOK
\e[0m 0.02
26561 cic:/Sophia-Antipolis/Bertrand/PowerDiv/div_dirac_power_div.con
\e[0;32mOK
\e[0m 0.11
26562 cic:/Sophia-Antipolis/Bertrand/PowerDiv/power_div_inv.con
\e[0;32mOK
\e[0m 0.04
26563 cic:/Sophia-Antipolis/Bertrand/PowerBinomial/binomial_odd.con
\e[0;32mOK
\e[0m 0.32
26564 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof.con
\e[0;32mOK
\e[0m 0.03
26565 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof0.con
\e[0;32mOK
\e[0m 0.02
26566 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof1.con
\e[0;32mOK
\e[0m 0.02
26567 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof13.con
\e[0;32mOK
\e[0m 0.03
26568 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof17.con
\e[0;32mOK
\e[0m 0.03
26569 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof3.con
\e[0;32mOK
\e[0m 0.03
26570 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof4.con
\e[0;32mOK
\e[0m 0.03
26571 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof5.con
\e[0;32mOK
\e[0m 0.02
26572 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof7.con
\e[0;32mOK
\e[0m 0.03
26573 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_12_subproof.con
\e[0;32mOK
\e[0m 0.14
26574 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_6_subproof3.con
\e[0;32mOK
\e[0m 0.43
26575 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_7_subproof0.con
\e[0;32mOK
\e[0m 0.43
26576 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof.con
\e[0;32mOK
\e[0m 0.20
26577 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof105.con
\e[0;32mOK
\e[0m 0.21
26578 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof14.con
\e[0;32mOK
\e[0m 0.22
26579 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof47.con
\e[0;32mOK
\e[0m 0.21
26580 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof5.con
\e[0;32mOK
\e[0m 0.21
26581 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof54.con
\e[0;32mOK
\e[0m 0.20
26582 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof58.con
\e[0;32mOK
\e[0m 0.29
26583 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof78.con
\e[0;32mOK
\e[0m 0.05
26584 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof80.con
\e[0;32mOK
\e[0m 0.05
26585 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof99.con
\e[0;32mOK
\e[0m 0.41
26586 cic:/Sophia-Antipolis/Bertrand/Gcd/L_Euclides.con
\e[0;32mOK
\e[0m 0.06
26587 cic:/Sophia-Antipolis/Bertrand/Binomial/binomial_mono.con
\e[0;32mOK
\e[0m 0.03
26588 cic:/Sophia-Antipolis/Bertrand/Binomial/binomial_odd.con
\e[0;32mOK
\e[0m 0.28
26589 cic:/Sophia-Antipolis/Algebra/Subcat/Subcategory_def/i.var
\e[0;31mFAIL
\e[0m
26590 cic:/Sophia-Antipolis/Algebra/Sets/Id_unit_l.con
\e[0;31mFAIL
\e[0m
26591 cic:/Sophia-Antipolis/Algebra/Sets/Id_unit_r.con
\e[0;31mFAIL
\e[0m
26592 cic:/Sophia-Antipolis/Algebra/Sets/comp_injective.con
\e[0;31mFAIL
\e[0m
26593 cic:/Sophia-Antipolis/Algebra/Sets/comp_map_assoc.con
\e[0;31mFAIL
\e[0m
26594 cic:/Sophia-Antipolis/Algebra/Sets/comp_map_comp.con
\e[0;31mFAIL
\e[0m
26595 cic:/Sophia-Antipolis/Algebra/Sets/comp_surjective.con
\e[0;31mFAIL
\e[0m
26596 cic:/Sophia-Antipolis/Algebra/Parts3/invimage_comp.con
\e[0;31mFAIL
\e[0m
26597 cic:/Sophia-Antipolis/Algebra/Parts3/invimage_image_invimage.con
\e[0;31mFAIL
\e[0m
26598 cic:/Sophia-Antipolis/Algebra/Parts2/compl_comp.con
\e[0;31mFAIL
\e[0m
26599 cic:/Sophia-Antipolis/Algebra/Parts2/compl_comp_rev.con
\e[0;31mFAIL
\e[0m
26600 cic:/Sophia-Antipolis/Algebra/Parts2/compl_compl.con
\e[0;31mFAIL
\e[0m
26601 cic:/Sophia-Antipolis/Algebra/Parts2/compl_in.con
\e[0;31mFAIL
\e[0m
26602 cic:/Sophia-Antipolis/Algebra/Parts2/compl_included.con
\e[0;31mFAIL
\e[0m
26603 cic:/Sophia-Antipolis/Algebra/Parts2/compl_not_compl.con
\e[0;31mFAIL
\e[0m
26604 cic:/Sophia-Antipolis/Algebra/Parts2/compl_not_in.con
\e[0;31mFAIL
\e[0m
26605 cic:/Sophia-Antipolis/Algebra/Parts2/image_comp.con
\e[0;31mFAIL
\e[0m
26606 cic:/Sophia-Antipolis/Algebra/Parts2/in_compl.con
\e[0;31mFAIL
\e[0m
26607 cic:/Sophia-Antipolis/Algebra/Parts2/not_in_compl.con
\e[0;31mFAIL
\e[0m
26608 cic:/Sophia-Antipolis/Algebra/Parts2/surj_part_image.con
\e[0;31mFAIL
\e[0m
26609 cic:/Sophia-Antipolis/Algebra/Parts2/surj_set_image.con
\e[0;31mFAIL
\e[0m
26610 cic:/Sophia-Antipolis/Algebra/Parts/full_set_full.con
\e[0;31mFAIL
\e[0m
26611 cic:/Sophia-Antipolis/Algebra/Parts/id_map_parts_equal_prop.con
\e[0;31mFAIL
\e[0m
26612 cic:/Sophia-Antipolis/Algebra/Parts/set_full_set.con
\e[0;31mFAIL
\e[0m
26613 cic:/Sophia-Antipolis/Algebra/Parts/union_part_included.con
\e[0;31mFAIL
\e[0m
26614 cic:/Sophia-Antipolis/Algebra/Parts/union_part_upper_bound.con
\e[0;31mFAIL
\e[0m
26615 cic:/Sophia-Antipolis/Algebra/Parts/Part_set_greater/invX.var
\e[0;31mFAIL
\e[0m
26616 cic:/Sophia-Antipolis/Algebra/Fpart2/diff_not_in.con
\e[0;31mFAIL
\e[0m
26617 cic:/Sophia-Antipolis/Algebra/Fpart2/disjoint_comp.con
\e[0;31mFAIL
\e[0m
26618 cic:/Sophia-Antipolis/Algebra/Fpart2/disjoint_diff.con
\e[0;31mFAIL
\e[0m
26619 cic:/Sophia-Antipolis/Algebra/Fpart2/disjoint_inclus.con
\e[0;31mFAIL
\e[0m
26620 cic:/Sophia-Antipolis/Algebra/Fpart2/disjoint_not_in_r.con
\e[0;31mFAIL
\e[0m
26621 cic:/Sophia-Antipolis/Algebra/Fpart2/empty_diff.con
\e[0;31mFAIL
\e[0m
26622 cic:/Sophia-Antipolis/Algebra/Fpart2/empty_inter.con
\e[0;31mFAIL
\e[0m
26623 cic:/Sophia-Antipolis/Algebra/Fpart2/included_add_part.con
\e[0;31mFAIL
\e[0m
26624 cic:/Sophia-Antipolis/Algebra/Fpart2/inter_add_part.con
\e[0;31mFAIL
\e[0m
26625 cic:/Sophia-Antipolis/Algebra/Fpart2/inter_add_part_not_in.con
\e[0;31mFAIL
\e[0m
26626 cic:/Sophia-Antipolis/Algebra/Fpart2/inter_not_in.con
\e[0;31mFAIL
\e[0m
26627 cic:/Sophia-Antipolis/Algebra/Fpart2/union_diff.con
\e[0;31mFAIL
\e[0m
26628 cic:/Sophia-Antipolis/Algebra/Fpart/add_in.con
\e[0;31mFAIL
\e[0m
26629 cic:/Sophia-Antipolis/Algebra/Fpart/add_minus.con
\e[0;31mFAIL
\e[0m
26630 cic:/Sophia-Antipolis/Algebra/Fpart/add_part_com.con
\e[0;31mFAIL
\e[0m
26631 cic:/Sophia-Antipolis/Algebra/Fpart/add_part_comp.con
\e[0;31mFAIL
\e[0m
26632 cic:/Sophia-Antipolis/Algebra/Fpart/add_part_in.con
\e[0;31mFAIL
\e[0m
26633 cic:/Sophia-Antipolis/Algebra/Fpart/add_part_in_el_diff.con
\e[0;31mFAIL
\e[0m
26634 cic:/Sophia-Antipolis/Algebra/Fpart/add_part_in_el_not_in.con
\e[0;31mFAIL
\e[0m
26635 cic:/Sophia-Antipolis/Algebra/Fpart/add_part_simpl.con
\e[0;31mFAIL
\e[0m
26636 cic:/Sophia-Antipolis/Algebra/Fpart/cardinal.ind
\e[0;31mFAIL
\e[0m
26637 cic:/Sophia-Antipolis/Algebra/Fpart/minus_add.con
\e[0;31mFAIL
\e[0m
26638 cic:/Sophia-Antipolis/Algebra/Fpart/minus_not_in.con
\e[0;31mFAIL
\e[0m
26639 cic:/Sophia-Antipolis/Algebra/Fpart/minus_part_com.con
\e[0;31mFAIL
\e[0m
26640 cic:/Sophia-Antipolis/Algebra/Fpart/minus_part_comp.con
\e[0;31mFAIL
\e[0m
26641 cic:/Sophia-Antipolis/Algebra/Fpart/minus_part_not_in.con
\e[0;31mFAIL
\e[0m
26642 cic:/Sophia-Antipolis/Algebra/Fpart/minus_trans_not_in.con
\e[0;31mFAIL
\e[0m
26643 cic:/Sophia-Antipolis/Algebra/Fpart/single_add.con
\e[0;31mFAIL
\e[0m
26644 cic:/Sophia-Antipolis/Algebra/Categories/Hom.con
\e[0;31mFAIL
\e[0m
26645 cic:/Sophia-Antipolis/Algebra/Categories/category_ind.con
\e[0;31mFAIL
\e[0m
26646 cic:/Sophia-Antipolis/Algebra/Categories/category_rec.con
\e[0;31mFAIL
\e[0m
26647 cic:/Sophia-Antipolis/Algebra/Categories/Category_def/Full_subcat_def/i.var
\e[0;31mFAIL
\e[0m
26648 cic:/Sophia-Antipolis/Algebra/Cartesian/map_proj1.con
\e[0;31mFAIL
\e[0m
26649 cic:/Sophia-Antipolis/Algebra/Cartesian/map_proj2.con
\e[0;31mFAIL
\e[0m
26650 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Bernstein/h.var
\e[0;31mFAIL
\e[0m
26651 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Bernstein/partial_section.var
\e[0;31mFAIL
\e[0m
26652 cic:/Rocq/TreeAutomata/union_correct/MapMerge_ref_ok_invar.con
\e[0;32mOK
\e[0m 0.11
26653 cic:/Rocq/TreeAutomata/union/new_state_ins_d.con
\e[0;31mFAIL
\e[0m
26654 cic:/Rocq/TreeAutomata/union/new_state_ins_r.con
\e[0;31mFAIL
\e[0m
26655 cic:/Rocq/TreeAutomata/union/u_merge_0.con
\e[0;32mOK
\e[0m 0.06
26656 cic:/Rocq/TreeAutomata/union/u_merge_0r.con
\e[0;32mOK
\e[0m 0.06
26657 cic:/Rocq/TreeAutomata/union/u_merge_1.con
\e[0;32mOK
\e[0m 0.03
26658 cic:/Rocq/TreeAutomata/union/u_merge_1r.con
\e[0;32mOK
\e[0m 0.08
26659 cic:/Rocq/TreeAutomata/union/union_s0d_2_0.con
\e[0;32mOK
\e[0m 0.21
26660 cic:/Rocq/TreeAutomata/union/union_str.con
\e[0;32mOK
\e[0m 0.01
26661 cic:/Rocq/TreeAutomata/inter_correct/preDTA_produit_l_ref_ok.con
\e[0;32mOK
\e[0m 0.39
26662 cic:/Rocq/TreeAutomata/inter_correct/preDTA_produit_r_ref_ok.con
\e[0;32mOK
\e[0m 0.60
26663 cic:/Rocq/TreeAutomata/inter/inter_semantics.con
\e[0;31mFAIL
\e[0m
26664 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_fix.con
\e[0;31mFAIL
\e[0m
26665 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_fix.con
\e[0;32mOK
\e[0m 0.03
26666 cic:/Rocq/SUBST/confluence_LSL/confluence_SL.con
\e[0;32mOK
\e[0m 0.02
26667 cic:/Rocq/LAMBDA/Residuals/residuals_subst_rec.con
\e[0;32mOK
\e[0m 0.07
26668 cic:/Rocq/LAMBDA/Reduction/red_app.con
\e[0;32mOK
\e[0m 0.02
26669 cic:/Rocq/LAMBDA/Conversion/sym_conv.con
\e[0;32mOK
\e[0m 0.02
26670 cic:/Rocq/LAMBDA/Confluence/lemma2.con
\e[0;32mOK
\e[0m 0.02
26671 cic:/Rocq/HIGMAN/Higman/eqgn_fxMin_h.con
\e[0;32mOK
\e[0m 0.02
26672 cic:/Rocq/GRAPHS/cgraph/CG_add_2.con
\e[0;32mOK
\e[0m 0.04
26673 cic:/Rocq/GRAPHS/cgraph/CG_add_4_3.con
\e[0;32mOK
\e[0m 0.13
26674 cic:/Rocq/GRAPHS/cgraph/CG_add_4_5.con
\e[0;32mOK
\e[0m 0.29
26675 cic:/Rocq/GRAPHS/cgraph/CG_add_root_rooted_2.con
\e[0;32mOK
\e[0m 0.16
26676 cic:/Rocq/GRAPHS/cgraph/CG_add_root_sat.con
\e[0;32mOK
\e[0m 0.03
26677 cic:/Rocq/GRAPHS/cgraph/ad_1_path_dist_correct_1.con
\e[0;32mOK
\e[0m 0.18
26678 cic:/Rocq/GRAPHS/cgraph/cg_add_dom_subset.con
\e[0;32mOK
\e[0m 0.10
26679 cic:/Rocq/COC/Types/inv_typ_abs.con
\e[0;32mOK
\e[0m 0.03
26680 cic:/Rocq/COC/Types/inv_typ_app.con
\e[0;32mOK
\e[0m 0.01
26681 cic:/Rocq/COC/Types/inv_typ_kind.con
\e[0;32mOK
\e[0m 0.01
26682 cic:/Rocq/COC/Types/inv_typ_prod.con
\e[0;32mOK
\e[0m 0.02
26683 cic:/Rocq/COC/Types/inv_typ_prop.con
\e[0;32mOK
\e[0m 0.01
26684 cic:/Rocq/COC/Types/inv_typ_ref.con
\e[0;32mOK
\e[0m 0.01
26685 cic:/Rocq/COC/Types/inv_typ_set.con
\e[0;32mOK
\e[0m 0.02
26686 cic:/Rocq/COC/Types/typ_mem_kind.con
\e[0;32mOK
\e[0m 0.04
26687 cic:/Rocq/COC/Types/typ_weak_weak.con
\e[0;32mOK
\e[0m 0.06
26688 cic:/Rocq/COC/Termes/conv_conv_subst.con
\e[0;32mOK
\e[0m 0.03
26689 cic:/Rocq/COC/Termes/sn_subst.con
\e[0;32mOK
\e[0m 0.02
26690 cic:/Rocq/COC/Strong_Norm/def_intp_can.con
\e[0;32mOK
\e[0m 0.03
26691 cic:/Rocq/COC/Strong_Norm/trm_in_int.ind
\e[0;32mOK
\e[0m 0.04
26692 cic:/Rocq/COC/Machine/com_answer.con
\e[0;31mFAIL
\e[0m
26693 cic:/Rocq/COC/Machine/com_error_ind.con
\e[0;31mFAIL
\e[0m
26694 cic:/Rocq/COC/Machine/cons_env.con
\e[0;32mOK
\e[0m 0.02
26695 cic:/Rocq/COC/Machine/cons_names.con
\e[0;32mOK
\e[0m 0.01
26696 cic:/Rocq/COC/Machine/state_ext_rect.con
\e[0;32mOK
\e[0m 0.02
26697 cic:/Rocq/COC/Machine/synth_answer.con
\e[0;32mOK
\e[0m 0.02
26698 cic:/Rocq/COC/Machine/synth_error_ind.con
\e[0;32mOK
\e[0m 0.02
26699 cic:/Rocq/COC/Machine/synthesis_trans_ind.con
\e[0;32mOK
\e[0m 0.02
26700 cic:/Rocq/COC/Machine/top_error.ind
\e[0;31mFAIL
\e[0m
26701 cic:/Rocq/COC/Machine/top_trans.ind
\e[0;31mFAIL
\e[0m
26702 cic:/Rocq/COC/Machine/transition_ind.con
\e[0;31mFAIL
\e[0m
26703 cic:/Rocq/COC/Machine/transl_err_ind.con
\e[0;32mOK
\e[0m 0.02
26704 cic:/Rocq/COC/Machine/transl_msg_ind.con
\e[0;32mOK
\e[0m 0.01
26705 cic:/Rocq/COC/Int_typ/is_can_coerce.con
\e[0;32mOK
\e[0m 0.03
26706 cic:/Rocq/COC/Int_stab/adapt_int_inv.con
\e[0;32mOK
\e[0m 0.04
26707 cic:/Rocq/COC/Int_stab/int_equiv_int_typ.con
\e[0;32mOK
\e[0m 0.44
26708 cic:/Rocq/COC/Int_stab/int_var_sound.ind
\e[0;32mOK
\e[0m 0.04
26709 cic:/Rocq/COC/Int_stab/nth_lift_int.con
\e[0;32mOK
\e[0m 0.07
26710 cic:/Rocq/COC/Ered/Econv_Econv_subst.con
\e[0;32mOK
\e[0m 0.03
26711 cic:/Rocq/COC/Ered/str_confluence_Epar_red1.con
\e[0;32mOK
\e[0m 0.56
26712 cic:/Rocq/COC/Ered/subst_Ered1_r.con
\e[0;32mOK
\e[0m 0.02
26713 cic:/Rocq/COC/Equiv/Ered1_normal_NF_Econv.con
\e[0;32mOK
\e[0m 0.04
26714 cic:/Rocq/COC/Equiv/NF_Econv_Econv.con
\e[0;32mOK
\e[0m 0.02
26715 cic:/Rocq/COC/ETypes/Etyp_inversion.con
\e[0;32mOK
\e[0m 0.04
26716 cic:/Rocq/COC/Conv/str_confluence_par_red1.con
\e[0;32mOK
\e[0m 0.41
26717 cic:/Rocq/COC/Can/is_can_Pi.con
\e[0;32mOK
\e[0m 0.08
26718 cic:/Rocq/ARITH/ZChinese/Zstruct/Z_unitary_commutative_ring.con
\e[0;32mOK
\e[0m 0.03
26719 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ_subproof12.con
\e[0;32mOK
\e[0m 0.04
26720 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ_subproof3.con
\e[0;32mOK
\e[0m 0.04
26721 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ_subproof7.con
\e[0;32mOK
\e[0m 0.03
26722 cic:/Rocq/ARITH/ZChinese/Zgcd/divide_selfZ.con
\e[0;32mOK
\e[0m 0.03
26723 cic:/Rocq/ARITH/ZChinese/Zgcd/unicity_is_gcdZ_subproof.con
\e[0;32mOK
\e[0m 0.03
26724 cic:/Rocq/ARITH/Chinese/Zmult/multZ_associativity.con
\e[0;32mOK
\e[0m 0.06
26725 cic:/Rocq/ARITH/Chinese/Zmult/tech_mult_pos_succZ.con
\e[0;32mOK
\e[0m 0.04
26726 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/Restricted_fun.con
\e[0;32mOK
\e[0m 0.02
26727 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Id_BinOp_Map2.con
\e[0;32mOK
\e[0m 0.02
26728 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/monoid_laws/op.var
\e[0;32mOK
\e[0m 0.02
26729 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/Concat_map2.con
\e[0;32mOK
\e[0m 0.02
26730 cic:/Rocq/ALGEBRA/SETOID/Map2/Ap2.con
\e[0;32mOK
\e[0m 0.02
26731 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Ap2''.con
\e[0;32mOK
\e[0m 0.06
26732 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Build_Comp''.con
\e[0;32mOK
\e[0m 0.02
26733 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Ap2'.con
\e[0;32mOK
\e[0m 0.02
26734 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Build_Comp'.con
\e[0;32mOK
\e[0m 0.02
26735 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Build_Comp.con
\e[0;32mOK
\e[0m 0.03
26736 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/S_pulb_prod.con
\e[0;32mOK
\e[0m 0.02
26737 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/S_eval.con
\e[0;32mOK
\e[0m 0.02
26738 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/S_lambda_map_law1.con
\e[0;32mOK
\e[0m 0.02
26739 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/S_equaz_ob.con
\e[0;32mOK
\e[0m 0.02
26740 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_BinProds/S_op_together.con
\e[0;32mOK
\e[0m 0.02
26741 cic:/Orsay/QArith/Qreduction/Qred_complete_subproof.con
\e[0;32mOK
\e[0m 0.05
26742 cic:/Orsay/QArith/Qreduction/Qred_complete_subproof0.con
\e[0;32mOK
\e[0m 0.04
26743 cic:/Orsay/QArith/Qreduction/Qred_complete_subproof1.con
\e[0;32mOK
\e[0m 0.05
26744 cic:/Orsay/QArith/Qreduction/Qred_complete_subproof10.con
\e[0;32mOK
\e[0m 0.05
26745 cic:/Orsay/QArith/Qreduction/Qred_complete_subproof2.con
\e[0;32mOK
\e[0m 0.04
26746 cic:/Orsay/QArith/Qreduction/Qred_complete_subproof3.con
\e[0;32mOK
\e[0m 0.04
26747 cic:/Orsay/QArith/Qreduction/Qred_complete_subproof4.con
\e[0;32mOK
\e[0m 0.04
26748 cic:/Orsay/QArith/Qreduction/Qred_complete_subproof5.con
\e[0;32mOK
\e[0m 0.04
26749 cic:/Orsay/QArith/Qreduction/Qred_complete_subproof6.con
\e[0;32mOK
\e[0m 0.04
26750 cic:/Orsay/QArith/Qreduction/Qred_complete_subproof7.con
\e[0;32mOK
\e[0m 0.05
26751 cic:/Orsay/QArith/Qreduction/Qred_complete_subproof8.con
\e[0;32mOK
\e[0m 0.04
26752 cic:/Orsay/QArith/Qreduction/Qred_complete_subproof9.con
\e[0;32mOK
\e[0m 0.04
26753 cic:/Orsay/QArith/Qreduction/Qred_correct_subproof.con
\e[0;32mOK
\e[0m 0.03
26754 cic:/Orsay/QArith/Qreduction/Qred_correct_subproof0.con
\e[0;32mOK
\e[0m 0.03
26755 cic:/Orsay/QArith/Qreduction/Qred_correct_subproof1.con
\e[0;32mOK
\e[0m 0.03
26756 cic:/Orsay/QArith/Qreduction/Qred_correct_subproof2.con
\e[0;32mOK
\e[0m 0.03
26757 cic:/Orsay/QArith/Qreduction/Qred_correct_subproof3.con
\e[0;32mOK
\e[0m 0.03
26758 cic:/Orsay/QArith/Qreduction/Qred_correct_subproof4.con
\e[0;32mOK
\e[0m 0.03
26759 cic:/Orsay/QArith/QArith_base/Qle_antisym_subproof.con
\e[0;32mOK
\e[0m 0.08
26760 cic:/Orsay/QArith/QArith_base/Qle_plus_compat.con
\e[0;32mOK
\e[0m 1.26
26761 cic:/Orsay/Maths/gcd/gcd_0.con
\e[0;32mOK
\e[0m 0.02
26762 cic:/Orsay/Maths/gcd/gcd_opp.con
\e[0;32mOK
\e[0m 0.01
26763 cic:/Orsay/Maths/divide/divide_mult_right.con
\e[0;32mOK
\e[0m 0.02
26764 cic:/Orsay/Maths/divide/divide_opp_left_rev.con
\e[0;32mOK
\e[0m 0.02
26765 cic:/Orsay/Maths/divide/divide_opp_rev.con
\e[0;32mOK
\e[0m 0.02
26766 cic:/Orsay/ExactRealArithmetic/Zind_complements/Zabs_ind_lt_O.con
\e[0;32mOK
\e[0m 0.03
26767 cic:/Orsay/ExactRealArithmetic/Zarith_operations/Zle_not_lt_subproof.con
\e[0;32mOK
\e[0m 0.06
26768 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rmult_lt_pos_bis.con
\e[0;32mOK
\e[0m 0.03
26769 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rle_mult_lt.con
\e[0;32mOK
\e[0m 0.03
26770 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rlt_2_Rinv.con
\e[0;32mOK
\e[0m 0.02
26771 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rlt_2_Ropp.con
\e[0;32mOK
\e[0m 0.02
26772 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rlt_2_Ropp_r.con
\e[0;32mOK
\e[0m 0.02
26773 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rlt_2_monotony_contra.con
\e[0;32mOK
\e[0m 0.02
26774 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof10.con
\e[0;32mOK
\e[0m 0.03
26775 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof11.con
\e[0;32mOK
\e[0m 0.03
26776 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof3.con
\e[0;32mOK
\e[0m 0.02
26777 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof4.con
\e[0;32mOK
\e[0m 0.02
26778 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof5.con
\e[0;32mOK
\e[0m 0.02
26779 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof6.con
\e[0;32mOK
\e[0m 0.02
26780 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof8.con
\e[0;32mOK
\e[0m 0.03
26781 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof9.con
\e[0;32mOK
\e[0m 0.03
26782 cic:/Nijmegen/QArith/positive_fraction_encoding/encoding_algorithm_equal.con
\e[0;31mFAIL
\e[0m
26783 cic:/Nijmegen/QArith/positive_fraction_encoding/encoding_algorithm_equal_1.con
\e[0;31mFAIL
\e[0m
26784 cic:/Nijmegen/QArith/homographic_correctness/homographicAcc_positive_subproof.con
\e[0;32mOK
\e[0m 0.03
26785 cic:/Nijmegen/QArith/homographic_correctness/homographicAcc_positive_subproof0.con
\e[0;32mOK
\e[0m 0.02
26786 cic:/Nijmegen/QArith/homographic_correctness/homographicAcc_positive_subproof2.con
\e[0;32mOK
\e[0m 0.02
26787 cic:/Nijmegen/QArith/homographic_correctness/homographicAcc_positive_subproof3.con
\e[0;32mOK
\e[0m 0.02
26788 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof0.con
\e[0;32mOK
\e[0m 0.02
26789 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof2.con
\e[0;32mOK
\e[0m 0.02
26790 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof23.con
\e[0;32mOK
\e[0m 0.01
26791 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof25.con
\e[0;32mOK
\e[0m 0.02
26792 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof27.con
\e[0;32mOK
\e[0m 0.02
26793 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof30.con
\e[0;32mOK
\e[0m 0.02
26794 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof4.con
\e[0;32mOK
\e[0m 0.01
26795 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof7.con
\e[0;32mOK
\e[0m 0.02
26796 cic:/Nijmegen/QArith/homographicAcc_Qhomographic_sign/new_a.con
\e[0;32mOK
\e[0m 0.01
26797 cic:/Nijmegen/QArith/homographicAcc_Qhomographic_sign/new_b.con
\e[0;32mOK
\e[0m 0.01
26798 cic:/Nijmegen/QArith/homographicAcc_Qhomographic_sign/new_c.con
\e[0;32mOK
\e[0m 0.01
26799 cic:/Nijmegen/QArith/homographicAcc_Qhomographic_sign/new_d.con
\e[0;32mOK
\e[0m 0.01
26800 cic:/Nijmegen/QArith/homographicAcc_Qhomographic_sign/new_p.con
\e[0;32mOK
\e[0m 0.01
26801 cic:/Nijmegen/QArith/general_Q/Z_to_Qplus_POS_NEG_subproof.con
\e[0;32mOK
\e[0m 0.04
26802 cic:/Nijmegen/QArith/general_Q/Z_to_Qplus_POS_NEG_subproof0.con
\e[0;32mOK
\e[0m 0.05
26803 cic:/Nijmegen/QArith/general_Q/Z_to_Qplus_POS_NEG_subproof1.con
\e[0;32mOK
\e[0m 0.02
26804 cic:/Nijmegen/QArith/Zaux/Z_lt_lt_S_eq_dec.con
\e[0;32mOK
\e[0m 0.02
26805 cic:/Nijmegen/QArith/Zaux/Zle_lt_eq_S.con
\e[0;32mOK
\e[0m 0.02
26806 cic:/Nijmegen/QArith/Zaux/Zlt_conv_mult_l.con
\e[0;32mOK
\e[0m 0.03
26807 cic:/Nijmegen/QArith/Zaux/Zlt_le_eq_S.con
\e[0;32mOK
\e[0m 0.01
26808 cic:/Nijmegen/QArith/Zaux/Zlt_mult_mult.con
\e[0;32mOK
\e[0m 0.01
26809 cic:/Nijmegen/QArith/Zaux/Zmult_resp_Zle.con
\e[0;32mOK
\e[0m 0.02
26810 cic:/Nijmegen/QArith/Zaux/Zpower_1_subproof.con
\e[0;32mOK
\e[0m 0.01
26811 cic:/Nijmegen/QArith/Zaux/Zpower_2.con
\e[0;32mOK
\e[0m 0.01
26812 cic:/Nijmegen/QArith/Zaux/mediant_3.con
\e[0;32mOK
\e[0m 1.68
26813 cic:/Nijmegen/QArith/Zaux/pred_absolu_subproof.con
\e[0;32mOK
\e[0m 0.02
26814 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_signok_0'.con
\e[0;32mOK
\e[0m 0.13
26815 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_signok_0.con
\e[0;32mOK
\e[0m 0.12
26816 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadratic_top_more_1.con
\e[0;32mOK
\e[0m 0.08
26817 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadratic_top_more_3.con
\e[0;32mOK
\e[0m 0.02
26818 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadratic_top_more_5'.con
\e[0;32mOK
\e[0m 0.04
26819 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadratic_top_more_5.con
\e[0;32mOK
\e[0m 0.03
26820 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always.con
\e[0;32mOK
\e[0m 0.16
26821 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_dL_1.con
\e[0;32mOK
\e[0m 0.33
26822 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_dL_2.con
\e[0;32mOK
\e[0m 0.33
26823 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_dL_3.con
\e[0;32mOK
\e[0m 0.33
26824 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_dL_5.con
\e[0;32mOK
\e[0m 0.33
26825 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_dL_6.con
\e[0;32mOK
\e[0m 0.34
26826 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_dL_8.con
\e[0;32mOK
\e[0m 0.33
26827 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_dL_9.con
\e[0;32mOK
\e[0m 0.35
26828 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_equal_subproof.con
\e[0;32mOK
\e[0m 0.96
26829 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_nR_1.con
\e[0;32mOK
\e[0m 0.33
26830 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_nR_2.con
\e[0;32mOK
\e[0m 0.33
26831 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_nR_3.con
\e[0;32mOK
\e[0m 0.34
26832 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_nR_5.con
\e[0;32mOK
\e[0m 0.34
26833 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_nR_6.con
\e[0;32mOK
\e[0m 0.34
26834 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_nR_8.con
\e[0;32mOK
\e[0m 0.33
26835 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_nR_9.con
\e[0;32mOK
\e[0m 0.35
26836 cic:/Nijmegen/QArith/Qhomographic_sign/h_sign.con
\e[0;32mOK
\e[0m 0.01
26837 cic:/Nijmegen/QArith/Qhomographic_sign/sg_One_2.con
\e[0;32mOK
\e[0m 0.10
26838 cic:/Nijmegen/QArith/Qhomographic_sign/sg_One_3.con
\e[0;32mOK
\e[0m 0.10
26839 cic:/Nijmegen/QArith/Qhomographic_sign/sg_One_4.con
\e[0;32mOK
\e[0m 0.11
26840 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_denom_nonzero_Zero_always_subproof.con
\e[0;32mOK
\e[0m 0.03
26841 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_denom_nonzero_always_Zero_subproof.con
\e[0;32mOK
\e[0m 0.02
26842 cic:/Nijmegen/QArith/Q_order/Q_opp_def.con
\e[0;32mOK
\e[0m 0.06
26843 cic:/Nijmegen/QArith/Q_order/Qgt_antisym.con
\e[0;32mOK
\e[0m 0.09
26844 cic:/Nijmegen/QArith/Q_order/Qgt_trans.con
\e[0;32mOK
\e[0m 0.08
26845 cic:/Nancy/FOUnify/term_unif/unif_proof.con
\e[0;32mOK
\e[0m 0.04
26846 cic:/Marseille/GC/liveness/until_zero/eventually_grey_until_zero_trace.con
\e[0;32mOK
\e[0m 0.03
26847 cic:/Marseille/GC/liveness/until_zero/eventually_measure_until_zero_on_run.con
\e[0;32mOK
\e[0m 0.04
26848 cic:/Marseille/GC/liveness/until_zero/eventually_white_until_zero_trace.con
\e[0;32mOK
\e[0m 0.02
26849 cic:/Marseille/GC/liveness/liveness/run_fairstr_always.con
\e[0;32mOK
\e[0m 0.03
26850 cic:/Lyon/FIRING-SQUAD/vertical/Ht0_DD.con
\e[0;32mOK
\e[0m 2.81
26851 cic:/Lyon/FIRING-SQUAD/vertical/Ht1_DD.con
\e[0;32mOK
\e[0m 0.04
26852 cic:/Lyon/FIRING-SQUAD/sommet/cinq_Hg.con
\e[0;32mOK
\e[0m 0.10
26853 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/unif_proof.con
\e[0;32mOK
\e[0m 0.05
26854 cic:/Eindhoven/POCKLINGTON/prime/prime2.con
\e[0;32mOK
\e[0m 0.04
26855 cic:/Eindhoven/POCKLINGTON/order/order_div.con
\e[0;32mOK
\e[0m 0.04
26856 cic:/Eindhoven/POCKLINGTON/fermat/nodoubles_allex_permmod.con
\e[0;32mOK
\e[0m 0.02
26857 cic:/Eindhoven/POCKLINGTON/fermat/permmod_drop_rev.con
\e[0;32mOK
\e[0m 0.02
26858 cic:/Coq/romega/ReflOmegaCore/Zlt_left_inv.con
\e[0;32mOK
\e[0m 0.04
26859 cic:/Coq/romega/ReflOmegaCore/fusion_stable.con
\e[0;32mOK
\e[0m 0.03
26860 cic:/Coq/romega/ReflOmegaCore/rewrite_stable.con
\e[0;32mOK
\e[0m 0.04
26861 cic:/Coq/romega/ReflOmegaCore/scalar_norm_add_stable.con
\e[0;32mOK
\e[0m 0.03
26862 cic:/Coq/romega/ReflOmegaCore/scalar_norm_stable.con
\e[0;32mOK
\e[0m 0.03
26863 cic:/Coq/omega/OmegaLemmas/OMEGA19.con
\e[0;32mOK
\e[0m 0.04
26864 cic:/Coq/omega/OmegaLemmas/OMEGA2.con
\e[0;32mOK
\e[0m 0.01
26865 cic:/Coq/fourier/Fourier_util/Rlt_not_le.con
\e[0;32mOK
\e[0m 0.04
26866 cic:/Coq/field/Field_Theory/monom_simplif_correct.con
\e[0;32mOK
\e[0m 0.12
26867 cic:/Coq/ZArith/auxiliary/Zlt_left.con
\e[0;32mOK
\e[0m 0.03
26868 cic:/Coq/ZArith/Zpower/two_power_pos_correct.con
\e[0;32mOK
\e[0m 0.02
26869 cic:/Coq/ZArith/Zorder/Zge_trans_succ.con
\e[0;32mOK
\e[0m 0.02
26870 cic:/Coq/ZArith/Zorder/Zgt_succ_gt_or_eq.con
\e[0;32mOK
\e[0m 0.01
26871 cic:/Coq/ZArith/Zorder/Zle_succ.con
\e[0;32mOK
\e[0m 0.01
26872 cic:/Coq/ZArith/Zorder/Zlt_0_le_0_pred.con
\e[0;32mOK
\e[0m 0.01
26873 cic:/Coq/ZArith/Zorder/Zlt_succ_le.con
\e[0;32mOK
\e[0m 0.02
26874 cic:/Coq/ZArith/Zorder/Zmult_ge_compat_r.con
\e[0;32mOK
\e[0m 0.13
26875 cic:/Coq/ZArith/Zorder/Zmult_gt_0_le_0_compat.con
\e[0;32mOK
\e[0m 0.08
26876 cic:/Coq/ZArith/Zorder/Zmult_gt_0_lt_compat_r.con
\e[0;32mOK
\e[0m 0.01
26877 cic:/Coq/ZArith/Zorder/Zmult_gt_compat_r.con
\e[0;32mOK
\e[0m 0.01
26878 cic:/Coq/ZArith/Zorder/Zmult_gt_reg_r.con
\e[0;32mOK
\e[0m 0.02
26879 cic:/Coq/ZArith/Zorder/Zmult_le_compat_l.con
\e[0;32mOK
\e[0m 0.02
26880 cic:/Coq/ZArith/Zorder/Zmult_lt_0_reg_r.con
\e[0;32mOK
\e[0m 0.01
26881 cic:/Coq/ZArith/Zorder/Zmult_lt_O_compat.con
\e[0;32mOK
\e[0m 0.01
26882 cic:/Coq/ZArith/Zorder/Zmult_lt_reg_r.con
\e[0;32mOK
\e[0m 0.01
26883 cic:/Coq/ZArith/Znumtheory/Zdivide_1_subproof0.con
\e[0;32mOK
\e[0m 0.03
26884 cic:/Coq/ZArith/Znumtheory/Zdivide_opp_l_rev.con
\e[0;32mOK
\e[0m 0.02
26885 cic:/Coq/ZArith/Znumtheory/Zdivide_opp_r_rev.con
\e[0;32mOK
\e[0m 0.02
26886 cic:/Coq/ZArith/Znumtheory/Zis_gcd_0.con
\e[0;32mOK
\e[0m 0.01
26887 cic:/Coq/ZArith/Znumtheory/Zis_gcd_opp.con
\e[0;32mOK
\e[0m 0.01
26888 cic:/Coq/ZArith/Znumtheory/Zis_gcd_rel_prime_subproof.con
\e[0;32mOK
\e[0m 0.03
26889 cic:/Coq/ZArith/Znumtheory/Zis_gcd_rel_prime_subproof0.con
\e[0;32mOK
\e[0m 0.04
26890 cic:/Coq/ZArith/Znumtheory/Zis_gcd_rel_prime_subproof1.con
\e[0;32mOK
\e[0m 0.04
26891 cic:/Coq/ZArith/Znumtheory/Zmult_divide_compat_r.con
\e[0;32mOK
\e[0m 0.01
26892 cic:/Coq/ZArith/Znat/inj_mult.con
\e[0;32mOK
\e[0m 0.03
26893 cic:/Coq/ZArith/Zlogarithm/log_near_correct2_subproof.con
\e[0;32mOK
\e[0m 0.07
26894 cic:/Coq/ZArith/Zcomplements/Zlength_correct.con
\e[0;32mOK
\e[0m 0.03
26895 cic:/Coq/ZArith/Zcompare/Zmult_compare_compat_r.con
\e[0;32mOK
\e[0m 0.02
26896 cic:/Coq/ZArith/BinInt/Zmult_reg_l.con
\e[0;32mOK
\e[0m 0.03
26897 cic:/Coq/Reals/Rtopology/compact_P4.con
\e[0;32mOK
\e[0m 0.08
26898 cic:/Coq/Reals/RiemannInt_SF/StepFun_P29.con
\e[0;32mOK
\e[0m 0.03
26899 cic:/Coq/Reals/RiemannInt_SF/StepFun_P32.con
\e[0;32mOK
\e[0m 0.02
26900 cic:/Coq/Reals/RiemannInt/Riemann_integrable.con
\e[0;32mOK
\e[0m 0.02
26901 cic:/Coq/Reals/Rfunctions/Zpower_NR0.con
\e[0;32mOK
\e[0m 0.03
26902 cic:/Coq/Reals/Rbasic_fun/Rabs_def1.con
\e[0;32mOK
\e[0m 0.03
26903 cic:/Coq/Reals/Rbasic_fun/Rabs_minus_sym.con
\e[0;32mOK
\e[0m 0.06
26904 cic:/Coq/Reals/Rbasic_fun/Rabs_pos.con
\e[0;32mOK
\e[0m 0.03
26905 cic:/Coq/Reals/Ranalysis4/Rabs_derive_2.con
\e[0;32mOK
\e[0m 0.23
26906 cic:/Coq/Reals/Ranalysis1/Differential_D2_ind.con
\e[0;32mOK
\e[0m 0.02
26907 cic:/Coq/Reals/Ranalysis1/Differential_D2_rec.con
\e[0;32mOK
\e[0m 0.01
26908 cic:/Coq/Reals/Ranalysis1/cond_D1.con
\e[0;32mOK
\e[0m 0.15
26909 cic:/Coq/Reals/R_sqr/Rsqr_incr_0.con
\e[0;32mOK
\e[0m 0.02
26910 cic:/Coq/Reals/R_sqr/Rsqr_incr_0_var.con
\e[0;32mOK
\e[0m 0.02
26911 cic:/Coq/Reals/R_sqr/Rsqr_incrst_0.con
\e[0;32mOK
\e[0m 0.02
26912 cic:/Coq/Reals/R_sqr/Rsqr_incrst_1.con
\e[0;32mOK
\e[0m 0.01
26913 cic:/Coq/Reals/R_sqr/Rsqr_pos_lt.con
\e[0;32mOK
\e[0m 0.02
26914 cic:/Coq/Reals/RIneq/Rle_0_sqr.con
\e[0;32mOK
\e[0m 0.02
26915 cic:/Coq/Reals/RIneq/Rlt_0_sqr.con
\e[0;32mOK
\e[0m 0.02
26916 cic:/Coq/Reals/RIneq/Rmult_lt_gt_compat_neg_l.con
\e[0;32mOK
\e[0m 0.02
26917 cic:/Coq/Reals/RIneq/Ropp_0_lt_gt_contravar.con
\e[0;32mOK
\e[0m 0.01
26918 cic:/Coq/Reals/RIneq/Ropp_gt_lt_0_contravar.con
\e[0;32mOK
\e[0m 0.01
26919 cic:/Coq/Reals/RIneq/Ropp_le_ge_contravar.con
\e[0;32mOK
\e[0m 0.02
26920 cic:/Coq/Reals/RIneq/Z_R_minus.con
\e[0;32mOK
\e[0m 0.02
26921 cic:/Coq/Reals/RIneq/one_IZR_r_R1_subproof.con
\e[0;32mOK
\e[0m 0.03
26922 cic:/Coq/Reals/RIneq/tech_Rgt_minus.con
\e[0;32mOK
\e[0m 0.02
26923 cic:/Coq/Reals/NewtonInt/FTCN_step1.con
\e[0;32mOK
\e[0m 0.05
26924 cic:/Coq/Reals/MVT/strictincreasing_strictdecreasing_opp.con
\e[0;32mOK
\e[0m 0.02
26925 cic:/Coq/IntMap/Mapsubset/MapSubset_Put_behind.con
\e[0;32mOK
\e[0m 0.02
26926 cic:/Coq/IntMap/Mapsubset/MapSubset_Put_behind_mono.con
\e[0;32mOK
\e[0m 0.02
26927 cic:/Coq/IntMap/Maplists/Elems_of_list_of_dom.con
\e[0;32mOK
\e[0m 0.09
26928 cic:/Coq/IntMap/Maplists/ad_list_not_stutters_card.con
\e[0;32mOK
\e[0m 0.04
26929 cic:/Coq/IntMap/Maplists/ad_list_stutters_card.con
\e[0;32mOK
\e[0m 0.04
26930 cic:/Coq/IntMap/Mapiter/alist_MapMerge_semantics.con
\e[0;32mOK
\e[0m 0.03
26931 cic:/Coq/IntMap/Mapiter/alist_MapMerge_semantics_disjoint.con
\e[0;32mOK
\e[0m 0.08
26932 cic:/Coq/IntMap/Mapfold/MapFold1_ext.con
\e[0;32mOK
\e[0m 0.02
26933 cic:/Coq/IntMap/Mapcard/MapCard_ext.con
\e[0;32mOK
\e[0m 0.04
26934 cic:/Coq/IntMap/Mapc/alist_of_Map_of_alist_c.con
\e[0;32mOK
\e[0m 0.02
26935 cic:/Coq/IntMap/Mapaxioms/MapDomRestrBy_By.con
\e[0;32mOK
\e[0m 0.05
26936 cic:/Coq/IntMap/Mapaxioms/MapDom_Split_1.con
\e[0;32mOK
\e[0m 0.04
26937 cic:/Coq/IntMap/Mapaxioms/MapDom_Split_2.con
\e[0;32mOK
\e[0m 0.04
26938 cic:/Coq/IntMap/Mapaxioms/MapMerge_DomRestrBy.con
\e[0;32mOK
\e[0m 0.06
26939 cic:/Coq/IntMap/Mapaxioms/MapMerge_DomRestrTo.con
\e[0;32mOK
\e[0m 0.07
26940 cic:/Coq/IntMap/Mapaxioms/MapMerge_RestrTo_l.con
\e[0;32mOK
\e[0m 0.06
26941 cic:/Coq/IntMap/Mapaxioms/MapMerge_assoc.con
\e[0;32mOK
\e[0m 0.05
26942 cic:/Coq/IntMap/Mapaxioms/MapMerge_empty_l.con
\e[0;32mOK
\e[0m 0.02
26943 cic:/Coq/IntMap/Mapaxioms/MapMerge_empty_r.con
\e[0;32mOK
\e[0m 0.03
26944 cic:/Coq/IntMap/Mapaxioms/MapMerge_ext.con
\e[0;32mOK
\e[0m 0.04
26945 cic:/Coq/IntMap/Mapaxioms/MapMerge_idempotent.con
\e[0;32mOK
\e[0m 0.02
26946 cic:/Coq/IntMap/Mapaxioms/MapPut_as_Merge.con
\e[0;32mOK
\e[0m 0.03
26947 cic:/Coq/IntMap/Mapaxioms/MapPut_behind_as_Merge.con
\e[0;32mOK
\e[0m 0.03
26948 cic:/Coq/IntMap/Map/MapDelta_semantics.con
\e[0;32mOK
\e[0m 0.04
26949 cic:/Coq/IntMap/Fset/in_dom_merge.con
\e[0;32mOK
\e[0m 0.06
26950 cic:/CoRN/tactics/csetoid_rewrite/replace_in_term.con
\e[0;32mOK
\e[0m 0.03
26951 cic:/CoRN/tactics/csetoid_rewrite/replace_in_term_proof.con
\e[0;32mOK
\e[0m 0.02
26952 cic:/CoRN/model/structures/Zsec/a_very_specific_lemma3.con
\e[0;32mOK
\e[0m 0.02
26953 cic:/CoRN/model/structures/Zsec/a_very_specific_lemma5.con
\e[0;32mOK
\e[0m 0.02
26954 cic:/CoRN/model/structures/Qsec/Q_is_archemaedian0_subproof.con
\e[0;32mOK
\e[0m 0.02
26955 cic:/CoRN/model/structures/Qsec/Q_is_archemaedian0_subproof0.con
\e[0;32mOK
\e[0m 0.03
26956 cic:/CoRN/model/structures/Qsec/Qinv_strext.con
\e[0;32mOK
\e[0m 0.04
26957 cic:/CoRN/model/structures/Qsec/Qmult_resp_pos_Qlt.con
\e[0;32mOK
\e[0m 0.02
26958 cic:/CoRN/model/structures/Qsec/Qmult_strext0.con
\e[0;32mOK
\e[0m 0.01
26959 cic:/CoRN/model/structures/Qsec/Qplus_resp_Qlt.con
\e[0;32mOK
\e[0m 0.11
26960 cic:/CoRN/model/structures/Nsec/no_inverse0.con
\e[0;32mOK
\e[0m 0.10
26961 cic:/CoRN/model/structures/Npossec/plus_resp_Npos0.con
\e[0;32mOK
\e[0m 0.07
26962 cic:/CoRN/model/setoids/Zfinsetoid/ZFap_tight_subproof.con
\e[0;32mOK
\e[0m 0.04
26963 cic:/CoRN/model/setoids/Nsetoid/to_plus1_strext.con
\e[0;32mOK
\e[0m 0.04
26964 cic:/CoRN/model/non_examples/N_no_group/no_inverse_nat_plus_subproof.con
\e[0;32mOK
\e[0m 0.06
26965 cic:/CoRN/model/monoids/twoelemmonoid/M1_as_CMonoid.con
\e[0;32mOK
\e[0m 0.02
26966 cic:/CoRN/model/monoids/twoelemmonoid/M2_as_CMonoid.con
\e[0;32mOK
\e[0m 0.01
26967 cic:/CoRN/model/monoids/Zmonoid/Z_as_CMonoid.con
\e[0;32mOK
\e[0m 0.02
26968 cic:/CoRN/model/monoids/Zmonoid/Z_mul_as_CMonoid.con
\e[0;32mOK
\e[0m 0.02
26969 cic:/CoRN/model/monoids/Nmonoid/Nmult_as_CMonoid.con
\e[0;32mOK
\e[0m 0.03
26970 cic:/CoRN/model/monoids/Nmonoid/nat_as_CMonoid.con
\e[0;32mOK
\e[0m 0.01
26971 cic:/CoRN/model/monoids/Nm_to_cycm/p71E1/M.var
\e[0;32mOK
\e[0m 0.02
26972 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_nonzero_subproof0.con
\e[0;32mOK
\e[0m 0.06
26973 cic:/CoRN/model/Zmod/ZDivides/Zdiv_one_is_one_subproof2.con
\e[0;32mOK
\e[0m 0.04
26974 cic:/CoRN/model/Zmod/ZBasics/Zabs_triangle.con
\e[0;32mOK
\e[0m 0.06
26975 cic:/CoRN/model/Zmod/ZBasics/Zle_antisymm_subproof.con
\e[0;32mOK
\e[0m 0.05
26976 cic:/CoRN/model/Zmod/ZBasics/Zle_neq_lt_subproof.con
\e[0;32mOK
\e[0m 0.06
26977 cic:/CoRN/model/Zmod/ZBasics/Zmult_intro_lft_subproof.con
\e[0;32mOK
\e[0m 0.04
26978 cic:/CoRN/model/Zmod/ZBasics/Zmult_intro_lft_subproof0.con
\e[0;32mOK
\e[0m 0.05
26979 cic:/CoRN/model/Zmod/Cmod/mod_nat_correct_subproof.con
\e[0;32mOK
\e[0m 0.08
26980 cic:/CoRN/devel/loeb/per/csetfun/assoc_comp.con
\e[0;32mOK
\e[0m 0.05
26981 cic:/CoRN/devel/loeb/per/csetfun/id_is_lft_unit.con
\e[0;32mOK
\e[0m 0.03
26982 cic:/CoRN/devel/loeb/per/csetfun/id_is_rht_unit.con
\e[0;32mOK
\e[0m 0.02
26983 cic:/CoRN/devel/loeb/per/Zlst2fun/ZFap_tight_subproof.con
\e[0;32mOK
\e[0m 0.04
26984 cic:/CoRN/devel/loeb/IDA/Ch6_th17/Th17/M.var
\e[0;32mOK
\e[0m 0.02
26985 cic:/CoRN/devel/loeb/IDA/Ch6_inv/C_0_n_subproof.con
\e[0;32mOK
\e[0m 0.04
26986 cic:/CoRN/devel/loeb/IDA/Ch6_inv/c_n_minus_a_subproof.con
\e[0;32mOK
\e[0m 0.05
26987 cic:/CoRN/devel/loeb/IDA/Ch6_inv/plus_nminus1_subproof.con
\e[0;32mOK
\e[0m 0.02
26988 cic:/CoRN/devel/loeb/IDA/Ch6_inf/CTN/M.var
\e[0;32mOK
\e[0m 0.02
26989 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof12.con
\e[0;32mOK
\e[0m 0.08
26990 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/mod_nat_correct_subproof.con
\e[0;32mOK
\e[0m 0.08
26991 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/surj_eq_subproof.con
\e[0;32mOK
\e[0m 0.05
26992 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/surj_not_subproof.con
\e[0;32mOK
\e[0m 0.05
26993 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/gen_cyc/M.var
\e[0;32mOK
\e[0m 0.02
26994 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/ZP/M.var
\e[0;32mOK
\e[0m 0.02
26995 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/MP/M.var
\e[0;32mOK
\e[0m 0.02
26996 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/M.var
\e[0;32mOK
\e[0m 0.02
26997 cic:/CoRN/devel/loeb/IDA/Ch6_bi/inj_surj/M.var
\e[0;32mOK
\e[0m 0.02
26998 cic:/CoRN/devel/loeb/IDA/Ch6/Astar_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.02
26999 cic:/CoRN/devel/loeb/IDA/Ch6/M1_as_CMonoid.con
\e[0;32mOK
\e[0m 0.02
27000 cic:/CoRN/devel/loeb/IDA/Ch6/M2_as_CMonoid.con
\e[0;32mOK
\e[0m 0.02
27001 cic:/CoRN/devel/loeb/IDA/Ch6/dprod_as_csb_fun.con
\e[0;32mOK
\e[0m 0.01
27002 cic:/CoRN/devel/loeb/IDA/Ch6/to_plus1_strext.con
\e[0;32mOK
\e[0m 0.04
27003 cic:/CoRN/devel/loeb/IDA/Ch6/p71R2/M.var
\e[0;32mOK
\e[0m 0.02
27004 cic:/CoRN/devel/loeb/IDA/Ch6/p71E2b2/M1.var
\e[0;32mOK
\e[0m 0.02
27005 cic:/CoRN/devel/loeb/IDA/Ch6/p71E2b2/M2.var
\e[0;32mOK
\e[0m 0.01
27006 cic:/CoRN/devel/loeb/IDA/Ch6/p71E1/M.var
\e[0;32mOK
\e[0m 0.02
27007 cic:/CoRN/devel/loeb/IDA/Ch6/Th15/M.var
\e[0;32mOK
\e[0m 0.02
27008 cic:/CoRN/devel/loeb/IDA/Ch6/Th14/M1.var
\e[0;32mOK
\e[0m 0.02
27009 cic:/CoRN/devel/loeb/IDA/Ch6/Th14/M2.var
\e[0;32mOK
\e[0m 0.01
27010 cic:/CoRN/devel/loeb/IDA/Ch6/Th13/M1.var
\e[0;32mOK
\e[0m 0.01
27011 cic:/CoRN/devel/loeb/IDA/Ch6/Th13/M2.var
\e[0;32mOK
\e[0m 0.01
27012 cic:/CoRN/devel/loeb/IDA/Ch6/Th11/M.var
\e[0;32mOK
\e[0m 0.02
27013 cic:/CoRN/devel/loeb/IDA/Ch6/D9M/M1.var
\e[0;32mOK
\e[0m 0.02
27014 cic:/CoRN/devel/loeb/IDA/Ch6/D9M/M2.var
\e[0;32mOK
\e[0m 0.01
27015 cic:/CoRN/algebra/CSetoids/proper_caseZ_diff_CS.con
\e[0;32mOK
\e[0m 0.06
27016 cic:/CoRN/algebra/CSetoids/restr_f_assoc.con
\e[0;32mOK
\e[0m 0.04
27017 cic:/CoRN/algebra/CSetoidFun/Inv.con
\e[0;32mOK
\e[0m 0.03
27018 cic:/CoRN/algebra/CSetoidFun/assoc_comp.con
\e[0;32mOK
\e[0m 0.04
27019 cic:/CoRN/algebra/CSemiGroups/Astar_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.02
27020 cic:/CoRN/algebra/CSemiGroups/Fplus.con
\e[0;32mOK
\e[0m 0.04
27021 cic:/CoRN/algebra/CSemiGroups/dprod_as_csb_fun.con
\e[0;32mOK
\e[0m 0.02
27022 cic:/CoRN/algebra/CSemiGroups/plus_assoc_unfolded.con
\e[0;32mOK
\e[0m 0.02
27023 cic:/CoRN/algebra/CMonoids/CMonoid_rect.con
\e[0;32mOK
\e[0m 0.02
27024 cic:/CoRN/algebra/CMonoids/cm_crr.con
\e[0;32mOK
\e[0m 0.02
27025 cic:/CoRN/algebra/CMonoids/id_is_lft_unit.con
\e[0;32mOK
\e[0m 0.03
27026 cic:/CoRN/algebra/CMonoids/id_is_rht_unit.con
\e[0;32mOK
\e[0m 0.03
27027 cic:/CoRN/algebra/CMonoids/is_CMonoid_ind.con
\e[0;32mOK
\e[0m 0.02
27028 cic:/CoRN/algebra/CMonoids/is_CMonoid_rec.con
\e[0;32mOK
\e[0m 0.02
27029 cic:/CoRN/algebra/CMonoids/p71R2/M.var
\e[0;32mOK
\e[0m 0.02
27030 cic:/CoRN/algebra/CMonoids/p71E2b2/M1.var
\e[0;32mOK
\e[0m 0.02
27031 cic:/CoRN/algebra/CMonoids/p71E2b2/M2.var
\e[0;32mOK
\e[0m 0.01
27032 cic:/CoRN/algebra/CMonoids/p71E1/M.var
\e[0;32mOK
\e[0m 0.06
27033 cic:/CoRN/algebra/CMonoids/gen_cyc/M.var
\e[0;32mOK
\e[0m 0.02
27034 cic:/CoRN/algebra/CMonoids/Th15/M.var
\e[0;32mOK
\e[0m 0.02
27035 cic:/CoRN/algebra/CMonoids/Th14/M1.var
\e[0;32mOK
\e[0m 0.02
27036 cic:/CoRN/algebra/CMonoids/Th14/M2.var
\e[0;32mOK
\e[0m 0.01
27037 cic:/CoRN/algebra/CMonoids/Th13/M1.var
\e[0;32mOK
\e[0m 0.02
27038 cic:/CoRN/algebra/CMonoids/Th13/M2.var
\e[0;32mOK
\e[0m 0.01
27039 cic:/CoRN/algebra/CMonoids/Th11/M.var
\e[0;32mOK
\e[0m 0.01
27040 cic:/CoRN/algebra/CMonoids/D9M/M1.var
\e[0;32mOK
\e[0m 0.02
27041 cic:/CoRN/algebra/CMonoids/D9M/M2.var
\e[0;32mOK
\e[0m 0.01
27042 cic:/CoRN/algebra/CMonoids/CMonoid_basics/M.var
\e[0;32mOK
\e[0m 0.02
27043 cic:/CoRN/algebra/CMonoids/CMonoid_axioms/M.var
\e[0;32mOK
\e[0m 0.02
27044 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof.con
\e[0;32mOK
\e[0m 0.04
27045 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof12.con
\e[0;32mOK
\e[0m 0.07
27046 cic:/CoRN/algebra/CMonoidCyc/c_n_minus_a_subproof.con
\e[0;32mOK
\e[0m 0.06
27047 cic:/CoRN/algebra/CMonoidCyc/plus_nminus1_subproof.con
\e[0;32mOK
\e[0m 0.04
27048 cic:/CoRN/algebra/CMonoidCyc/inj_surj/M.var
\e[0;32mOK
\e[0m 0.02
27049 cic:/CoRN/algebra/CMonoidCyc/ZP/M.var
\e[0;32mOK
\e[0m 0.02
27050 cic:/CoRN/algebra/CMonoidCyc/Th17/M.var
\e[0;32mOK
\e[0m 0.01
27051 cic:/CoRN/algebra/CMonoidCyc/MP/M.var
\e[0;32mOK
\e[0m 0.01
27052 cic:/CoRN/algebra/CMonoidCyc/Char/M.var
\e[0;32mOK
\e[0m 0.02
27053 cic:/CoRN/algebra/CMonoidCyc/CTN/M.var
\e[0;32mOK
\e[0m 0.02
27054 cic:/CoRN/algebra/CLogic/Cdiff_Z_ind.con
\e[0;32mOK
\e[0m 0.03
27055 cic:/CoRN/algebra/CAbGroups/Build_CSemiGroup'.con
\e[0;32mOK
\e[0m 0.02
27056 cic:/CoRN/algebra/Basics/Zlt_conv_mult_l.con
\e[0;32mOK
\e[0m 0.04
27057 cic:/CoRN/algebra/Basics/diff_Z_ind.con
\e[0;32mOK
\e[0m 0.02
27058 cic:/CoRN/algebra/Basics/proper_caseZ_diff.con
\e[0;32mOK
\e[0m 0.03
27059 cic:/CoRN/algebra/Basics/surj_eq_subproof.con
\e[0;32mOK
\e[0m 0.04
27060 cic:/Cachan/SMC/quant/BDDmu_all.con
\e[0;32mOK
\e[0m 0.02
27061 cic:/Cachan/SMC/quant/BDDmu_ex.con
\e[0;32mOK
\e[0m 0.01
27062 cic:/Cachan/SMC/myMap/MapMerge_assoc.con
\e[0;32mOK
\e[0m 0.05
27063 cic:/Cachan/SMC/myMap/MapMerge_eq.con
\e[0;32mOK
\e[0m 0.04
27064 cic:/Cachan/SMC/myMap/my_fold_right_lemma.con
\e[0;32mOK
\e[0m 0.30
27065 cic:/Cachan/SMC/mu/be_iter2n_0.con
\e[0;32mOK
\e[0m 0.07
27066 cic:/Cachan/SMC/mu/be_iter2n_eq_preserved.con
\e[0;32mOK
\e[0m 0.04
27067 cic:/Cachan/SMC/mu/be_iter2n_false.con
\e[0;32mOK
\e[0m 0.08
27068 cic:/Cachan/SMC/mu/be_iter2n_prop_preserved.con
\e[0;32mOK
\e[0m 0.04
27069 cic:/Cachan/SMC/mu/be_iter_eq_preserved.con
\e[0;32mOK
\e[0m 0.02
27070 cic:/Cachan/SMC/mu/be_iter_prop_preserved.con
\e[0;32mOK
\e[0m 0.02
27071 cic:/Cachan/SMC/mu/be_le1_le.con
\e[0;32mOK
\e[0m 0.04
27072 cic:/Cachan/SMC/mu/mf.con
\e[0;32mOK
\e[0m 0.02
27073 cic:/Cachan/SMC/mu/var_env'_to_env''.con
\e[0;32mOK
\e[0m 0.02
27074 cic:/Cachan/SMC/make/BDDmake_node_height_eq.con
\e[0;32mOK
\e[0m 0.22
27075 cic:/Cachan/SMC/gc/add_used_nodes_lemma_2.con
\e[0;32mOK
\e[0m 0.03
27076 cic:/Cachan/SMC/config/BDDvar_independent_bs.con
\e[0;32mOK
\e[0m 0.02
27077 cic:/Cachan/SMC/config/BDDvar_independent_high.con
\e[0;32mOK
\e[0m 0.02
27078 cic:/Cachan/SMC/config/BDDvar_independent_low.con
\e[0;32mOK
\e[0m 0.02
27079 cic:/Cachan/SMC/config/node_preserved_bs_bool_fun.con
\e[0;32mOK
\e[0m 0.02
27080 cic:/Cachan/SMC/config/nodes_preserved_bs_bool_fun.con
\e[0;32mOK
\e[0m 0.02
27081 cic:/Cachan/SMC/config/used_node'_OK.con
\e[0;32mOK
\e[0m 0.04
27082 cic:/Cachan/SMC/config/used_node_OK.con
\e[0;32mOK
\e[0m 0.04
27083 cic:/Cachan/SMC/config/used_nodes_preserved_node_OK'.con
\e[0;32mOK
\e[0m 0.06
27084 cic:/Cachan/SMC/config/used_nodes_preserved_node_OK.con
\e[0;32mOK
\e[0m 0.05
27085 cic:/Cachan/SMC/config/used_nodes_preserved_node_height_eq.con
\e[0;32mOK
\e[0m 0.06
27086 cic:/Cachan/SMC/config/used_nodes_preserved_trans.con
\e[0;32mOK
\e[0m 0.04
27087 cic:/Cachan/SMC/config/used_nodes_preserved_used_node'.con
\e[0;32mOK
\e[0m 0.03
27088 cic:/Cachan/SMC/alloc/BDDsharing_OK_1.con
\e[0;32mOK
\e[0m 0.34
27089 cic:/Cachan/SMC/alloc/new_l_OK.con
\e[0;32mOK
\e[0m 0.04
27090 cic:/Cachan/SMC/alloc/new_r_OK.con
\e[0;32mOK
\e[0m 0.03
27091 cic:/Cachan/SMC/alloc/new_xl_lt_x.con
\e[0;32mOK
\e[0m 0.16
27092 cic:/Cachan/SMC/alloc/new_xr_lt_x.con
\e[0;32mOK
\e[0m 0.15
27093 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Soundness_left_smallest_in.con
\e[0;32mOK
\e[0m 0.05
27094 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Shtree_And.con
\e[0;32mOK
\e[0m 0.04
27095 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Shtree_Or.con
\e[0;32mOK
\e[0m 0.04
27096 cic:/Sophia-Antipolis/Rsa/Rsa/Chinese.con
\e[0;32mOK
\e[0m 0.08
27097 cic:/Sophia-Antipolis/Rsa/Divides/L_Euclides1.con
\e[0;32mOK
\e[0m 0.02
27098 cic:/Sophia-Antipolis/MATHS/GROUPS/g3/T_1_6_4.con
\e[0;31mFAIL
\e[0m
27099 cic:/Sophia-Antipolis/MATHS/GEOMETRY/problems/thm9_2.con
\e[0;32mOK
\e[0m 0.74
27100 cic:/Sophia-Antipolis/Huffman/Build/build_correct.con
\e[0;32mOK
\e[0m 0.56
27101 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4_Out.con
\e[0;31mFAIL
\e[0m
27102 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction2_Out.con
\e[0;31mFAIL
\e[0m
27103 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/step8.con
\e[0;31mFAIL
\e[0m
27104 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1/step8.var
\e[0;31mFAIL
\e[0m
27105 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/step3.var
\e[0;31mFAIL
\e[0m
27106 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/step4.var
\e[0;31mFAIL
\e[0m
27107 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/naturals_main_induction3em/step3_3.var
\e[0;31mFAIL
\e[0m
27108 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_proof/step9.var
\e[0;31mFAIL
\e[0m
27109 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_prop_bounded_proof/step1.var
\e[0;31mFAIL
\e[0m
27110 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_prop_bounded_proof/step1.var
\e[0;31mFAIL
\e[0m
27111 cic:/Sophia-Antipolis/Float/Zdivides/ZquotientPos_subproof.con
\e[0;32mOK
\e[0m 0.04
27112 cic:/Sophia-Antipolis/Float/Zdivides/ZquotientPos_subproof0.con
\e[0;32mOK
\e[0m 0.05
27113 cic:/Sophia-Antipolis/Float/Power/Zpower_NR1_subproof.con
\e[0;32mOK
\e[0m 0.05
27114 cic:/Sophia-Antipolis/Float/MSB/LSB_rep_min_subproof.con
\e[0;32mOK
\e[0m 0.04
27115 cic:/Sophia-Antipolis/Float/MSB/MSB_le_abs_subproof.con
\e[0;32mOK
\e[0m 0.03
27116 cic:/Sophia-Antipolis/Float/MSB/MSB_mix_subproof.con
\e[0;32mOK
\e[0m 0.02
27117 cic:/Sophia-Antipolis/Float/MSB/abs_lt_MSB_subproof.con
\e[0;32mOK
\e[0m 0.03
27118 cic:/Sophia-Antipolis/Float/MSB/maxDivPlus_subproof.con
\e[0;32mOK
\e[0m 0.03
27119 cic:/Sophia-Antipolis/Float/MSB/mult_le_MSB_subproof.con
\e[0;32mOK
\e[0m 0.03
27120 cic:/Sophia-Antipolis/Float/Fop/Fmult_correct_subproof.con
\e[0;32mOK
\e[0m 0.03
27121 cic:/Sophia-Antipolis/Float/Fop/Fplus_correct_subproof.con
\e[0;32mOK
\e[0m 0.03
27122 cic:/Sophia-Antipolis/Float/Fop/Fplus_correct_subproof0.con
\e[0;32mOK
\e[0m 0.03
27123 cic:/Sophia-Antipolis/Float/Fodd/EvenMultInv.con
\e[0;32mOK
\e[0m 0.02
27124 cic:/Sophia-Antipolis/Float/Fodd/FevenOrFodd.con
\e[0;32mOK
\e[0m 0.01
27125 cic:/Sophia-Antipolis/Float/Fodd/OddMultInv.con
\e[0;32mOK
\e[0m 0.01
27126 cic:/Sophia-Antipolis/Float/Fnorm/FboundNext_subproof1.con
\e[0;32mOK
\e[0m 0.04
27127 cic:/Sophia-Antipolis/Float/Fnorm/FboundedMbound_subproof.con
\e[0;32mOK
\e[0m 0.04
27128 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicLePos_subproof0.con
\e[0;32mOK
\e[0m 0.05
27129 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicLtNeg_subproof.con
\e[0;32mOK
\e[0m 0.05
27130 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicNegFexpRlt_subproof.con
\e[0;32mOK
\e[0m 0.05
27131 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicNegFexpRlt_subproof0.con
\e[0;32mOK
\e[0m 0.03
27132 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicNegFexpRlt_subproof1.con
\e[0;32mOK
\e[0m 0.03
27133 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicPosFexpRlt_subproof.con
\e[0;32mOK
\e[0m 0.04
27134 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicPosFexpRlt_subproof0.con
\e[0;32mOK
\e[0m 0.03
27135 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicPosFexpRlt_subproof1.con
\e[0;32mOK
\e[0m 0.02
27136 cic:/Sophia-Antipolis/Float/Fnorm/FnormalBoundAbs_subproof.con
\e[0;32mOK
\e[0m 0.03
27137 cic:/Sophia-Antipolis/Float/Fnorm/FnormalLtNeg_subproof.con
\e[0;32mOK
\e[0m 0.05
27138 cic:/Sophia-Antipolis/Float/Fnorm/FnormalNnormMin_subproof.con
\e[0;32mOK
\e[0m 0.04
27139 cic:/Sophia-Antipolis/Float/Fnorm/Fnormalize_Fopp.con
\e[0;32mOK
\e[0m 0.38
27140 cic:/Sophia-Antipolis/Float/Fnorm/LtFsubnormal_subproof.con
\e[0;32mOK
\e[0m 0.02
27141 cic:/Sophia-Antipolis/Float/Fnorm/boundedNorMinGivesExp_subproof0.con
\e[0;32mOK
\e[0m 0.14
27142 cic:/Sophia-Antipolis/Float/Fnorm/maxMax1_subproof.con
\e[0;32mOK
\e[0m 0.03
27143 cic:/Sophia-Antipolis/Float/Fnorm/maxMaxBis_subproof.con
\e[0;32mOK
\e[0m 0.04
27144 cic:/Sophia-Antipolis/Float/FminOp/Zpower_nat_exp.con
\e[0;32mOK
\e[0m 0.02
27145 cic:/Sophia-Antipolis/Float/Fmin/mBFadic_correct1_subproof1.con
\e[0;32mOK
\e[0m 0.05
27146 cic:/Sophia-Antipolis/Float/Fmin/mBFadic_correct1_subproof2.con
\e[0;32mOK
\e[0m 0.04
27147 cic:/Sophia-Antipolis/Float/Float/FdigitEq_subproof.con
\e[0;32mOK
\e[0m 0.07
27148 cic:/Sophia-Antipolis/Float/Float/FdigitEq_subproof1.con
\e[0;32mOK
\e[0m 0.07
27149 cic:/Sophia-Antipolis/Float/Float/FshiftCorrect_subproof.con
\e[0;32mOK
\e[0m 0.03
27150 cic:/Sophia-Antipolis/Float/Float/FtoREqInv1_subproof.con
\e[0;32mOK
\e[0m 0.04
27151 cic:/Sophia-Antipolis/Float/Float/FtoREqInv2_subproof.con
\e[0;32mOK
\e[0m 0.03
27152 cic:/Sophia-Antipolis/Float/Float/is_Fzero_rep2_subproof.con
\e[0;32mOK
\e[0m 0.04
27153 cic:/Sophia-Antipolis/Float/Finduct/FinductNegAux_subproof.con
\e[0;32mOK
\e[0m 0.16
27154 cic:/Sophia-Antipolis/Float/Finduct/FinductPosAux_subproof.con
\e[0;32mOK
\e[0m 0.18
27155 cic:/Sophia-Antipolis/Float/Finduct/radixRangeBoundExp_subproof.con
\e[0;32mOK
\e[0m 0.05
27156 cic:/Sophia-Antipolis/Float/Finduct/radixRangeBoundExp_subproof0.con
\e[0;32mOK
\e[0m 0.05
27157 cic:/Sophia-Antipolis/Float/Finduct/radixRangeBoundExp_subproof1.con
\e[0;32mOK
\e[0m 0.04
27158 cic:/Sophia-Antipolis/Float/Finduct/radixRangeBoundExp_subproof2.con
\e[0;32mOK
\e[0m 0.06
27159 cic:/Sophia-Antipolis/Float/Fcomp/Fdiff_correct_subproof.con
\e[0;32mOK
\e[0m 0.04
27160 cic:/Sophia-Antipolis/Float/Fcomp/Fdiff_correct_subproof0.con
\e[0;32mOK
\e[0m 0.03
27161 cic:/Sophia-Antipolis/Float/Fcomp/Feq_bool_correct_r_subproof.con
\e[0;32mOK
\e[0m 0.04
27162 cic:/Sophia-Antipolis/Float/Fcomp/Feq_bool_correct_r_subproof0.con
\e[0;32mOK
\e[0m 0.03
27163 cic:/Sophia-Antipolis/Float/Fbound/FvalScale_subproof.con
\e[0;32mOK
\e[0m 0.04
27164 cic:/Sophia-Antipolis/Float/Faux/Zabs_Zs.con
\e[0;32mOK
\e[0m 0.03
27165 cic:/Sophia-Antipolis/Float/Faux/Zeq_Zs.con
\e[0;32mOK
\e[0m 0.02
27166 cic:/Sophia-Antipolis/Float/Faux/Zle_Zopp_Inv_subproof.con
\e[0;32mOK
\e[0m 0.03
27167 cic:/Sophia-Antipolis/Float/Faux/Zle_Zpred.con
\e[0;32mOK
\e[0m 0.01
27168 cic:/Sophia-Antipolis/Float/Faux/Zle_mult_gen.con
\e[0;32mOK
\e[0m 0.02
27169 cic:/Sophia-Antipolis/Float/Faux/Zlt_1_O_subproof.con
\e[0;32mOK
\e[0m 0.03
27170 cic:/Sophia-Antipolis/Float/Faux/Zlt_Zminus_ZERO_subproof.con
\e[0;32mOK
\e[0m 0.07
27171 cic:/Sophia-Antipolis/Float/Faux/Zlt_Zopp_Inv_subproof.con
\e[0;32mOK
\e[0m 0.04
27172 cic:/Sophia-Antipolis/Float/Faux/Zlt_mult_simpl_l.con
\e[0;32mOK
\e[0m 0.02
27173 cic:/Sophia-Antipolis/Float/Faux/Zlt_not_eq_rev_subproof.con
\e[0;32mOK
\e[0m 0.03
27174 cic:/Sophia-Antipolis/Float/Faux/Zlt_not_eq_subproof.con
\e[0;32mOK
\e[0m 0.02
27175 cic:/Sophia-Antipolis/Float/FSucc/FBoundedSuc_subproof0.con
\e[0;32mOK
\e[0m 0.08
27176 cic:/Sophia-Antipolis/Float/FSucc/FSuccDiff1.con
\e[0;32mOK
\e[0m 0.45
27177 cic:/Sophia-Antipolis/Float/FSucc/FSuccLt_subproof.con
\e[0;32mOK
\e[0m 0.24
27178 cic:/Sophia-Antipolis/Float/FSucc/FSuccLt_subproof0.con
\e[0;32mOK
\e[0m 0.05
27179 cic:/Sophia-Antipolis/Float/FSucc/FSuccNormNegNormMin_subproof.con
\e[0;32mOK
\e[0m 0.04
27180 cic:/Sophia-Antipolis/Float/FSucc/FSuccNormNegNotNormMin_subproof.con
\e[0;32mOK
\e[0m 0.04
27181 cic:/Sophia-Antipolis/Float/FSucc/FSuccNormNegNotNormMin_subproof1.con
\e[0;32mOK
\e[0m 0.07
27182 cic:/Sophia-Antipolis/Float/FSucc/FSuccSubnormNearNormMin_subproof.con
\e[0;32mOK
\e[0m 0.04
27183 cic:/Sophia-Antipolis/Float/Digit/digitAuxMore_subproof.con
\e[0;32mOK
\e[0m 0.04
27184 cic:/Sophia-Antipolis/Float/Digit/digitAuxMore_subproof1.con
\e[0;32mOK
\e[0m 0.03
27185 cic:/Sophia-Antipolis/Float/ClosestProp/ClosestIdem.con
\e[0;32mOK
\e[0m 0.90
27186 cic:/Sophia-Antipolis/Buchberger/Pspoly/spoly_div_is_minus.con
\e[0;32mOK
\e[0m 0.52
27187 cic:/Sophia-Antipolis/Buchberger/Pspminus/eqp_spminusf_com.con
\e[0;32mOK
\e[0m 0.04
27188 cic:/Sophia-Antipolis/Buchberger/Preduce/reduce_mults.con
\e[0;32mOK
\e[0m 0.15
27189 cic:/Sophia-Antipolis/Buchberger/Pplus/order_pluspf.con
\e[0;32mOK
\e[0m 0.06
27190 cic:/Sophia-Antipolis/Buchberger/Pplus/splus.con
\e[0;32mOK
\e[0m 0.06
27191 cic:/Sophia-Antipolis/Buchberger/Pmult/canonical_multpf.con
\e[0;32mOK
\e[0m 0.44
27192 cic:/Sophia-Antipolis/Buchberger/Pminus/canonical_minuspf.con
\e[0;32mOK
\e[0m 0.04
27193 cic:/Sophia-Antipolis/Buchberger/Pminus/order_pluspf.con
\e[0;32mOK
\e[0m 0.07
27194 cic:/Sophia-Antipolis/Buchberger/Pcrit/divpf_canonical.con
\e[0;32mOK
\e[0m 0.64
27195 cic:/Sophia-Antipolis/Buchberger/Pcomb/CombLinear_canonical.con
\e[0;32mOK
\e[0m 0.07
27196 cic:/Sophia-Antipolis/Buchberger/BuchAux/Cb_id.con
\e[0;32mOK
\e[0m 0.17
27197 cic:/Sophia-Antipolis/Bertrand/Prime/max_div_prop1.con
\e[0;32mOK
\e[0m 0.06
27198 cic:/Sophia-Antipolis/Bertrand/Prime/max_div_prop2.con
\e[0;32mOK
\e[0m 0.07
27199 cic:/Sophia-Antipolis/Bertrand/Prime/max_div_prop3.con
\e[0;32mOK
\e[0m 0.05
27200 cic:/Sophia-Antipolis/Bertrand/Prime/primeb.con
\e[0;32mOK
\e[0m 0.01
27201 cic:/Sophia-Antipolis/Bertrand/PowerBinomial/binomial_even.con
\e[0;32mOK
\e[0m 0.32
27202 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof10.con
\e[0;32mOK
\e[0m 0.05
27203 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof12.con
\e[0;32mOK
\e[0m 0.04
27204 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof16.con
\e[0;32mOK
\e[0m 0.04
27205 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof9.con
\e[0;32mOK
\e[0m 0.04
27206 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_12_subproof0.con
\e[0;32mOK
\e[0m 0.07
27207 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_12_subproof1.con
\e[0;32mOK
\e[0m 0.07
27208 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_12_subproof3.con
\e[0;32mOK
\e[0m 0.14
27209 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_6_subproof0.con
\e[0;32mOK
\e[0m 0.21
27210 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_7_subproof3.con
\e[0;32mOK
\e[0m 0.23
27211 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_7_subproof7.con
\e[0;32mOK
\e[0m 0.33
27212 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_8_subproof.con
\e[0;32mOK
\e[0m 0.06
27213 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_8_subproof1.con
\e[0;32mOK
\e[0m 0.07
27214 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof1.con
\e[0;32mOK
\e[0m 0.21
27215 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof12.con
\e[0;32mOK
\e[0m 0.29
27216 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof15.con
\e[0;32mOK
\e[0m 0.21
27217 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof25.con
\e[0;32mOK
\e[0m 0.24
27218 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof27.con
\e[0;32mOK
\e[0m 0.19
27219 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof29.con
\e[0;32mOK
\e[0m 0.24
27220 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof32.con
\e[0;32mOK
\e[0m 0.24
27221 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof35.con
\e[0;32mOK
\e[0m 0.20
27222 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof37.con
\e[0;32mOK
\e[0m 0.25
27223 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof39.con
\e[0;32mOK
\e[0m 0.26
27224 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof4.con
\e[0;32mOK
\e[0m 0.25
27225 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof41.con
\e[0;32mOK
\e[0m 0.24
27226 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof43.con
\e[0;32mOK
\e[0m 0.24
27227 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof45.con
\e[0;32mOK
\e[0m 0.26
27228 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof48.con
\e[0;32mOK
\e[0m 0.22
27229 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof50.con
\e[0;32mOK
\e[0m 0.26
27230 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof52.con
\e[0;32mOK
\e[0m 0.20
27231 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof56.con
\e[0;32mOK
\e[0m 0.23
27232 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof62.con
\e[0;32mOK
\e[0m 0.19
27233 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof7.con
\e[0;32mOK
\e[0m 0.18
27234 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof73.con
\e[0;32mOK
\e[0m 0.32
27235 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof74.con
\e[0;32mOK
\e[0m 0.18
27236 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof76.con
\e[0;32mOK
\e[0m 0.31
27237 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof9.con
\e[0;32mOK
\e[0m 0.19
27238 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof97.con
\e[0;32mOK
\e[0m 0.18
27239 cic:/Sophia-Antipolis/Bertrand/Knuth_def/Zle_inv_square_subproof0.con
\e[0;32mOK
\e[0m 0.05
27240 cic:/Sophia-Antipolis/Bertrand/Knuth_def/Zlt_inv_mult.con
\e[0;32mOK
\e[0m 0.01
27241 cic:/Sophia-Antipolis/Bertrand/Knuth_def/Zlt_inv_square.con
\e[0;32mOK
\e[0m 0.01
27242 cic:/Sophia-Antipolis/Bertrand/Gcd/L_Euclides1.con
\e[0;32mOK
\e[0m 0.02
27243 cic:/Sophia-Antipolis/Bertrand/Binomial/binomial_even.con
\e[0;32mOK
\e[0m 0.31
27244 cic:/Sophia-Antipolis/Algebra/Tiroirs/diff_add_part2.con
\e[0;31mFAIL
\e[0m
27245 cic:/Sophia-Antipolis/Algebra/Subcat/Subcategory_def/homC'.var
\e[0;31mFAIL
\e[0m
27246 cic:/Sophia-Antipolis/Algebra/Sets/comp_is_id_then_bijective.con
\e[0;31mFAIL
\e[0m
27247 cic:/Sophia-Antipolis/Algebra/Sets/comp_is_id_then_injective.con
\e[0;31mFAIL
\e[0m
27248 cic:/Sophia-Antipolis/Algebra/Sets/comp_is_id_then_surjective.con
\e[0;31mFAIL
\e[0m
27249 cic:/Sophia-Antipolis/Algebra/Set_cat/comp_map_map_compatible.con
\e[0;31mFAIL
\e[0m
27250 cic:/Sophia-Antipolis/Algebra/Parts2/surj_part_image_surjective.con
\e[0;31mFAIL
\e[0m
27251 cic:/Sophia-Antipolis/Algebra/Parts2/surj_set_image_surjective.con
\e[0;31mFAIL
\e[0m
27252 cic:/Sophia-Antipolis/Algebra/Parts/part_set_is_strictly_greater_than_set1.con
\e[0;31mFAIL
\e[0m
27253 cic:/Sophia-Antipolis/Algebra/Fpart2/diff_add_part.con
\e[0;31mFAIL
\e[0m
27254 cic:/Sophia-Antipolis/Algebra/Fpart2/diff_add_part_not_in.con
\e[0;31mFAIL
\e[0m
27255 cic:/Sophia-Antipolis/Algebra/Fpart/cardinal_O_empty.con
\e[0;31mFAIL
\e[0m
27256 cic:/Sophia-Antipolis/Algebra/Fpart/cardinal_comp.con
\e[0;31mFAIL
\e[0m
27257 cic:/Sophia-Antipolis/Algebra/Fpart/cardinal_empty_O.con
\e[0;31mFAIL
\e[0m
27258 cic:/Sophia-Antipolis/Algebra/Fpart/cardinal_ind.con
\e[0;31mFAIL
\e[0m
27259 cic:/Sophia-Antipolis/Algebra/Fpart/cardinal_ind2.con
\e[0;31mFAIL
\e[0m
27260 cic:/Sophia-Antipolis/Algebra/Fpart/cardinal_sup3.con
\e[0;31mFAIL
\e[0m
27261 cic:/Sophia-Antipolis/Algebra/Fmap/cardinal_equal_included_equal.con
\e[0;31mFAIL
\e[0m
27262 cic:/Sophia-Antipolis/Algebra/Fmap/finite.con
\e[0;31mFAIL
\e[0m
27263 cic:/Sophia-Antipolis/Algebra/Categories/Hom_comp.con
\e[0;31mFAIL
\e[0m
27264 cic:/Sophia-Antipolis/Algebra/Categories/Hom_id.con
\e[0;31mFAIL
\e[0m
27265 cic:/Sophia-Antipolis/Algebra/Categories/fsubcat_Hom.con
\e[0;31mFAIL
\e[0m
27266 cic:/Sophia-Antipolis/Algebra/Cartesian/map_couple_proj_prop.con
\e[0;31mFAIL
\e[0m
27267 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Bernstein/PX.var
\e[0;31mFAIL
\e[0m
27268 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Bernstein/h_incr.var
\e[0;31mFAIL
\e[0m
27269 cic:/Rocq/TreeAutomata/union_correct/u_merge_ref_ok_invar.con
\e[0;32mOK
\e[0m 0.04
27270 cic:/Rocq/TreeAutomata/union_correct/umerge_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.04
27271 cic:/Rocq/TreeAutomata/union_correct/union_DTA_main_state_correct_invar.con
\e[0;32mOK
\e[0m 0.16
27272 cic:/Rocq/TreeAutomata/union/insert_ostate_0.con
\e[0;31mFAIL
\e[0m
27273 cic:/Rocq/TreeAutomata/union/u_merge_2_0.con
\e[0;32mOK
\e[0m 0.02
27274 cic:/Rocq/TreeAutomata/union/u_merge_3_0.con
\e[0;32mOK
\e[0m 0.02
27275 cic:/Rocq/TreeAutomata/union/u_merge_4_0.con
\e[0;32mOK
\e[0m 0.03
27276 cic:/Rocq/TreeAutomata/union/u_merge_5_0.con
\e[0;32mOK
\e[0m 0.03
27277 cic:/Rocq/TreeAutomata/union/u_merge_ref_ok.con
\e[0;32mOK
\e[0m 0.04
27278 cic:/Rocq/TreeAutomata/union/union_s0d_2.con
\e[0;32mOK
\e[0m 0.16
27279 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_d_1.con
\e[0;31mFAIL
\e[0m
27280 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_kill_empty_2.con
\e[0;31mFAIL
\e[0m
27281 cic:/Rocq/TreeAutomata/states_kill_empty/pl_path_recon_true.con
\e[0;31mFAIL
\e[0m
27282 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_0.con
\e[0;32mOK
\e[0m 0.06
27283 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_1.con
\e[0;32mOK
\e[0m 0.02
27284 cic:/Rocq/TreeAutomata/inter_correct/preDTA_produit_ref_okd.con
\e[0;32mOK
\e[0m 0.19
27285 cic:/Rocq/TreeAutomata/empty_test/dt_non_empty_lazy_fix.con
\e[0;31mFAIL
\e[0m
27286 cic:/Rocq/TreeAutomata/coacc_test/predta_coacc_0_fix.con
\e[0;32mOK
\e[0m 0.03
27287 cic:/Rocq/SUBST/confluence_LSL/strong_confluence_slbpsl.con
\e[0;32mOK
\e[0m 0.02
27288 cic:/Rocq/LAMBDA/Residuals/commutation.con
\e[0;32mOK
\e[0m 0.02
27289 cic:/Rocq/LAMBDA/Reduction/red_beta.con
\e[0;32mOK
\e[0m 0.02
27290 cic:/Rocq/HIGMAN/Higman/snake.con
\e[0;32mOK
\e[0m 0.03
27291 cic:/Rocq/GRAPHS/cgraph/CG_add_root_consistent.con
\e[0;32mOK
\e[0m 0.03
27292 cic:/Rocq/GRAPHS/cgraph/ad_1_path_dist_correct_2.con
\e[0;32mOK
\e[0m 0.03
27293 cic:/Rocq/COC/Types/thinning.con
\e[0;32mOK
\e[0m 0.03
27294 cic:/Rocq/COC/Strong_Norm/int_adapt.ind
\e[0;32mOK
\e[0m 0.02
27295 cic:/Rocq/COC/Strong_Norm/trm_in_int_ind.con
\e[0;32mOK
\e[0m 0.04
27296 cic:/Rocq/COC/Machine/answer.con
\e[0;31mFAIL
\e[0m
27297 cic:/Rocq/COC/Machine/exec_delete.con
\e[0;31mFAIL
\e[0m
27298 cic:/Rocq/COC/Machine/state_ext_ind.con
\e[0;32mOK
\e[0m 0.02
27299 cic:/Rocq/COC/Machine/state_ext_rec.con
\e[0;32mOK
\e[0m 0.01
27300 cic:/Rocq/COC/Machine/synth_deterministic.con
\e[0;32mOK
\e[0m 0.13
27301 cic:/Rocq/COC/Machine/synth_no_confusion.con
\e[0;32mOK
\e[0m 0.15
27302 cic:/Rocq/COC/Machine/synthesis.con
\e[0;32mOK
\e[0m 0.17
27303 cic:/Rocq/COC/Machine/top_error_ind.con
\e[0;31mFAIL
\e[0m
27304 cic:/Rocq/COC/Machine/top_trans_ind.con
\e[0;31mFAIL
\e[0m
27305 cic:/Rocq/COC/Int_stab/int_typ_cr.con
\e[0;32mOK
\e[0m 0.10
27306 cic:/Rocq/COC/Int_stab/int_var_sound_ind.con
\e[0;32mOK
\e[0m 0.02
27307 cic:/Rocq/COC/Int_stab/lift_int_typ.con
\e[0;32mOK
\e[0m 0.45
27308 cic:/Rocq/COC/Ered/strip_lemma_Epar_red1.con
\e[0;32mOK
\e[0m 0.03
27309 cic:/Rocq/COC/Equiv/Ered_normal_NF_Econv.con
\e[0;32mOK
\e[0m 0.02
27310 cic:/Rocq/COC/ETypes/Etyp_mem_kind.con
\e[0;32mOK
\e[0m 0.04
27311 cic:/Rocq/COC/ETypes/inv_Etyp_abs.con
\e[0;32mOK
\e[0m 0.02
27312 cic:/Rocq/COC/ETypes/inv_Etyp_app.con
\e[0;32mOK
\e[0m 0.02
27313 cic:/Rocq/COC/ETypes/inv_Etyp_kind.con
\e[0;32mOK
\e[0m 0.02
27314 cic:/Rocq/COC/ETypes/inv_Etyp_prod.con
\e[0;32mOK
\e[0m 0.02
27315 cic:/Rocq/COC/ETypes/inv_Etyp_prop.con
\e[0;32mOK
\e[0m 0.01
27316 cic:/Rocq/COC/ETypes/inv_Etyp_ref.con
\e[0;32mOK
\e[0m 0.01
27317 cic:/Rocq/COC/ETypes/inv_Etyp_set.con
\e[0;32mOK
\e[0m 0.02
27318 cic:/Rocq/COC/Conv/strip_lemma.con
\e[0;32mOK
\e[0m 0.04
27319 cic:/Rocq/COC/Consistency/inv_typ_applist_head.con
\e[0;32mOK
\e[0m 0.02
27320 cic:/Rocq/COC/Can/cand_sat.con
\e[0;32mOK
\e[0m 0.11
27321 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ_subproof1.con
\e[0;32mOK
\e[0m 0.04
27322 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ_subproof10.con
\e[0;32mOK
\e[0m 0.03
27323 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ_subproof11.con
\e[0;32mOK
\e[0m 0.03
27324 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ_subproof13.con
\e[0;32mOK
\e[0m 0.03
27325 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ_subproof14.con
\e[0;32mOK
\e[0m 0.06
27326 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ_subproof2.con
\e[0;32mOK
\e[0m 0.03
27327 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ_subproof4.con
\e[0;32mOK
\e[0m 0.03
27328 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ_subproof5.con
\e[0;32mOK
\e[0m 0.04
27329 cic:/Rocq/ARITH/ZChinese/Zgcd/acc_P_subproof.con
\e[0;32mOK
\e[0m 0.04
27330 cic:/Rocq/ARITH/Chinese/Zmult/Z_ring.con
\e[0;32mOK
\e[0m 0.03
27331 cic:/Rocq/ARITH/Chinese/Zmult/tech_mult_pos_succZ2.con
\e[0;32mOK
\e[0m 0.02
27332 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/Restricted_map_law.con
\e[0;32mOK
\e[0m 0.02
27333 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/monoid_laws/Ap_op.var
\e[0;32mOK
\e[0m 0.02
27334 cic:/Rocq/ALGEBRA/SETOID/Map2/Prf_map2_congl.con
\e[0;32mOK
\e[0m 0.02
27335 cic:/Rocq/ALGEBRA/SETOID/Map2/Prf_map2_congr.con
\e[0;32mOK
\e[0m 0.02
27336 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Prf_map2_congl''.con
\e[0;32mOK
\e[0m 0.03
27337 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Prf_map2_congr''.con
\e[0;32mOK
\e[0m 0.02
27338 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Cat_comp''.con
\e[0;32mOK
\e[0m 0.02
27339 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/Comp_PULB.con
\e[0;32mOK
\e[0m 0.04
27340 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Comp_Discr.con
\e[0;32mOK
\e[0m 0.04
27341 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Prf_map2_congl'.con
\e[0;32mOK
\e[0m 0.02
27342 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Prf_map2_congr'.con
\e[0;32mOK
\e[0m 0.01
27343 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Cat_comp'.con
\e[0;32mOK
\e[0m 0.02
27344 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/SET/Comp_SET.con
\e[0;32mOK
\e[0m 0.06
27345 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/Comp_One.con
\e[0;32mOK
\e[0m 0.03
27346 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Cat_comp.con
\e[0;32mOK
\e[0m 0.02
27347 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/S_lambda1_fun.con
\e[0;32mOK
\e[0m 0.06
27348 cic:/Orsay/QArith/QArith_base/Qeq_trans.con
\e[0;32mOK
\e[0m 0.26
27349 cic:/Orsay/QArith/QArith_base/Qle_antisym.con
\e[0;32mOK
\e[0m 0.02
27350 cic:/Orsay/QArith/QArith_base/Qle_not_lt_subproof.con
\e[0;32mOK
\e[0m 0.04
27351 cic:/Orsay/QArith/QArith_base/Qlt_not_eq_subproof.con
\e[0;32mOK
\e[0m 0.05
27352 cic:/Orsay/QArith/QArith_base/Qlt_not_le_subproof.con
\e[0;32mOK
\e[0m 0.03
27353 cic:/Orsay/QArith/QArith_base/Qlt_trans_subproof.con
\e[0;32mOK
\e[0m 0.04
27354 cic:/Orsay/QArith/QArith_base/Qlt_trans_subproof0.con
\e[0;32mOK
\e[0m 0.05
27355 cic:/Orsay/Maths/prime/bezout_rel_prime.con
\e[0;32mOK
\e[0m 0.02
27356 cic:/Orsay/Maths/prime/prime_divisors_subproof0.con
\e[0;32mOK
\e[0m 0.04
27357 cic:/Orsay/Maths/prime/prime_divisors_subproof1.con
\e[0;32mOK
\e[0m 0.03
27358 cic:/Orsay/Maths/prime/prime_divisors_subproof2.con
\e[0;32mOK
\e[0m 0.03
27359 cic:/Orsay/Maths/prime/prime_divisors_subproof4.con
\e[0;32mOK
\e[0m 0.03
27360 cic:/Orsay/Maths/prime/prime_divisors_subproof5.con
\e[0;32mOK
\e[0m 0.03
27361 cic:/Orsay/Maths/gcd/gcd_for_euclid.con
\e[0;32mOK
\e[0m 0.07
27362 cic:/Orsay/Maths/gcd/gcd_minus.con
\e[0;32mOK
\e[0m 0.02
27363 cic:/Orsay/ExactRealArithmetic/Zind_complements/Zind_plus_1.con
\e[0;32mOK
\e[0m 0.03
27364 cic:/Orsay/ExactRealArithmetic/Zarith_operations/Zle_2_Zs_dec.con
\e[0;32mOK
\e[0m 0.13
27365 cic:/Orsay/ExactRealArithmetic/Zarith_operations/Zle_not_lt.con
\e[0;32mOK
\e[0m 0.01
27366 cic:/Orsay/ExactRealArithmetic/Zabs_complements/Zabs_01.con
\e[0;32mOK
\e[0m 0.05
27367 cic:/Orsay/ExactRealArithmetic/Rabsolu_complements/Rabsolu_def4.con
\e[0;32mOK
\e[0m 0.02
27368 cic:/Orsay/ExactRealArithmetic/Oppose/lemme_oppose.con
\e[0;32mOK
\e[0m 0.05
27369 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/msd_prop1_subproof.con
\e[0;32mOK
\e[0m 0.05
27370 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/msd_prop1_subproof3.con
\e[0;32mOK
\e[0m 0.05
27371 cic:/Nijmegen/QArith/positive_fraction_encoding/encoding_algorithm_1.con
\e[0;31mFAIL
\e[0m
27372 cic:/Nijmegen/QArith/positive_fraction_encoding/encoding_algorithm_2.con
\e[0;31mFAIL
\e[0m
27373 cic:/Nijmegen/QArith/positive_fraction_encoding/encoding_algorithm_equal_strong.con
\e[0;31mFAIL
\e[0m
27374 cic:/Nijmegen/QArith/homographic_correctness/coding_Q_subproof_subproof.con
\e[0;32mOK
\e[0m 0.03
27375 cic:/Nijmegen/QArith/homographic_correctness/coding_Q_subproof_subproof0.con
\e[0;32mOK
\e[0m 0.03
27376 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof18.con
\e[0;31mFAIL
\e[0m
27377 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof8.con
\e[0;31mFAIL
\e[0m
27378 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof11_subproof.con
\e[0;32mOK
\e[0m 0.03
27379 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof12_subproof.con
\e[0;32mOK
\e[0m 0.02
27380 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof18_subproof.con
\e[0;32mOK
\e[0m 0.03
27381 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof1_subproof.con
\e[0;32mOK
\e[0m 0.03
27382 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof20_subproof.con
\e[0;32mOK
\e[0m 0.03
27383 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof24_subproof.con
\e[0;32mOK
\e[0m 0.03
27384 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof28_subproof.con
\e[0;32mOK
\e[0m 0.03
27385 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof34_subproof.con
\e[0;32mOK
\e[0m 0.02
27386 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof35_subproof.con
\e[0;32mOK
\e[0m 0.03
27387 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof41_subproof.con
\e[0;32mOK
\e[0m 0.03
27388 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof43_subproof.con
\e[0;32mOK
\e[0m 0.03
27389 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof5_subproof.con
\e[0;32mOK
\e[0m 0.03
27390 cic:/Nijmegen/QArith/general_Q/Q_to_Z_monotone_subproof.con
\e[0;32mOK
\e[0m 0.03
27391 cic:/Nijmegen/QArith/general_Q/Q_to_Z_monotone_subproof1.con
\e[0;32mOK
\e[0m 0.03
27392 cic:/Nijmegen/QArith/general_Q/Qlt_irreflexive.con
\e[0;32mOK
\e[0m 0.01
27393 cic:/Nijmegen/QArith/general_Q/Qlt_transitive.con
\e[0;32mOK
\e[0m 0.01
27394 cic:/Nijmegen/QArith/general_Q/Z_to_Qmult_NEG_subproof.con
\e[0;32mOK
\e[0m 0.06
27395 cic:/Nijmegen/QArith/general_Q/Z_to_Qmult_POS_NEG_subproof.con
\e[0;32mOK
\e[0m 0.08
27396 cic:/Nijmegen/QArith/general_Q/Z_to_Qmult_POS_subproof.con
\e[0;32mOK
\e[0m 0.06
27397 cic:/Nijmegen/QArith/Zaux/Zgt_mult_conv_absorb_l.con
\e[0;32mOK
\e[0m 0.02
27398 cic:/Nijmegen/QArith/Zaux/Zle_reg_mult_l.con
\e[0;32mOK
\e[0m 0.18
27399 cic:/Nijmegen/QArith/Zaux/Zmult_absorb.con
\e[0;32mOK
\e[0m 0.03
27400 cic:/Nijmegen/QArith/Zaux/Zmult_cancel_Zle.con
\e[0;32mOK
\e[0m 0.01
27401 cic:/Nijmegen/QArith/Zaux/Zpower_1.con
\e[0;32mOK
\e[0m 0.01
27402 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign.con
\e[0;32mOK
\e[0m 0.45
27403 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_Zero_Zero_always.con
\e[0;32mOK
\e[0m 0.07
27404 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_Zero_always_Zero_always_subproof.con
\e[0;32mOK
\e[0m 0.06
27405 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_Zero_always_Zero_subproof.con
\e[0;32mOK
\e[0m 0.06
27406 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_equal.con
\e[0;32mOK
\e[0m 0.02
27407 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_denom_nonzero_Zero_always.con
\e[0;32mOK
\e[0m 0.02
27408 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_denom_nonzero_always_Zero.con
\e[0;32mOK
\e[0m 0.01
27409 cic:/Marseille/GC/liveness/until_zero/always_eventually_grey_until_zero_trace.con
\e[0;32mOK
\e[0m 0.22
27410 cic:/Marseille/GC/liveness/until_zero/always_eventually_white_until_zero_trace.con
\e[0;32mOK
\e[0m 0.15
27411 cic:/Marseille/GC/liveness/until_zero/eventually_grey_until_zero.con
\e[0;32mOK
\e[0m 0.03
27412 cic:/Marseille/GC/liveness/until_zero/eventually_white_until_zero.con
\e[0;32mOK
\e[0m 0.02
27413 cic:/Lyon/FIRING-SQUAD/vertical/Ht0_DDf.con
\e[0;32mOK
\e[0m 0.03
27414 cic:/Lyon/FIRING-SQUAD/vertical/Ht1_DDf.con
\e[0;32mOK
\e[0m 0.02
27415 cic:/Lyon/FIRING-SQUAD/vertical/Ht1_VV.con
\e[0;31mFAIL
\e[0m
27416 cic:/Lyon/FIRING-SQUAD/trapeze/Ha_DD.con
\e[0;32mOK
\e[0m 0.05
27417 cic:/Lyon/FIRING-SQUAD/trapeze/Hb_DD.con
\e[0;32mOK
\e[0m 0.07
27418 cic:/Lyon/FIRING-SQUAD/trapeze/Hc_DD.con
\e[0;32mOK
\e[0m 0.09
27419 cic:/Lannion/continuations/FOUnify_cps/end_term_unif/unif_call.con
\e[0;32mOK
\e[0m 0.02
27420 cic:/Eindhoven/POCKLINGTON/natZ/inj_abs_pos.con
\e[0;32mOK
\e[0m 0.06
27421 cic:/Eindhoven/POCKLINGTON/modulo/modpq_modp.con
\e[0;32mOK
\e[0m 0.02
27422 cic:/Eindhoven/POCKLINGTON/list/productzproduct.con
\e[0;32mOK
\e[0m 0.02
27423 cic:/Eindhoven/POCKLINGTON/fermat/until_ok.con
\e[0;32mOK
\e[0m 0.04
27424 cic:/Coq/romega/ReflOmegaCore/contradiction_valid.con
\e[0;32mOK
\e[0m 0.13
27425 cic:/Coq/romega/ReflOmegaCore/exact_divide_valid.con
\e[0;32mOK
\e[0m 0.07
27426 cic:/Coq/romega/ReflOmegaCore/merge_eq_valid.con
\e[0;32mOK
\e[0m 0.12
27427 cic:/Coq/romega/ReflOmegaCore/negate_contradict_inv_valid.con
\e[0;32mOK
\e[0m 0.17
27428 cic:/Coq/romega/ReflOmegaCore/split_ineq_valid.con
\e[0;32mOK
\e[0m 0.11
27429 cic:/Coq/romega/ReflOmegaCore/state_valid.con
\e[0;32mOK
\e[0m 0.18
27430 cic:/Coq/romega/ReflOmegaCore/sum_valid.con
\e[0;32mOK
\e[0m 0.39
27431 cic:/Coq/omega/OmegaLemmas/OMEGA7.con
\e[0;32mOK
\e[0m 0.03
27432 cic:/Coq/field/Field_Theory/inverse_correct.con
\e[0;32mOK
\e[0m 0.08
27433 cic:/Coq/ZArith/auxiliary/Zgt_left.con
\e[0;32mOK
\e[0m 0.02
27434 cic:/Coq/ZArith/auxiliary/Zle_mult_approx.con
\e[0;32mOK
\e[0m 0.02
27435 cic:/Coq/ZArith/auxiliary/Zmult_le_approx.con
\e[0;32mOK
\e[0m 0.02
27436 cic:/Coq/ZArith/Zpower/two_power_pos_is_exp.con
\e[0;32mOK
\e[0m 0.03
27437 cic:/Coq/ZArith/Zorder/Zgt_0_le_0_pred.con
\e[0;32mOK
\e[0m 0.02
27438 cic:/Coq/ZArith/Zorder/Zle_0_1.con
\e[0;32mOK
\e[0m 0.01
27439 cic:/Coq/ZArith/Zorder/Zle_le_succ.con
\e[0;32mOK
\e[0m 0.02
27440 cic:/Coq/ZArith/Zorder/Zle_pred.con
\e[0;32mOK
\e[0m 0.02
27441 cic:/Coq/ZArith/Zorder/Zle_succ_le.con
\e[0;32mOK
\e[0m 0.01
27442 cic:/Coq/ZArith/Zorder/Zmult_ge_compat_l.con
\e[0;32mOK
\e[0m 0.02
27443 cic:/Coq/ZArith/Zorder/Zmult_gt_0_le_compat_r.con
\e[0;32mOK
\e[0m 0.03
27444 cic:/Coq/ZArith/Zorder/Zmult_gt_0_lt_compat_l.con
\e[0;32mOK
\e[0m 0.01
27445 cic:/Coq/ZArith/Zorder/Zmult_gt_compat_l.con
\e[0;32mOK
\e[0m 0.01
27446 cic:/Coq/ZArith/Zorder/Zmult_le_compat.con
\e[0;32mOK
\e[0m 0.02
27447 cic:/Coq/ZArith/Zorder/Zmult_lt_compat_l.con
\e[0;32mOK
\e[0m 0.02
27448 cic:/Coq/ZArith/Znumtheory/Zdivide_1_subproof.con
\e[0;32mOK
\e[0m 0.03
27449 cic:/Coq/ZArith/Znumtheory/Zdivide_1_subproof1.con
\e[0;32mOK
\e[0m 0.03
27450 cic:/Coq/ZArith/Znumtheory/Zdivide_bounds_subproof0.con
\e[0;32mOK
\e[0m 0.03
27451 cic:/Coq/ZArith/Znumtheory/Zdivide_bounds_subproof1.con
\e[0;32mOK
\e[0m 0.03
27452 cic:/Coq/ZArith/Znumtheory/Zdivide_bounds_subproof2.con
\e[0;32mOK
\e[0m 0.07
27453 cic:/Coq/ZArith/Znumtheory/Zdivide_dec_subproof.con
\e[0;32mOK
\e[0m 0.03
27454 cic:/Coq/ZArith/Znumtheory/Zdivide_dec_subproof0.con
\e[0;32mOK
\e[0m 0.03
27455 cic:/Coq/ZArith/Znumtheory/Zgcd_pos_subproof.con
\e[0;32mOK
\e[0m 0.03
27456 cic:/Coq/ZArith/Znumtheory/Zgcd_pos_subproof0.con
\e[0;32mOK
\e[0m 0.02
27457 cic:/Coq/ZArith/Znumtheory/Zis_gcd_for_euclid.con
\e[0;32mOK
\e[0m 0.08
27458 cic:/Coq/ZArith/Znumtheory/Zis_gcd_for_euclid2.con
\e[0;32mOK
\e[0m 0.09
27459 cic:/Coq/ZArith/Znumtheory/Zis_gcd_minus.con
\e[0;32mOK
\e[0m 0.03
27460 cic:/Coq/ZArith/Znumtheory/bezout_rel_prime.con
\e[0;32mOK
\e[0m 0.02
27461 cic:/Coq/ZArith/Znumtheory/prime_divisors_subproof0.con
\e[0;32mOK
\e[0m 0.04
27462 cic:/Coq/ZArith/Znumtheory/prime_divisors_subproof1.con
\e[0;32mOK
\e[0m 0.03
27463 cic:/Coq/ZArith/Znumtheory/prime_divisors_subproof2.con
\e[0;32mOK
\e[0m 0.03
27464 cic:/Coq/ZArith/Znumtheory/prime_divisors_subproof4.con
\e[0;32mOK
\e[0m 0.03
27465 cic:/Coq/ZArith/Znumtheory/prime_divisors_subproof5.con
\e[0;32mOK
\e[0m 0.03
27466 cic:/Coq/ZArith/Znat/inj_le.con
\e[0;32mOK
\e[0m 0.03
27467 cic:/Coq/ZArith/Zdiv/Z_div_ge0_subproof.con
\e[0;32mOK
\e[0m 0.02
27468 cic:/Coq/ZArith/Zcomplements/Zlength_cons.con
\e[0;32mOK
\e[0m 0.03
27469 cic:/Coq/ZArith/Zcomplements/Zlength_nil_inv.con
\e[0;32mOK
\e[0m 0.04
27470 cic:/Coq/ZArith/Zbool/Zlt_is_le_bool.con
\e[0;32mOK
\e[0m 0.04
27471 cic:/Coq/ZArith/Zbinary/Pdiv2.con
\e[0;32mOK
\e[0m 0.03
27472 cic:/Coq/ZArith/Zbinary/binary_value_pos_subproof.con
\e[0;32mOK
\e[0m 0.02
27473 cic:/Coq/ZArith/Wf_Z/natlike_rec2.con
\e[0;32mOK
\e[0m 0.03
27474 cic:/Coq/ZArith/Wf_Z/natlike_rec3.con
\e[0;32mOK
\e[0m 0.02
27475 cic:/Coq/ZArith/BinInt/Zmult_reg_r.con
\e[0;32mOK
\e[0m 0.03
27476 cic:/Coq/Reals/SeqProp/growing_cv.con
\e[0;32mOK
\e[0m 0.06
27477 cic:/Coq/Reals/Rseries/Un_cv_crit.con
\e[0;32mOK
\e[0m 0.08
27478 cic:/Coq/Reals/RiemannInt/phi_sequence.con
\e[0;32mOK
\e[0m 0.03
27479 cic:/Coq/Reals/Rfunctions/R_dist_pos.con
\e[0;32mOK
\e[0m 0.05
27480 cic:/Coq/Reals/Rfunctions/R_dist_sym.con
\e[0;32mOK
\e[0m 0.12
27481 cic:/Coq/Reals/Rbasic_fun/Rabs_Rabsolu.con
\e[0;32mOK
\e[0m 0.03
27482 cic:/Coq/Reals/Rbasic_fun/Rabs_def2.con
\e[0;32mOK
\e[0m 0.03
27483 cic:/Coq/Reals/Rbasic_fun/Rabs_mult.con
\e[0;32mOK
\e[0m 0.14
27484 cic:/Coq/Reals/Rbasic_fun/Rabs_pos_lt.con
\e[0;32mOK
\e[0m 0.03
27485 cic:/Coq/Reals/Ranalysis4/Rderivable_pt_abs.con
\e[0;32mOK
\e[0m 0.03
27486 cic:/Coq/Reals/Ranalysis1/cond_D2.con
\e[0;32mOK
\e[0m 83.58
27487 cic:/Coq/Reals/Ranalysis1/derivable_pt_lim_id.con
\e[0;32mOK
\e[0m 0.18
27488 cic:/Coq/Reals/R_sqr/Rsqr_inj.con
\e[0;32mOK
\e[0m 0.03
27489 cic:/Coq/Reals/R_sqr/Rsqr_le_abs_0.con
\e[0;32mOK
\e[0m 0.03
27490 cic:/Coq/Reals/R_sqr/Rsqr_le_abs_1.con
\e[0;32mOK
\e[0m 0.04
27491 cic:/Coq/Reals/R_sqr/Rsqr_lt_abs_0.con
\e[0;32mOK
\e[0m 0.02
27492 cic:/Coq/Reals/R_sqr/Rsqr_lt_abs_1.con
\e[0;32mOK
\e[0m 0.02
27493 cic:/Coq/Reals/R_sqr/Rsqr_neg_pos_le_1.con
\e[0;32mOK
\e[0m 0.02
27494 cic:/Coq/Reals/R_sqr/neg_pos_Rsqr_le.con
\e[0;32mOK
\e[0m 0.02
27495 cic:/Coq/Reals/R_Ifp/base_Int_part.con
\e[0;32mOK
\e[0m 0.07
27496 cic:/Coq/Reals/R_Ifp/base_fp.con
\e[0;32mOK
\e[0m 0.05
27497 cic:/Coq/Reals/RIneq/Rlt_0_1.con
\e[0;32mOK
\e[0m 0.02
27498 cic:/Coq/Reals/RIneq/Ropp_0_le_ge_contravar.con
\e[0;32mOK
\e[0m 0.01
27499 cic:/Coq/Reals/RIneq/Ropp_le_cancel.con
\e[0;32mOK
\e[0m 0.02
27500 cic:/Coq/Reals/RIneq/Ropp_le_contravar.con
\e[0;32mOK
\e[0m 0.01
27501 cic:/Coq/Reals/RIneq/Rplus_sqr_eq_0_l.con
\e[0;32mOK
\e[0m 0.02
27502 cic:/Coq/Reals/NewtonInt/FTC_Newton.con
\e[0;32mOK
\e[0m 0.03
27503 cic:/Coq/IntMap/Mapsubset/MapMerge_disjoint.con
\e[0;32mOK
\e[0m 0.04
27504 cic:/Coq/IntMap/Mapsubset/MapSubset_Merge_l.con
\e[0;32mOK
\e[0m 0.02
27505 cic:/Coq/IntMap/Mapsubset/MapSubset_Merge_mono.con
\e[0;32mOK
\e[0m 0.03
27506 cic:/Coq/IntMap/Mapsubset/MapSubset_Merge_r.con
\e[0;32mOK
\e[0m 0.02
27507 cic:/Coq/IntMap/Maplists/ad_list_not_stutters_card_conv.con
\e[0;32mOK
\e[0m 0.03
27508 cic:/Coq/IntMap/Maplists/ad_list_stutters_card_conv.con
\e[0;32mOK
\e[0m 0.02
27509 cic:/Coq/IntMap/Mapiter/alist_semantics_disjoint_comm.con
\e[0;32mOK
\e[0m 0.05
27510 cic:/Coq/IntMap/Mapfold/in_dom_DMerge_1.con
\e[0;32mOK
\e[0m 0.03
27511 cic:/Coq/IntMap/Mapcard/MapCard_makeM2.con
\e[0;32mOK
\e[0m 0.03
27512 cic:/Coq/IntMap/Mapcanon/mapcanon_unique.con
\e[0;32mOK
\e[0m 0.10
27513 cic:/Coq/IntMap/Mapaxioms/FSetDelta_assoc.con
\e[0;32mOK
\e[0m 0.11
27514 cic:/Coq/IntMap/Mapaxioms/FSetUnion_assoc.con
\e[0;32mOK
\e[0m 0.02
27515 cic:/Coq/IntMap/Mapaxioms/FSetUnion_idempotent.con
\e[0;32mOK
\e[0m 0.01
27516 cic:/Coq/IntMap/Mapaxioms/MapDelta_as_DomRestrBy.con
\e[0;32mOK
\e[0m 0.08
27517 cic:/Coq/IntMap/Mapaxioms/MapDelta_as_DomRestrBy_2.con
\e[0;32mOK
\e[0m 0.07
27518 cic:/Coq/IntMap/Mapaxioms/MapDelta_as_Merge.con
\e[0;32mOK
\e[0m 0.07
27519 cic:/Coq/IntMap/Mapaxioms/MapDelta_ext.con
\e[0;32mOK
\e[0m 0.06
27520 cic:/Coq/IntMap/Mapaxioms/MapDelta_nilpotent.con
\e[0;32mOK
\e[0m 0.03
27521 cic:/Coq/IntMap/Mapaxioms/MapDelta_sym.con
\e[0;32mOK
\e[0m 0.05
27522 cic:/Coq/IntMap/Mapaxioms/MapMerge_ext_l.con
\e[0;32mOK
\e[0m 0.02
27523 cic:/Coq/IntMap/Mapaxioms/MapMerge_ext_r.con
\e[0;32mOK
\e[0m 0.01
27524 cic:/Coq/IntMap/Fset/in_FSet_union.con
\e[0;32mOK
\e[0m 0.03
27525 cic:/Coq/IntMap/Fset/in_dom_delta.con
\e[0;32mOK
\e[0m 0.07
27526 cic:/CoRN/model/structures/Qsec/Q_is_archemaedian0.con
\e[0;32mOK
\e[0m 0.04
27527 cic:/CoRN/model/structures/Qsec/Qplus_assoc.con
\e[0;32mOK
\e[0m 0.05
27528 cic:/CoRN/model/structures/Qsec/Qplus_simpl.con
\e[0;32mOK
\e[0m 0.02
27529 cic:/CoRN/model/structures/Qpossec/Qmult_pres_pos0.con
\e[0;32mOK
\e[0m 0.03
27530 cic:/CoRN/model/setoids/Zfinsetoid/ZFap_tight.con
\e[0;32mOK
\e[0m 0.04
27531 cic:/CoRN/model/setoids/Nsetoid/plus2.con
\e[0;32mOK
\e[0m 0.24
27532 cic:/CoRN/model/setoids/Npossetoid/plus_resp_Npos.con
\e[0;32mOK
\e[0m 0.02
27533 cic:/CoRN/model/non_examples/N_no_group/no_inverse_nat_plus.con
\e[0;32mOK
\e[0m 0.03
27534 cic:/CoRN/model/monoids/Nm_to_cycm/p71E1/c.var
\e[0;32mOK
\e[0m 0.02
27535 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_nonzero_subproof.con
\e[0;32mOK
\e[0m 0.05
27536 cic:/CoRN/model/Zmod/ZDivides/Zdiv_Zopp_subproof1.con
\e[0;32mOK
\e[0m 0.06
27537 cic:/CoRN/model/Zmod/ZDivides/Zdiv_Zopp_subproof2.con
\e[0;32mOK
\e[0m 0.06
27538 cic:/CoRN/model/Zmod/ZDivides/Zdiv_Zopp_subproof5.con
\e[0;32mOK
\e[0m 0.06
27539 cic:/CoRN/model/Zmod/ZDivides/Zdiv_Zopp_subproof6.con
\e[0;32mOK
\e[0m 0.06
27540 cic:/CoRN/model/Zmod/ZDivides/Zdiv_Zopp_subproof7.con
\e[0;32mOK
\e[0m 0.08
27541 cic:/CoRN/model/Zmod/ZDivides/Zdiv_Zopp_subproof8.con
\e[0;32mOK
\e[0m 0.09
27542 cic:/CoRN/model/Zmod/ZDivides/Zdiv_quotient_unique_subproof.con
\e[0;32mOK
\e[0m 0.03
27543 cic:/CoRN/model/Zmod/ZDivides/Zmod0_Zopp_subproof3.con
\e[0;32mOK
\e[0m 0.08
27544 cic:/CoRN/model/Zmod/ZDivides/Zmod0_Zopp_subproof6.con
\e[0;32mOK
\e[0m 0.08
27545 cic:/CoRN/model/Zmod/ZDivides/Zmod0_Zopp_subproof7.con
\e[0;32mOK
\e[0m 0.08
27546 cic:/CoRN/model/Zmod/ZDivides/Zmod0_Zopp_subproof8.con
\e[0;32mOK
\e[0m 0.07
27547 cic:/CoRN/model/Zmod/ZBasics/Zge_gt_pred_subproof.con
\e[0;32mOK
\e[0m 0.04
27548 cic:/CoRN/model/Zmod/ZBasics/Zge_gt_succ_subproof.con
\e[0;32mOK
\e[0m 0.04
27549 cic:/CoRN/model/Zmod/ZBasics/Zle_antisymm.con
\e[0;32mOK
\e[0m 0.01
27550 cic:/CoRN/model/Zmod/ZBasics/Zle_neq_lt.con
\e[0;32mOK
\e[0m 0.01
27551 cic:/CoRN/model/Zmod/ZBasics/Zmult_intro_lft.con
\e[0;32mOK
\e[0m 0.02
27552 cic:/CoRN/model/Zmod/ZBasics/Zmult_pos_mon_le_rht.con
\e[0;32mOK
\e[0m 0.02
27553 cic:/CoRN/model/Zmod/ZBasics/Zmult_pos_mon_subproof.con
\e[0;32mOK
\e[0m 0.02
27554 cic:/CoRN/model/Zmod/ZBasics/lt_succ_Z_of_nat_subproof.con
\e[0;32mOK
\e[0m 0.08
27555 cic:/CoRN/model/Zmod/Cmod/Zmod_pos_subproof.con
\e[0;32mOK
\e[0m 0.04
27556 cic:/CoRN/devel/loeb/per/csetfun/FS_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.03
27557 cic:/CoRN/devel/loeb/per/csetfun/Inv_is_bij.con
\e[0;32mOK
\e[0m 0.81
27558 cic:/CoRN/devel/loeb/per/Zlst2fun/ZFap_tight.con
\e[0;32mOK
\e[0m 0.04
27559 cic:/CoRN/devel/loeb/IDA/Ch6_th17/Th17/u.var
\e[0;32mOK
\e[0m 0.02
27560 cic:/CoRN/devel/loeb/IDA/Ch6_inv/C_0_n_subproof0.con
\e[0;32mOK
\e[0m 0.03
27561 cic:/CoRN/devel/loeb/IDA/Ch6_inv/C_0_n_subproof1.con
\e[0;32mOK
\e[0m 0.03
27562 cic:/CoRN/devel/loeb/IDA/Ch6_inv/C_0_n_subproof10.con
\e[0;32mOK
\e[0m 0.08
27563 cic:/CoRN/devel/loeb/IDA/Ch6_inv/C_0_n_subproof2.con
\e[0;32mOK
\e[0m 0.03
27564 cic:/CoRN/devel/loeb/IDA/Ch6_inv/C_0_n_subproof5.con
\e[0;32mOK
\e[0m 0.08
27565 cic:/CoRN/devel/loeb/IDA/Ch6_inv/C_0_n_subproof6.con
\e[0;32mOK
\e[0m 0.08
27566 cic:/CoRN/devel/loeb/IDA/Ch6_inv/C_0_n_subproof7.con
\e[0;32mOK
\e[0m 0.07
27567 cic:/CoRN/devel/loeb/IDA/Ch6_inv/C_0_n_subproof8.con
\e[0;32mOK
\e[0m 0.08
27568 cic:/CoRN/devel/loeb/IDA/Ch6_inv/C_0_n_subproof9.con
\e[0;32mOK
\e[0m 0.08
27569 cic:/CoRN/devel/loeb/IDA/Ch6_inf/CTN/u.var
\e[0;32mOK
\e[0m 0.02
27570 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof.con
\e[0;32mOK
\e[0m 0.07
27571 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof33.con
\e[0;32mOK
\e[0m 0.09
27572 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof38.con
\e[0;32mOK
\e[0m 0.10
27573 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof46.con
\e[0;32mOK
\e[0m 0.10
27574 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof5.con
\e[0;32mOK
\e[0m 0.07
27575 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/O_is_lft_unit_C_subproof.con
\e[0;32mOK
\e[0m 0.04
27576 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/O_is_rht_unit_C_subproof.con
\e[0;32mOK
\e[0m 0.04
27577 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/c_plus_subproof2.con
\e[0;32mOK
\e[0m 0.20
27578 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/lt_succ_Z_of_nat_subproof.con
\e[0;32mOK
\e[0m 0.09
27579 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/mod_pos_subproof.con
\e[0;32mOK
\e[0m 0.04
27580 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/power_C_plus_subproof0.con
\e[0;32mOK
\e[0m 0.10
27581 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/power_C_plus_subproof1.con
\e[0;32mOK
\e[0m 0.09
27582 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/power_C_plus_subproof2.con
\e[0;32mOK
\e[0m 0.10
27583 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/surj_eq.con
\e[0;32mOK
\e[0m 0.02
27584 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/surj_not.con
\e[0;32mOK
\e[0m 0.02
27585 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/ZP/u.var
\e[0;32mOK
\e[0m 0.02
27586 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/MP/a.var
\e[0;32mOK
\e[0m 0.02
27587 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/MP/b.var
\e[0;32mOK
\e[0m 0.01
27588 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/MP/u.var
\e[0;32mOK
\e[0m 0.01
27589 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/a.var
\e[0;32mOK
\e[0m 0.02
27590 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/b.var
\e[0;32mOK
\e[0m 0.01
27591 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/c0.var
\e[0;32mOK
\e[0m 0.01
27592 cic:/CoRN/devel/loeb/IDA/Ch6_bi/inj_surj/u.var
\e[0;32mOK
\e[0m 0.01
27593 cic:/CoRN/devel/loeb/IDA/Ch6_bi/inj_surj/IL/a0.var
\e[0;32mOK
\e[0m 0.02
27594 cic:/CoRN/devel/loeb/IDA/Ch6_bi/inj_surj/IL/a1.var
\e[0;32mOK
\e[0m 0.01
27595 cic:/CoRN/devel/loeb/IDA/Ch6/FS_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.03
27596 cic:/CoRN/devel/loeb/IDA/Ch6/direct_product_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.08
27597 cic:/CoRN/devel/loeb/IDA/Ch6/free_monoid_is_CMonoid.con
\e[0;32mOK
\e[0m 0.02
27598 cic:/CoRN/devel/loeb/IDA/Ch6/is_unit_Astar_empty_word.con
\e[0;32mOK
\e[0m 0.04
27599 cic:/CoRN/devel/loeb/IDA/Ch6/plus2.con
\e[0;32mOK
\e[0m 0.29
27600 cic:/CoRN/devel/loeb/IDA/Ch6/p71E1/c.var
\e[0;32mOK
\e[0m 0.01
27601 cic:/CoRN/devel/loeb/IDA/Ch6/Th15/D.var
\e[0;32mOK
\e[0m 0.02
27602 cic:/CoRN/devel/loeb/IDA/Ch6/Th14/f.var
\e[0;32mOK
\e[0m 0.02
27603 cic:/CoRN/devel/loeb/IDA/Ch6/Th11/C.var
\e[0;32mOK
\e[0m 0.02
27604 cic:/CoRN/algebra/CSetoidFun/Inv_bij.con
\e[0;32mOK
\e[0m 0.27
27605 cic:/CoRN/algebra/CSemiGroups/Build_SubCSemiGroup.con
\e[0;32mOK
\e[0m 0.03
27606 cic:/CoRN/algebra/CSemiGroups/FS_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.02
27607 cic:/CoRN/algebra/CSemiGroups/FS_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.02
27608 cic:/CoRN/algebra/CSemiGroups/direct_product_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.08
27609 cic:/CoRN/algebra/CSemiGroups/included_FPlus''.con
\e[0;32mOK
\e[0m 0.02
27610 cic:/CoRN/algebra/CSemiGroups/included_FPlus'.con
\e[0;32mOK
\e[0m 0.02
27611 cic:/CoRN/algebra/CSemiGroups/included_FPlus.con
\e[0;32mOK
\e[0m 0.02
27612 cic:/CoRN/algebra/CMonoids/CMonoid_ind.con
\e[0;32mOK
\e[0m 0.03
27613 cic:/CoRN/algebra/CMonoids/CMonoid_rec.con
\e[0;32mOK
\e[0m 0.02
27614 cic:/CoRN/algebra/CMonoids/cm_unit.con
\e[0;32mOK
\e[0m 0.02
27615 cic:/CoRN/algebra/CMonoids/free_monoid_is_CMonoid.con
\e[0;32mOK
\e[0m 0.02
27616 cic:/CoRN/algebra/CMonoids/is_CMonoid_proof_irr.con
\e[0;32mOK
\e[0m 0.04
27617 cic:/CoRN/algebra/CMonoids/is_unit_Astar_empty_word.con
\e[0;32mOK
\e[0m 0.02
27618 cic:/CoRN/algebra/CMonoids/p71E1/c.var
\e[0;32mOK
\e[0m 0.02
27619 cic:/CoRN/algebra/CMonoids/Th15/D.var
\e[0;32mOK
\e[0m 0.02
27620 cic:/CoRN/algebra/CMonoids/Th14/f.var
\e[0;32mOK
\e[0m 0.02
27621 cic:/CoRN/algebra/CMonoids/Th11/C.var
\e[0;32mOK
\e[0m 0.01
27622 cic:/CoRN/algebra/CMonoids/CMonoid_basics/SubCMonoids/P.var
\e[0;32mOK
\e[0m 0.02
27623 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof0.con
\e[0;32mOK
\e[0m 0.23
27624 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof1.con
\e[0;32mOK
\e[0m 0.06
27625 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof10.con
\e[0;32mOK
\e[0m 0.07
27626 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof11.con
\e[0;32mOK
\e[0m 0.06
27627 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof12.con
\e[0;32mOK
\e[0m 0.06
27628 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof13.con
\e[0;32mOK
\e[0m 0.08
27629 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof14.con
\e[0;32mOK
\e[0m 0.09
27630 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof15.con
\e[0;32mOK
\e[0m 0.09
27631 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof16.con
\e[0;32mOK
\e[0m 0.08
27632 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof17.con
\e[0;32mOK
\e[0m 0.08
27633 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof18.con
\e[0;32mOK
\e[0m 0.07
27634 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof2.con
\e[0;32mOK
\e[0m 0.07
27635 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof3.con
\e[0;32mOK
\e[0m 0.06
27636 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof4.con
\e[0;32mOK
\e[0m 0.06
27637 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof7.con
\e[0;32mOK
\e[0m 0.06
27638 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof8.con
\e[0;32mOK
\e[0m 0.06
27639 cic:/CoRN/algebra/CMonoidCyc/C_0_n_subproof9.con
\e[0;32mOK
\e[0m 0.06
27640 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof.con
\e[0;32mOK
\e[0m 0.07
27641 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof33.con
\e[0;32mOK
\e[0m 0.10
27642 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof38.con
\e[0;32mOK
\e[0m 0.09
27643 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof46.con
\e[0;32mOK
\e[0m 0.09
27644 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof5.con
\e[0;32mOK
\e[0m 0.07
27645 cic:/CoRN/algebra/CMonoidCyc/O_is_lft_unit_C_subproof.con
\e[0;32mOK
\e[0m 0.04
27646 cic:/CoRN/algebra/CMonoidCyc/O_is_rht_unit_C_subproof.con
\e[0;32mOK
\e[0m 0.04
27647 cic:/CoRN/algebra/CMonoidCyc/c_plus_subproof2.con
\e[0;32mOK
\e[0m 0.19
27648 cic:/CoRN/algebra/CMonoidCyc/power_C_plus_subproof0.con
\e[0;32mOK
\e[0m 0.09
27649 cic:/CoRN/algebra/CMonoidCyc/power_C_plus_subproof1.con
\e[0;32mOK
\e[0m 0.09
27650 cic:/CoRN/algebra/CMonoidCyc/power_C_plus_subproof2.con
\e[0;32mOK
\e[0m 0.09
27651 cic:/CoRN/algebra/CMonoidCyc/inj_surj/u.var
\e[0;32mOK
\e[0m 0.01
27652 cic:/CoRN/algebra/CMonoidCyc/inj_surj/IL/a0.var
\e[0;32mOK
\e[0m 0.02
27653 cic:/CoRN/algebra/CMonoidCyc/inj_surj/IL/a1.var
\e[0;32mOK
\e[0m 0.01
27654 cic:/CoRN/algebra/CMonoidCyc/ZP/u.var
\e[0;32mOK
\e[0m 0.01
27655 cic:/CoRN/algebra/CMonoidCyc/Th17/u.var
\e[0;32mOK
\e[0m 0.01
27656 cic:/CoRN/algebra/CMonoidCyc/MP/a.var
\e[0;32mOK
\e[0m 0.01
27657 cic:/CoRN/algebra/CMonoidCyc/MP/b.var
\e[0;32mOK
\e[0m 0.01
27658 cic:/CoRN/algebra/CMonoidCyc/MP/u.var
\e[0;32mOK
\e[0m 0.01
27659 cic:/CoRN/algebra/CMonoidCyc/Char/a.var
\e[0;32mOK
\e[0m 0.01
27660 cic:/CoRN/algebra/CMonoidCyc/Char/b.var
\e[0;32mOK
\e[0m 0.01
27661 cic:/CoRN/algebra/CMonoidCyc/Char/c0.var
\e[0;32mOK
\e[0m 0.01
27662 cic:/CoRN/algebra/CMonoidCyc/CTN/u.var
\e[0;32mOK
\e[0m 0.01
27663 cic:/CoRN/algebra/CLogic/Zgt_mult_conv_absorb_l.con
\e[0;32mOK
\e[0m 0.03
27664 cic:/CoRN/algebra/CAbMonoids/is_CAbMonoid.con
\e[0;32mOK
\e[0m 0.02
27665 cic:/CoRN/algebra/CAbGroups/Build_CMonoid'.con
\e[0;32mOK
\e[0m 0.02
27666 cic:/CoRN/algebra/Basics/Zmult_absorb.con
\e[0;32mOK
\e[0m 0.03
27667 cic:/CoRN/algebra/Basics/surj_eq.con
\e[0;32mOK
\e[0m 0.01
27668 cic:/Cachan/SMC/myMap/myMapFold_as_fold_2.con
\e[0;32mOK
\e[0m 0.02
27669 cic:/Cachan/SMC/muset/var_env'_to_env''_to_env'.con
\e[0;32mOK
\e[0m 0.19
27670 cic:/Cachan/SMC/munew/var_env''_dash.con
\e[0;32mOK
\e[0m 0.03
27671 cic:/Cachan/SMC/mu/BDDmu_eval.con
\e[0;32mOK
\e[0m 0.04
27672 cic:/Cachan/SMC/mu/mfs.con
\e[0;32mOK
\e[0m 0.01
27673 cic:/Cachan/SMC/mu/var_env'_to_env''_lemma3.con
\e[0;32mOK
\e[0m 0.42
27674 cic:/Cachan/SMC/make/BDDmake_node_height_le.con
\e[0;32mOK
\e[0m 0.11
27675 cic:/Cachan/SMC/gc/mark_lemma_1.con
\e[0;32mOK
\e[0m 0.18
27676 cic:/Cachan/SMC/config/bool_fun_of_BDD_bs_high.con
\e[0;32mOK
\e[0m 0.03
27677 cic:/Cachan/SMC/config/bool_fun_of_BDD_bs_low.con
\e[0;32mOK
\e[0m 0.02
27678 cic:/Cachan/SMC/config/nodes_preserved_bool_fun.con
\e[0;32mOK
\e[0m 0.07
27679 cic:/Cachan/SMC/config/nodes_preserved_neg_memo_OK.con
\e[0;32mOK
\e[0m 0.07
27680 cic:/Cachan/SMC/config/nodes_preserved_or_memo_OK.con
\e[0;32mOK
\e[0m 0.09
27681 cic:/Cachan/SMC/config/nodes_preserved_um_OK.con
\e[0;32mOK
\e[0m 0.08
27682 cic:/Cachan/SMC/config/used_nodes_preserved'_bs_bool_fun.con
\e[0;32mOK
\e[0m 0.04
27683 cic:/Cachan/SMC/config/used_nodes_preserved'_node_height_eq.con
\e[0;32mOK
\e[0m 0.07
27684 cic:/Cachan/SMC/config/used_nodes_preserved_bs_bool_fun.con
\e[0;32mOK
\e[0m 0.02
27685 cic:/Cachan/SMC/alloc/BDD_OK_l.con
\e[0;32mOK
\e[0m 0.05
27686 cic:/Cachan/SMC/alloc/BDD_OK_r.con
\e[0;32mOK
\e[0m 0.03
27687 cic:/Cachan/SMC/alloc/BDDalloc_keeps_sharing_OK.con
\e[0;32mOK
\e[0m 0.03
27688 cic:/Cachan/SMC/alloc/BDDalloc_preserves_used_nodes.con
\e[0;32mOK
\e[0m 0.03
27689 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Soundness_left.con
\e[0;32mOK
\e[0m 0.04
27690 cic:/Suresnes/BDD/rauzy/algorithme1/Formula_to_BDT/Existence.con
\e[0;32mOK
\e[0m 0.02
27691 cic:/Sophia-Antipolis/geometry/coplanarite/coplanaire_ordre_permute.con
\e[0;32mOK
\e[0m 3.06
27692 cic:/Sophia-Antipolis/geometry/Field_affine/inversion_kPP.con
\e[0;32mOK
\e[0m 0.69
27693 cic:/Sophia-Antipolis/geometry/Field_affine/mult_PP_regulier.con
\e[0;32mOK
\e[0m 1.37
27694 cic:/Sophia-Antipolis/Rsa/Divides/L_Euclides2.con
\e[0;32mOK
\e[0m 0.02
27695 cic:/Sophia-Antipolis/Rsa/Divides/div_power_prime.con
\e[0;32mOK
\e[0m 0.03
27696 cic:/Sophia-Antipolis/Huffman/Huffman/huffman_build_minimun.con
\e[0;31mFAIL
\e[0m
27697 cic:/Sophia-Antipolis/Huffman/Build/build_fun.con
\e[0;32mOK
\e[0m 0.03
27698 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_prop_bounded_Out.con
\e[0;31mFAIL
\e[0m
27699 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Doubleton_th4.con
\e[0;31mFAIL
\e[0m
27700 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_prop_bounded_Out.con
\e[0;31mFAIL
\e[0m
27701 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA_Out.con
\e[0;31mFAIL
\e[0m
27702 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction3em_Out.con
\e[0;31mFAIL
\e[0m
27703 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4_Out.con
\e[0;31mFAIL
\e[0m
27704 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1/step9.var
\e[0;31mFAIL
\e[0m
27705 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/sublemma1.var
\e[0;31mFAIL
\e[0m
27706 cic:/Sophia-Antipolis/Float/Zenum/mZlist_aux_correct_rev1.con
\e[0;32mOK
\e[0m 0.03
27707 cic:/Sophia-Antipolis/Float/Zenum/mZlist_aux_correct_rev2_subproof.con
\e[0;32mOK
\e[0m 0.08
27708 cic:/Sophia-Antipolis/Float/Zenum/mZlist_aux_correct_rev2_subproof0.con
\e[0;32mOK
\e[0m 0.07
27709 cic:/Sophia-Antipolis/Float/Zenum/mZlist_correct_rev2_subproof.con
\e[0;32mOK
\e[0m 0.07
27710 cic:/Sophia-Antipolis/Float/Zenum/mZlist_correct_subproof.con
\e[0;32mOK
\e[0m 0.06
27711 cic:/Sophia-Antipolis/Float/Zenum/mZlist_correct_subproof0.con
\e[0;32mOK
\e[0m 0.12
27712 cic:/Sophia-Antipolis/Float/Zdivides/Zeq_mult_simpl_subproof1.con
\e[0;32mOK
\e[0m 0.05
27713 cic:/Sophia-Antipolis/Float/Zdivides/ZquotientUnique_subproof.con
\e[0;32mOK
\e[0m 0.14
27714 cic:/Sophia-Antipolis/Float/Power/Rlt_pow_R1.con
\e[0;32mOK
\e[0m 0.04
27715 cic:/Sophia-Antipolis/Float/Power/Zpower_NR0.con
\e[0;32mOK
\e[0m 0.02
27716 cic:/Sophia-Antipolis/Float/Power/Zpower_NR1_subproof0.con
\e[0;32mOK
\e[0m 0.05
27717 cic:/Sophia-Antipolis/Float/Power/pow_lt.con
\e[0;32mOK
\e[0m 0.02
27718 cic:/Sophia-Antipolis/Float/MSB/Fexp_le_MSB_subproof.con
\e[0;32mOK
\e[0m 0.11
27719 cic:/Sophia-Antipolis/Float/Fop/Fabs_correct1_subproof.con
\e[0;32mOK
\e[0m 0.03
27720 cic:/Sophia-Antipolis/Float/Fop/Fabs_correct2_subproof.con
\e[0;32mOK
\e[0m 0.03
27721 cic:/Sophia-Antipolis/Float/Fodd/FNevenFop.con
\e[0;32mOK
\e[0m 0.15
27722 cic:/Sophia-Antipolis/Float/Fodd/FNevenOrFNodd.con
\e[0;32mOK
\e[0m 0.06
27723 cic:/Sophia-Antipolis/Float/Fodd/FNoddFop.con
\e[0;32mOK
\e[0m 0.15
27724 cic:/Sophia-Antipolis/Float/Fnorm/FboundNext_subproof0.con
\e[0;32mOK
\e[0m 0.04
27725 cic:/Sophia-Antipolis/Float/Fnorm/Fcanonic_Rle_Zle_subproof.con
\e[0;32mOK
\e[0m 0.07
27726 cic:/Sophia-Antipolis/Float/Fnorm/FnormalLtPos_subproof0.con
\e[0;32mOK
\e[0m 0.04
27727 cic:/Sophia-Antipolis/Float/Fnorm/FnormalLtPos_subproof1.con
\e[0;32mOK
\e[0m 0.08
27728 cic:/Sophia-Antipolis/Float/Fnorm/FnormalPpred_subproof.con
\e[0;32mOK
\e[0m 0.06
27729 cic:/Sophia-Antipolis/Float/Fnorm/FnormalizeBounded_subproof.con
\e[0;32mOK
\e[0m 0.13
27730 cic:/Sophia-Antipolis/Float/Fnorm/FnormalizeBounded_subproof0.con
\e[0;32mOK
\e[0m 0.05
27731 cic:/Sophia-Antipolis/Float/Fmin/MaxOppMin.con
\e[0;32mOK
\e[0m 0.06
27732 cic:/Sophia-Antipolis/Float/Fmin/MinOppMax.con
\e[0;32mOK
\e[0m 0.04
27733 cic:/Sophia-Antipolis/Float/Fmin/boundBoundNat_subproof.con
\e[0;32mOK
\e[0m 0.07
27734 cic:/Sophia-Antipolis/Float/Fmin/mBFadic_correct2_subproof.con
\e[0;32mOK
\e[0m 0.08
27735 cic:/Sophia-Antipolis/Float/Fmin/mBFadic_correct3_subproof.con
\e[0;32mOK
\e[0m 0.09
27736 cic:/Sophia-Antipolis/Float/Fmin/mBFadic_correct4_subproof.con
\e[0;32mOK
\e[0m 0.08
27737 cic:/Sophia-Antipolis/Float/Float/FshiftCorrectSym_subproof.con
\e[0;32mOK
\e[0m 0.04
27738 cic:/Sophia-Antipolis/Float/Finduct/FweightLt_subproof.con
\e[0;32mOK
\e[0m 0.10
27739 cic:/Sophia-Antipolis/Float/Fbound/FBoundedScale.con
\e[0;32mOK
\e[0m 0.05
27740 cic:/Sophia-Antipolis/Float/Fbound/isBounded_subproof.con
\e[0;32mOK
\e[0m 0.05
27741 cic:/Sophia-Antipolis/Float/Fbound/maxFbounded.con
\e[0;32mOK
\e[0m 0.03
27742 cic:/Sophia-Antipolis/Float/Faux/INR_lt_nm.con
\e[0;32mOK
\e[0m 0.02
27743 cic:/Sophia-Antipolis/Float/Faux/Rle_R0_Ropp.con
\e[0;32mOK
\e[0m 0.03
27744 cic:/Sophia-Antipolis/Float/Faux/RmaxAbs.con
\e[0;32mOK
\e[0m 0.26
27745 cic:/Sophia-Antipolis/Float/Faux/Zle_Zminus_ZERO_subproof.con
\e[0;32mOK
\e[0m 0.08
27746 cic:/Sophia-Antipolis/Float/Faux/Zle_Zmult_comp_r.con
\e[0;32mOK
\e[0m 0.02
27747 cic:/Sophia-Antipolis/Float/Faux/Zle_Zopp_Inv_subproof0.con
\e[0;32mOK
\e[0m 0.03
27748 cic:/Sophia-Antipolis/Float/Faux/Zle_Zopp_subproof.con
\e[0;32mOK
\e[0m 0.04
27749 cic:/Sophia-Antipolis/Float/Faux/Zlt_1_O.con
\e[0;32mOK
\e[0m 0.01
27750 cic:/Sophia-Antipolis/Float/Faux/Zlt_Zabs_Zpred.con
\e[0;32mOK
\e[0m 0.04
27751 cic:/Sophia-Antipolis/Float/Faux/Zlt_Zminus_ZERO.con
\e[0;32mOK
\e[0m 0.08
27752 cic:/Sophia-Antipolis/Float/Faux/Zlt_Zopp_Inv.con
\e[0;32mOK
\e[0m 0.02
27753 cic:/Sophia-Antipolis/Float/Faux/Zlt_not_eq.con
\e[0;32mOK
\e[0m 0.02
27754 cic:/Sophia-Antipolis/Float/Faux/Zlt_not_eq_rev.con
\e[0;32mOK
\e[0m 0.02
27755 cic:/Sophia-Antipolis/Float/Faux/Zpred_Zle_Zabs_intro_subproof.con
\e[0;32mOK
\e[0m 0.04
27756 cic:/Sophia-Antipolis/Float/FSucc/FSuccZleEq_subproof2.con
\e[0;32mOK
\e[0m 0.09
27757 cic:/Sophia-Antipolis/Float/Digit/Zpower_nat_anti_monotone_lt_subproof.con
\e[0;32mOK
\e[0m 0.06
27758 cic:/Sophia-Antipolis/Float/Digit/digitLess_subproof.con
\e[0;32mOK
\e[0m 0.04
27759 cic:/Sophia-Antipolis/Float/Digit/digitLess_subproof0.con
\e[0;32mOK
\e[0m 0.04
27760 cic:/Sophia-Antipolis/Float/Digit/digit_minus1_subproof.con
\e[0;32mOK
\e[0m 0.07
27761 cic:/Sophia-Antipolis/Float/Digit/pos_length_pow_subproof.con
\e[0;32mOK
\e[0m 0.09
27762 cic:/Sophia-Antipolis/Float/Closest/ClosestMax.con
\e[0;32mOK
\e[0m 0.17
27763 cic:/Sophia-Antipolis/Float/Closest/ClosestMin.con
\e[0;32mOK
\e[0m 0.23
27764 cic:/Sophia-Antipolis/Buchberger/Pspoly/spolyf_canonical.con
\e[0;32mOK
\e[0m 0.45
27765 cic:/Sophia-Antipolis/Buchberger/Pspminus/canonical_spminusf.con
\e[0;32mOK
\e[0m 0.28
27766 cic:/Sophia-Antipolis/Buchberger/Preduce/reduce_eqp_com.con
\e[0;32mOK
\e[0m 0.23
27767 cic:/Sophia-Antipolis/Buchberger/Preduce/reduce_mults_inv_lem.con
\e[0;32mOK
\e[0m 0.66
27768 cic:/Sophia-Antipolis/Buchberger/Pplus/pluspf3_assoc.con
\e[0;31mSKIPPED
\e[0m
27769 cic:/Sophia-Antipolis/Buchberger/Pmult/multpf_comp.con
\e[0;32mOK
\e[0m 0.32
27770 cic:/Sophia-Antipolis/Buchberger/Pmult/multpf_smultm_assoc.con
\e[0;32mOK
\e[0m 0.40
27771 cic:/Sophia-Antipolis/Buchberger/Pmult/smult.con
\e[0;32mOK
\e[0m 0.03
27772 cic:/Sophia-Antipolis/Buchberger/Pminus/order_minuspf.con
\e[0;32mOK
\e[0m 0.07
27773 cic:/Sophia-Antipolis/Buchberger/Pminus/sminus.con
\e[0;32mOK
\e[0m 0.05
27774 cic:/Sophia-Antipolis/Buchberger/Pcrit/canonical_Dmult.con
\e[0;32mOK
\e[0m 0.51
27775 cic:/Sophia-Antipolis/Buchberger/Pcrit/canonical_Rminus.con
\e[0;32mOK
\e[0m 0.50
27776 cic:/Sophia-Antipolis/Buchberger/Pcrit/divPp_divpf.con
\e[0;32mOK
\e[0m 0.85
27777 cic:/Sophia-Antipolis/Buchberger/Pcrit/divp_is_multTerm.con
\e[0;32mOK
\e[0m 0.56
27778 cic:/Sophia-Antipolis/Buchberger/Pcrit/divpf_comp.con
\e[0;32mOK
\e[0m 0.51
27779 cic:/Sophia-Antipolis/Buchberger/Pcomb/CombLinear_mults1.con
\e[0;32mOK
\e[0m 0.10
27780 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/prime_dirac.con
\e[0;32mOK
\e[0m 0.02
27781 cic:/Sophia-Antipolis/Bertrand/Prime/divides_prime_divides.con
\e[0;32mOK
\e[0m 0.04
27782 cic:/Sophia-Antipolis/Bertrand/Prime/primeb_correct.con
\e[0;32mOK
\e[0m 0.05
27783 cic:/Sophia-Antipolis/Bertrand/Partition/bertrand_fun_aux.con
\e[0;32mOK
\e[0m 0.02
27784 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof11.con
\e[0;32mOK
\e[0m 0.08
27785 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof14.con
\e[0;32mOK
\e[0m 0.07
27786 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof15.con
\e[0;32mOK
\e[0m 0.04
27787 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof2.con
\e[0;32mOK
\e[0m 0.03
27788 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof6.con
\e[0;32mOK
\e[0m 0.04
27789 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11_subproof8.con
\e[0;32mOK
\e[0m 0.03
27790 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_12_subproof2.con
\e[0;32mOK
\e[0m 0.12
27791 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_1_subproof.con
\e[0;32mOK
\e[0m 0.04
27792 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_3_subproof.con
\e[0;32mOK
\e[0m 0.13
27793 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_6_subproof.con
\e[0;32mOK
\e[0m 0.19
27794 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_6_subproof1.con
\e[0;32mOK
\e[0m 0.09
27795 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_6_subproof2.con
\e[0;32mOK
\e[0m 0.10
27796 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_7_subproof.con
\e[0;32mOK
\e[0m 0.23
27797 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_7_subproof1.con
\e[0;32mOK
\e[0m 0.20
27798 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_7_subproof2.con
\e[0;32mOK
\e[0m 0.23
27799 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_7_subproof4.con
\e[0;32mOK
\e[0m 0.29
27800 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_7_subproof5.con
\e[0;32mOK
\e[0m 0.30
27801 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_7_subproof6.con
\e[0;32mOK
\e[0m 0.29
27802 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_7_subproof8.con
\e[0;32mOK
\e[0m 0.35
27803 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_7_subproof9.con
\e[0;32mOK
\e[0m 0.28
27804 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_8_subproof0.con
\e[0;32mOK
\e[0m 0.05
27805 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof0.con
\e[0;32mOK
\e[0m 0.39
27806 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof10.con
\e[0;32mOK
\e[0m 0.20
27807 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof100.con
\e[0;32mOK
\e[0m 0.33
27808 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof101.con
\e[0;32mOK
\e[0m 0.21
27809 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof102.con
\e[0;32mOK
\e[0m 0.19
27810 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof103.con
\e[0;32mOK
\e[0m 0.23
27811 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof104.con
\e[0;32mOK
\e[0m 0.19
27812 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof106.con
\e[0;32mOK
\e[0m 0.19
27813 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof107.con
\e[0;32mOK
\e[0m 0.35
27814 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof108.con
\e[0;32mOK
\e[0m 0.19
27815 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof13.con
\e[0;32mOK
\e[0m 0.23
27816 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof16.con
\e[0;32mOK
\e[0m 0.21
27817 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof17.con
\e[0;32mOK
\e[0m 0.33
27818 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof2.con
\e[0;32mOK
\e[0m 0.21
27819 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof21.con
\e[0;32mOK
\e[0m 0.20
27820 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof22.con
\e[0;32mOK
\e[0m 0.19
27821 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof23.con
\e[0;32mOK
\e[0m 0.21
27822 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof24.con
\e[0;32mOK
\e[0m 0.19
27823 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof26.con
\e[0;32mOK
\e[0m 0.44
27824 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof28.con
\e[0;32mOK
\e[0m 0.20
27825 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof3.con
\e[0;32mOK
\e[0m 0.20
27826 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof30.con
\e[0;32mOK
\e[0m 0.21
27827 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof31.con
\e[0;32mOK
\e[0m 0.19
27828 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof33.con
\e[0;32mOK
\e[0m 0.25
27829 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof34.con
\e[0;32mOK
\e[0m 0.38
27830 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof36.con
\e[0;32mOK
\e[0m 0.27
27831 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof38.con
\e[0;32mOK
\e[0m 0.82
27832 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof40.con
\e[0;32mOK
\e[0m 0.32
27833 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof42.con
\e[0;32mOK
\e[0m 0.30
27834 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof44.con
\e[0;32mOK
\e[0m 0.77
27835 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof46.con
\e[0;32mOK
\e[0m 0.38
27836 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof49.con
\e[0;32mOK
\e[0m 0.34
27837 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof51.con
\e[0;32mOK
\e[0m 0.69
27838 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof53.con
\e[0;32mOK
\e[0m 0.34
27839 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof55.con
\e[0;32mOK
\e[0m 0.33
27840 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof57.con
\e[0;32mOK
\e[0m 0.38
27841 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof59.con
\e[0;32mOK
\e[0m 0.50
27842 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof6.con
\e[0;32mOK
\e[0m 0.61
27843 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof60.con
\e[0;32mOK
\e[0m 0.46
27844 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof61.con
\e[0;32mOK
\e[0m 0.39
27845 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof63.con
\e[0;32mOK
\e[0m 0.35
27846 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof64.con
\e[0;32mOK
\e[0m 0.27
27847 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof65.con
\e[0;32mOK
\e[0m 0.20
27848 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof66.con
\e[0;32mOK
\e[0m 0.20
27849 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof67.con
\e[0;32mOK
\e[0m 0.24
27850 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof68.con
\e[0;32mOK
\e[0m 0.23
27851 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof69.con
\e[0;32mOK
\e[0m 0.26
27852 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof70.con
\e[0;32mOK
\e[0m 0.06
27853 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof71.con
\e[0;32mOK
\e[0m 0.07
27854 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof72.con
\e[0;32mOK
\e[0m 0.22
27855 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof75.con
\e[0;32mOK
\e[0m 0.20
27856 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof77.con
\e[0;32mOK
\e[0m 0.05
27857 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof79.con
\e[0;32mOK
\e[0m 0.05
27858 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof8.con
\e[0;32mOK
\e[0m 0.20
27859 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof98.con
\e[0;32mOK
\e[0m 0.20
27860 cic:/Sophia-Antipolis/Bertrand/Knuth_def/Zle_inv_square_subproof.con
\e[0;32mOK
\e[0m 0.03
27861 cic:/Sophia-Antipolis/Bertrand/Knuth_def/lt_Zlt_inv.con
\e[0;32mOK
\e[0m 0.02
27862 cic:/Sophia-Antipolis/Bertrand/Gcd/L_Euclides2.con
\e[0;32mOK
\e[0m 0.02
27863 cic:/Sophia-Antipolis/Bertrand/Gcd/div_power_prime.con
\e[0;32mOK
\e[0m 0.03
27864 cic:/Sophia-Antipolis/Bertrand/Check128/prime_between.con
\e[0;32mOK
\e[0m 0.02
27865 cic:/Sophia-Antipolis/Algebra/Subcat/subcat_Hom.con
\e[0;31mFAIL
\e[0m
27866 cic:/Sophia-Antipolis/Algebra/Set_cat/SET.con
\e[0;31mFAIL
\e[0m
27867 cic:/Sophia-Antipolis/Algebra/Parts/part_set_is_strictly_greater_than_set.con
\e[0;31mFAIL
\e[0m
27868 cic:/Sophia-Antipolis/Algebra/Fpart/cardinalO_unique.con
\e[0;31mFAIL
\e[0m
27869 cic:/Sophia-Antipolis/Algebra/Fpart/cardinal_1_single.con
\e[0;31mFAIL
\e[0m
27870 cic:/Sophia-Antipolis/Algebra/Fpart/cardinal_comp_l.con
\e[0;31mFAIL
\e[0m
27871 cic:/Sophia-Antipolis/Algebra/Fpart/cardinal_comp_r.con
\e[0;31mFAIL
\e[0m
27872 cic:/Sophia-Antipolis/Algebra/Fpart/cardinal_single.con
\e[0;31mFAIL
\e[0m
27873 cic:/Sophia-Antipolis/Algebra/Categories2/Cfunctor.ind
\e[0;31mFAIL
\e[0m
27874 cic:/Sophia-Antipolis/Algebra/Categories2/functor.ind
\e[0;31mFAIL
\e[0m
27875 cic:/Sophia-Antipolis/Algebra/Categories/Hom_comp_assoc_prf.con
\e[0;31mFAIL
\e[0m
27876 cic:/Sophia-Antipolis/Algebra/Categories/Hom_comp_unit_l_prf.con
\e[0;31mFAIL
\e[0m
27877 cic:/Sophia-Antipolis/Algebra/Categories/Hom_comp_unit_r_prf.con
\e[0;31mFAIL
\e[0m
27878 cic:/Sophia-Antipolis/Algebra/Categories/comp_hom.con
\e[0;31mFAIL
\e[0m
27879 cic:/Sophia-Antipolis/Algebra/Categories/fsubcat_Hom_comp.con
\e[0;31mFAIL
\e[0m
27880 cic:/Sophia-Antipolis/Algebra/Categories/fsubcat_Hom_id.con
\e[0;31mFAIL
\e[0m
27881 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Bernstein/X.var
\e[0;31mFAIL
\e[0m
27882 cic:/Rocq/TreeAutomata/union_correct/union_correct_wrt_sign_invar.con
\e[0;32mOK
\e[0m 0.10
27883 cic:/Rocq/TreeAutomata/union_correct/union_ref_ok.con
\e[0;32mOK
\e[0m 1.36
27884 cic:/Rocq/TreeAutomata/union/u_merge_2_5.con
\e[0;31mFAIL
\e[0m
27885 cic:/Rocq/TreeAutomata/union/u_merge_3_5.con
\e[0;31mFAIL
\e[0m
27886 cic:/Rocq/TreeAutomata/union/u_merge_4_5.con
\e[0;31mFAIL
\e[0m
27887 cic:/Rocq/TreeAutomata/union/u_merge_5_5.con
\e[0;31mFAIL
\e[0m
27888 cic:/Rocq/TreeAutomata/union/union_s_0d.con
\e[0;32mOK
\e[0m 0.02
27889 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_d_2.con
\e[0;31mFAIL
\e[0m
27890 cic:/Rocq/TreeAutomata/non_coacc_kill_correct/dta_kill_non_coacc_correct_main_state.con
\e[0;32mOK
\e[0m 0.04
27891 cic:/Rocq/TreeAutomata/non_coacc_kill_correct/predta_kill_non_coacc_correct_ref_ok.con
\e[0;32mOK
\e[0m 0.04
27892 cic:/Rocq/TreeAutomata/non_coacc_kill_correct/predta_kill_non_coacc_correct_wrt_sign.con
\e[0;32mOK
\e[0m 0.02
27893 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_2.con
\e[0;32mOK
\e[0m 0.04
27894 cic:/Rocq/TreeAutomata/inter_correct/preDTA_produit_ref_ok.con
\e[0;32mOK
\e[0m 0.04
27895 cic:/Rocq/THREE_GAP/tools/P1.con
\e[0;32mOK
\e[0m 0.03
27896 cic:/Rocq/THREE_GAP/tools/P2.con
\e[0;32mOK
\e[0m 0.01
27897 cic:/Rocq/SUBST/confluence_LSL/confluence_slbpsl.con
\e[0;32mOK
\e[0m 0.02
27898 cic:/Rocq/LAMBDA/Reduction/par_red_red.con
\e[0;32mOK
\e[0m 0.03
27899 cic:/Rocq/LAMBDA/Cube/prism0.con
\e[0;32mOK
\e[0m 0.66
27900 cic:/Rocq/HIGMAN/Higman/holf.con
\e[0;32mOK
\e[0m 0.08
27901 cic:/Rocq/DEMOS/Demo_AutoRewrite/Resg0.con
\e[0;32mOK
\e[0m 0.21
27902 cic:/Rocq/COC/Types/thinning_n.con
\e[0;32mOK
\e[0m 0.08
27903 cic:/Rocq/COC/Types/wf_sort_lift.con
\e[0;32mOK
\e[0m 0.12
27904 cic:/Rocq/COC/Strong_Norm/adapt_class_equal.con
\e[0;32mOK
\e[0m 0.02
27905 cic:/Rocq/COC/Strong_Norm/adapt_trm_in_int.con
\e[0;32mOK
\e[0m 0.02
27906 cic:/Rocq/COC/Strong_Norm/int_adapt_rect.con
\e[0;32mOK
\e[0m 0.02
27907 cic:/Rocq/COC/Strong_Norm/int_can_adapt.con
\e[0;32mOK
\e[0m 0.02
27908 cic:/Rocq/COC/Int_stab/int_var_sound_lift.con
\e[0;32mOK
\e[0m 0.02
27909 cic:/Rocq/COC/Ered/confluence_Epar_red.con
\e[0;32mOK
\e[0m 0.03
27910 cic:/Rocq/COC/Conv/confluence_par_red.con
\e[0;32mOK
\e[0m 0.03
27911 cic:/Rocq/COC/Can/Abs_sound.con
\e[0;32mOK
\e[0m 0.03
27912 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ_subproof.con
\e[0;32mOK
\e[0m 0.04
27913 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ_subproof0.con
\e[0;32mOK
\e[0m 0.03
27914 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ_subproof6.con
\e[0;32mOK
\e[0m 0.03
27915 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ_subproof8.con
\e[0;32mOK
\e[0m 0.03
27916 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ_subproof9.con
\e[0;32mOK
\e[0m 0.03
27917 cic:/Rocq/ARITH/ZChinese/Zgcd/acc_P_subproof0.con
\e[0;32mOK
\e[0m 0.04
27918 cic:/Rocq/ARITH/ZChinese/Zgcd/gcd_OZ_absZ_subproof0.con
\e[0;32mOK
\e[0m 0.03
27919 cic:/Rocq/ARITH/ZChinese/Zgcd/gcd_OZ_absZ_subproof1.con
\e[0;32mOK
\e[0m 0.03
27920 cic:/Rocq/ARITH/Chinese/Zmult/Z_unitary_commutative_ring.con
\e[0;32mOK
\e[0m 0.03
27921 cic:/Rocq/ARITH/Chinese/Zmult/tech_div1.con
\e[0;32mOK
\e[0m 0.05
27922 cic:/Rocq/ARITH/Chinese/Zmult/tech_div5.con
\e[0;32mOK
\e[0m 0.02
27923 cic:/Rocq/ARITH/Chinese/Zgcd/gcd_OZ_absZ.con
\e[0;32mOK
\e[0m 0.09
27924 cic:/Rocq/ALGEBRA/SETOID/Setoid_prop/RestrictedMap.con
\e[0;32mOK
\e[0m 0.02
27925 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Monoid_ass.con
\e[0;32mOK
\e[0m 0.02
27926 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Monoid_idl.con
\e[0;32mOK
\e[0m 0.01
27927 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Monoid_idr.con
\e[0;32mOK
\e[0m 0.01
27928 cic:/Rocq/ALGEBRA/SETOID/Map2/Map2_l.con
\e[0;32mOK
\e[0m 0.02
27929 cic:/Rocq/ALGEBRA/SETOID/Map2/Map2_r.con
\e[0;32mOK
\e[0m 0.02
27930 cic:/Rocq/ALGEBRA/SETOID/Map2/Prf_map2_cong.con
\e[0;32mOK
\e[0m 0.02
27931 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Setoid_dup2/Prf_map2_cong''.con
\e[0;32mOK
\e[0m 0.03
27932 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Assoc_law''.con
\e[0;32mOK
\e[0m 0.03
27933 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Idl_law''.con
\e[0;32mOK
\e[0m 0.01
27934 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Idr_law''.con
\e[0;32mOK
\e[0m 0.02
27935 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Setoid_dup1/Prf_map2_cong'.con
\e[0;32mOK
\e[0m 0.02
27936 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Assoc_law'.con
\e[0;32mOK
\e[0m 0.02
27937 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Idl_law'.con
\e[0;32mOK
\e[0m 0.01
27938 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Idr_law'.con
\e[0;32mOK
\e[0m 0.01
27939 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Assoc_law.con
\e[0;32mOK
\e[0m 0.02
27940 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Idl_law.con
\e[0;32mOK
\e[0m 0.02
27941 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Idr_law.con
\e[0;32mOK
\e[0m 0.02
27942 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/S_lambda_map_law.con
\e[0;32mOK
\e[0m 0.03
27943 cic:/Orsay/QArith/QArith_base/Q_Setoid.con
\e[0;32mOK
\e[0m 0.03
27944 cic:/Orsay/QArith/QArith_base/Qle_not_lt.con
\e[0;32mOK
\e[0m 0.02
27945 cic:/Orsay/QArith/QArith_base/Qlt_comp_subproof.con
\e[0;32mOK
\e[0m 0.07
27946 cic:/Orsay/QArith/QArith_base/Qlt_le_weak_subproof.con
\e[0;32mOK
\e[0m 0.05
27947 cic:/Orsay/QArith/QArith_base/Qlt_not_eq.con
\e[0;32mOK
\e[0m 0.02
27948 cic:/Orsay/QArith/QArith_base/Qlt_not_le.con
\e[0;32mOK
\e[0m 0.03
27949 cic:/Orsay/QArith/QArith_base/Qlt_trans.con
\e[0;32mOK
\e[0m 0.20
27950 cic:/Orsay/QArith/QArith_base/not_Qle_subproof.con
\e[0;32mOK
\e[0m 0.06
27951 cic:/Orsay/QArith/QArith_base/not_Qlt_subproof.con
\e[0;32mOK
\e[0m 0.05
27952 cic:/Orsay/Maths/prime/prime_divisors_subproof.con
\e[0;32mOK
\e[0m 0.04
27953 cic:/Orsay/Maths/prime/prime_divisors_subproof3.con
\e[0;32mOK
\e[0m 0.03
27954 cic:/Orsay/Maths/divide/Zabs_ind.con
\e[0;32mOK
\e[0m 0.16
27955 cic:/Orsay/Maths/divide/z_case_0.con
\e[0;32mOK
\e[0m 0.05
27956 cic:/Orsay/Maths/divide/z_case_0_1.con
\e[0;32mOK
\e[0m 0.14
27957 cic:/Orsay/ExactRealArithmetic/Zpower_complements/Zpower_le_0_subproof.con
\e[0;32mOK
\e[0m 0.04
27958 cic:/Orsay/ExactRealArithmetic/Zarith_operations/Zle_2_Zs.con
\e[0;32mOK
\e[0m 0.16
27959 cic:/Orsay/ExactRealArithmetic/Zabs_complements/Zabs_not_eq_subproof.con
\e[0;32mOK
\e[0m 0.04
27960 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rabsolu_def3.con
\e[0;32mOK
\e[0m 0.03
27961 cic:/Orsay/ExactRealArithmetic/Rabsolu_complements/Rabsolu_def2_moins.con
\e[0;32mOK
\e[0m 0.02
27962 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/msd_ax2_subproof.con
\e[0;32mOK
\e[0m 0.06
27963 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/msd_ax2_subproof0.con
\e[0;32mOK
\e[0m 0.05
27964 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/msd_prop1_subproof0.con
\e[0;32mOK
\e[0m 0.06
27965 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/msd_prop1_subproof2.con
\e[0;32mOK
\e[0m 0.05
27966 cic:/Orsay/ExactRealArithmetic/Lemmes/le_pmax_n.con
\e[0;32mOK
\e[0m 0.19
27967 cic:/Orsay/ExactRealArithmetic/Inverse/inverse_correct_subproof.con
\e[0;32mOK
\e[0m 0.07
27968 cic:/Orsay/ExactRealArithmetic/Inverse/inverse_correct_subproof0.con
\e[0;32mOK
\e[0m 0.06
27969 cic:/Orsay/ExactRealArithmetic/Inverse/inverse_correct_subproof1.con
\e[0;32mOK
\e[0m 0.06
27970 cic:/Orsay/ExactRealArithmetic/Inverse/inverse_correct_subproof10.con
\e[0;32mOK
\e[0m 0.06
27971 cic:/Orsay/ExactRealArithmetic/Inverse/inverse_correct_subproof2.con
\e[0;32mOK
\e[0m 0.08
27972 cic:/Orsay/ExactRealArithmetic/Inverse/inverse_correct_subproof3.con
\e[0;32mOK
\e[0m 0.06
27973 cic:/Orsay/ExactRealArithmetic/Inverse/inverse_correct_subproof4.con
\e[0;32mOK
\e[0m 0.06
27974 cic:/Orsay/ExactRealArithmetic/Inverse/inverse_correct_subproof5.con
\e[0;32mOK
\e[0m 0.06
27975 cic:/Orsay/ExactRealArithmetic/Inverse/inverse_correct_subproof6.con
\e[0;32mOK
\e[0m 0.06
27976 cic:/Orsay/ExactRealArithmetic/Inverse/inverse_correct_subproof7.con
\e[0;32mOK
\e[0m 0.06
27977 cic:/Orsay/ExactRealArithmetic/Inverse/inverse_correct_subproof8.con
\e[0;32mOK
\e[0m 0.06
27978 cic:/Orsay/ExactRealArithmetic/Inverse/inverse_correct_subproof9.con
\e[0;32mOK
\e[0m 0.06
27979 cic:/Orsay/ExactRealArithmetic/Axiomes/msd_c_bis.con
\e[0;32mOK
\e[0m 0.12
27980 cic:/Nijmegen/QArith/quadraticAcc_Qquadratic_sign/qnew_a.con
\e[0;32mOK
\e[0m 0.03
27981 cic:/Nijmegen/QArith/quadraticAcc_Qquadratic_sign/qnew_b.con
\e[0;32mOK
\e[0m 0.01
27982 cic:/Nijmegen/QArith/quadraticAcc_Qquadratic_sign/qnew_c.con
\e[0;32mOK
\e[0m 0.01
27983 cic:/Nijmegen/QArith/quadraticAcc_Qquadratic_sign/qnew_d.con
\e[0;32mOK
\e[0m 0.01
27984 cic:/Nijmegen/QArith/quadraticAcc_Qquadratic_sign/qnew_e.con
\e[0;32mOK
\e[0m 0.01
27985 cic:/Nijmegen/QArith/quadraticAcc_Qquadratic_sign/qnew_f.con
\e[0;32mOK
\e[0m 0.01
27986 cic:/Nijmegen/QArith/quadraticAcc_Qquadratic_sign/qnew_g.con
\e[0;32mOK
\e[0m 0.01
27987 cic:/Nijmegen/QArith/quadraticAcc_Qquadratic_sign/qnew_h.con
\e[0;32mOK
\e[0m 0.01
27988 cic:/Nijmegen/QArith/quadraticAcc_Qquadratic_sign/qnew_p1.con
\e[0;32mOK
\e[0m 0.04
27989 cic:/Nijmegen/QArith/quadraticAcc_Qquadratic_sign/qnew_p2.con
\e[0;32mOK
\e[0m 0.01
27990 cic:/Nijmegen/QArith/positive_fraction_encoding/encoding_algorithm_0.con
\e[0;31mFAIL
\e[0m
27991 cic:/Nijmegen/QArith/homographic_correctness/coding_Q_subproof.con
\e[0;32mOK
\e[0m 0.02
27992 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof.con
\e[0;31mFAIL
\e[0m
27993 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof0.con
\e[0;31mFAIL
\e[0m
27994 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof1.con
\e[0;31mFAIL
\e[0m
27995 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof10.con
\e[0;31mFAIL
\e[0m
27996 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof11.con
\e[0;31mFAIL
\e[0m
27997 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof12.con
\e[0;31mFAIL
\e[0m
27998 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof13.con
\e[0;31mFAIL
\e[0m
27999 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof14.con
\e[0;31mFAIL
\e[0m
28000 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof15.con
\e[0;31mFAIL
\e[0m
28001 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof16.con
\e[0;31mFAIL
\e[0m
28002 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof17.con
\e[0;31mFAIL
\e[0m
28003 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof2.con
\e[0;31mFAIL
\e[0m
28004 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof3.con
\e[0;31mFAIL
\e[0m
28005 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof4.con
\e[0;31mFAIL
\e[0m
28006 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof5.con
\e[0;31mFAIL
\e[0m
28007 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof6.con
\e[0;31mFAIL
\e[0m
28008 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof7.con
\e[0;31mFAIL
\e[0m
28009 cic:/Nijmegen/QArith/homographic_correctness/coding_subproof9.con
\e[0;31mFAIL
\e[0m
28010 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof1.con
\e[0;32mOK
\e[0m 0.02
28011 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof11.con
\e[0;32mOK
\e[0m 0.02
28012 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof12.con
\e[0;32mOK
\e[0m 0.02
28013 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof18.con
\e[0;32mOK
\e[0m 0.02
28014 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof20.con
\e[0;32mOK
\e[0m 0.02
28015 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof24.con
\e[0;32mOK
\e[0m 0.02
28016 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof28.con
\e[0;32mOK
\e[0m 0.02
28017 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof34.con
\e[0;32mOK
\e[0m 0.02
28018 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof35.con
\e[0;32mOK
\e[0m 0.02
28019 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof41.con
\e[0;32mOK
\e[0m 0.02
28020 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof43.con
\e[0;32mOK
\e[0m 0.02
28021 cic:/Nijmegen/QArith/homographic_correctness/homographic_sign_subproof5.con
\e[0;32mOK
\e[0m 0.02
28022 cic:/Nijmegen/QArith/general_Q/Q_to_Z_monotone_subproof0.con
\e[0;32mOK
\e[0m 0.07
28023 cic:/Nijmegen/QArith/general_Q/Qle_lt_trans.con
\e[0;32mOK
\e[0m 0.13
28024 cic:/Nijmegen/QArith/general_Q/Qlt_le_trans.con
\e[0;32mOK
\e[0m 0.13
28025 cic:/Nijmegen/QArith/general_Q/Qlt_le_weak.con
\e[0;32mOK
\e[0m 0.02
28026 cic:/Nijmegen/QArith/general_Q/Qlt_not_eq.con
\e[0;32mOK
\e[0m 0.02
28027 cic:/Nijmegen/QArith/general_Q/Qpositive_to_Z_nonneg_subproof_subproof.con
\e[0;32mOK
\e[0m 0.04
28028 cic:/Nijmegen/QArith/general_Q/le_plus_O_l_subproof.con
\e[0;32mOK
\e[0m 0.08
28029 cic:/Nijmegen/QArith/general_Q/le_plus_O_r_subproof.con
\e[0;32mOK
\e[0m 0.08
28030 cic:/Nijmegen/QArith/Zaux/Zabs_1.con
\e[0;32mOK
\e[0m 0.08
28031 cic:/Nijmegen/QArith/Zaux/Zabs_2.con
\e[0;32mOK
\e[0m 0.03
28032 cic:/Nijmegen/QArith/Zaux/Zabs_3.con
\e[0;32mOK
\e[0m 0.02
28033 cic:/Nijmegen/QArith/Zaux/Zgt_mult_reg_absorb_l.con
\e[0;32mOK
\e[0m 0.02
28034 cic:/Nijmegen/QArith/Zaux/Zind.con
\e[0;32mOK
\e[0m 0.28
28035 cic:/Nijmegen/QArith/Zaux/Zind_down.con
\e[0;32mOK
\e[0m 0.34
28036 cic:/Nijmegen/QArith/Zaux/Zmin_cancel_Zle.con
\e[0;32mOK
\e[0m 0.02
28037 cic:/Nijmegen/QArith/Zaux/Zmin_cancel_Zlt.con
\e[0;32mOK
\e[0m 0.02
28038 cic:/Nijmegen/QArith/Zaux/Zopp_Zle.con
\e[0;32mOK
\e[0m 0.02
28039 cic:/Nijmegen/QArith/Zaux/Zopp_Zlt.con
\e[0;32mOK
\e[0m 0.01
28040 cic:/Nijmegen/QArith/Zaux/Zrec.con
\e[0;32mOK
\e[0m 0.04
28041 cic:/Nijmegen/QArith/Zaux/Zrec_down.con
\e[0;32mOK
\e[0m 0.05
28042 cic:/Nijmegen/QArith/Zaux/nat_nat_pos.con
\e[0;32mOK
\e[0m 0.02
28043 cic:/Nijmegen/QArith/Zaux/pred_absolu_subproof1_subproof.con
\e[0;32mOK
\e[0m 0.03
28044 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_One_y.con
\e[0;32mOK
\e[0m 0.10
28045 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_dL_One_1.con
\e[0;32mOK
\e[0m 0.12
28046 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_dL_One_2.con
\e[0;32mOK
\e[0m 0.10
28047 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_equal.con
\e[0;32mOK
\e[0m 4.29
28048 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_nR_One_1.con
\e[0;32mOK
\e[0m 0.14
28049 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_nR_One_2.con
\e[0;32mOK
\e[0m 0.12
28050 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_nRdL_One.con
\e[0;32mOK
\e[0m 0.21
28051 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_nRdL_nRdL_1.con
\e[0;32mOK
\e[0m 1.96
28052 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_nRdL_nRdL_2.con
\e[0;32mOK
\e[0m 2.07
28053 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_nRdL_nRdL_3.con
\e[0;32mOK
\e[0m 2.11
28054 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_nRdL_nRdL_5.con
\e[0;32mOK
\e[0m 2.13
28055 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_nRdL_nRdL_6.con
\e[0;32mOK
\e[0m 2.07
28056 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_nRdL_nRdL_8.con
\e[0;32mOK
\e[0m 2.09
28057 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_nRdL_nRdL_9.con
\e[0;32mOK
\e[0m 2.69
28058 cic:/Nijmegen/QArith/Qquadratic_sign/q_sign.con
\e[0;32mOK
\e[0m 0.04
28059 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_Zero_always_Zero_always.con
\e[0;32mOK
\e[0m 0.02
28060 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_always_Zero_always_Zero.con
\e[0;32mOK
\e[0m 0.01
28061 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_dL_10.con
\e[0;32mOK
\e[0m 0.30
28062 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_dL_4.con
\e[0;32mOK
\e[0m 0.48
28063 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_dL_7.con
\e[0;32mOK
\e[0m 0.29
28064 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_equal_strong_subproof.con
\e[0;32mOK
\e[0m 0.03
28065 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_nR_10.con
\e[0;32mOK
\e[0m 0.31
28066 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_nR_4.con
\e[0;32mOK
\e[0m 0.31
28067 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_nR_7.con
\e[0;32mOK
\e[0m 0.32
28068 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/h_sign_equal_subproof.con
\e[0;32mOK
\e[0m 0.03
28069 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/new_a_equal_subproof.con
\e[0;32mOK
\e[0m 0.02
28070 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/new_b_equal_subproof.con
\e[0;32mOK
\e[0m 0.02
28071 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/new_c_equal_subproof.con
\e[0;32mOK
\e[0m 0.03
28072 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/new_d_equal_subproof.con
\e[0;32mOK
\e[0m 0.03
28073 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/new_p_equal_subproof.con
\e[0;32mOK
\e[0m 0.02
28074 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_denom_nonzero_ONE_Zero.con
\e[0;32mOK
\e[0m 0.03
28075 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_denom_nonzero_Zero_ONE.con
\e[0;32mOK
\e[0m 0.02
28076 cic:/Marseille/GC/liveness/liveness/liveness.con
\e[0;32mOK
\e[0m 1.10
28077 cic:/Lyon/IEEE754/Diadic/Dcompare_zero.con
\e[0;32mOK
\e[0m 0.08
28078 cic:/Lyon/GRAPHS-BASICS/Degrees/Degree_not_isolated.con
\e[0;31mFAIL
\e[0m
28079 cic:/Lyon/FIRING-SQUAD/trapeze/H2_Vg.con
\e[0;31mFAIL
\e[0m
28080 cic:/Lyon/FIRING-SQUAD/trapeze/Ha_Vg.con
\e[0;31mFAIL
\e[0m
28081 cic:/Lyon/FIRING-SQUAD/trapeze/Hb_Vg.con
\e[0;31mFAIL
\e[0m
28082 cic:/Lyon/FIRING-SQUAD/trapeze/Hc_Vg.con
\e[0;31mFAIL
\e[0m
28083 cic:/Lyon/FIRING-SQUAD/final/diagonale.con
\e[0;32mOK
\e[0m 0.03
28084 cic:/Lyon/FIRING-SQUAD/final/vert_droite.con
\e[0;31mFAIL
\e[0m
28085 cic:/Eindhoven/POCKLINGTON/natZ/gtzgt.con
\e[0;32mOK
\e[0m 0.03
28086 cic:/Eindhoven/POCKLINGTON/natZ/inj_abs_neg.con
\e[0;32mOK
\e[0m 0.02
28087 cic:/Eindhoven/POCKLINGTON/natZ/isnat_abs_inj.con
\e[0;32mOK
\e[0m 0.03
28088 cic:/Eindhoven/POCKLINGTON/list/inj_abs_pos_list.con
\e[0;32mOK
\e[0m 0.04
28089 cic:/Eindhoven/POCKLINGTON/list/inlist_inj_abs_pos_list.con
\e[0;32mOK
\e[0m 0.03
28090 cic:/Eindhoven/POCKLINGTON/list/multdropzmultdrop.con
\e[0;32mOK
\e[0m 0.05
28091 cic:/Eindhoven/POCKLINGTON/fermat/until_le_n.con
\e[0;32mOK
\e[0m 0.03
28092 cic:/Coq/romega/ReflOmegaCore/divide_and_approx_valid.con
\e[0;32mOK
\e[0m 0.09
28093 cic:/Coq/romega/ReflOmegaCore/move_right_stable.con
\e[0;32mOK
\e[0m 0.15
28094 cic:/Coq/romega/ReflOmegaCore/move_right_valid.con
\e[0;32mOK
\e[0m 0.07
28095 cic:/Coq/omega/OmegaLemmas/OMEGA4.con
\e[0;32mOK
\e[0m 0.04
28096 cic:/Coq/fourier/Fourier_util/Rlt_zero_1.con
\e[0;32mOK
\e[0m 0.03
28097 cic:/Coq/ZArith/Zsqrt/sqrtrempos.con
\e[0;32mOK
\e[0m 4.51
28098 cic:/Coq/ZArith/Zpower/Zdiv_rest_correct2.con
\e[0;32mOK
\e[0m 1.91
28099 cic:/Coq/ZArith/Zpower/Zlt_lt_double.con
\e[0;32mOK
\e[0m 0.12
28100 cic:/Coq/ZArith/Zpower/two_p_is_exp.con
\e[0;32mOK
\e[0m 0.05
28101 cic:/Coq/ZArith/Zorder/Zmult_ge_compat.con
\e[0;32mOK
\e[0m 0.02
28102 cic:/Coq/ZArith/Zorder/Zmult_le_reg_r.con
\e[0;32mOK
\e[0m 0.01
28103 cic:/Coq/ZArith/Zorder/Zmult_lt_0_le_compat_r.con
\e[0;32mOK
\e[0m 0.02
28104 cic:/Coq/ZArith/Znumtheory/Zdivide_1.con
\e[0;32mOK
\e[0m 0.07
28105 cic:/Coq/ZArith/Znumtheory/Zdivide_bounds_subproof.con
\e[0;32mOK
\e[0m 0.04
28106 cic:/Coq/ZArith/Znumtheory/euclid_subproof1.con
\e[0;32mOK
\e[0m 0.03
28107 cic:/Coq/ZArith/Znumtheory/prime_divisors_subproof.con
\e[0;32mOK
\e[0m 0.03
28108 cic:/Coq/ZArith/Znumtheory/prime_divisors_subproof3.con
\e[0;32mOK
\e[0m 0.03
28109 cic:/Coq/ZArith/Znumtheory/rel_prime_cross_prod_subproof.con
\e[0;32mOK
\e[0m 0.05
28110 cic:/Coq/ZArith/Znat/inj_ge.con
\e[0;32mOK
\e[0m 0.02
28111 cic:/Coq/ZArith/Znat/inj_lt.con
\e[0;32mOK
\e[0m 0.02
28112 cic:/Coq/ZArith/Zlogarithm/log_inf_le_log_sup.con
\e[0;32mOK
\e[0m 0.14
28113 cic:/Coq/ZArith/Zlogarithm/log_near_correct1.con
\e[0;32mOK
\e[0m 0.05
28114 cic:/Coq/ZArith/Zlogarithm/log_sup_le_Slog_inf.con
\e[0;32mOK
\e[0m 0.15
28115 cic:/Coq/ZArith/Zdiv/Z_div_POS_ge0.con
\e[0;32mOK
\e[0m 0.17
28116 cic:/Coq/ZArith/Zdiv/Z_div_mod_POS.con
\e[0;32mOK
\e[0m 1.16
28117 cic:/Coq/ZArith/Zcomplements/Z_lt_abs_induction_subproof.con
\e[0;32mOK
\e[0m 0.03
28118 cic:/Coq/ZArith/Zcomplements/Z_lt_abs_rec_subproof.con
\e[0;32mOK
\e[0m 0.04
28119 cic:/Coq/ZArith/Zcomplements/floor_ok.con
\e[0;32mOK
\e[0m 0.34
28120 cic:/Coq/ZArith/Zbool/Zgt_is_le_bool.con
\e[0;32mOK
\e[0m 0.02
28121 cic:/Coq/ZArith/Zbinary/Zdiv2_two_power_nat.con
\e[0;32mOK
\e[0m 0.18
28122 cic:/Coq/ZArith/Zbinary/Zge_minus_two_power_nat_S.con
\e[0;32mOK
\e[0m 0.24
28123 cic:/Coq/ZArith/Zbinary/Zlt_two_power_nat_S.con
\e[0;32mOK
\e[0m 0.26
28124 cic:/Coq/ZArith/Zbinary/binary_value_pos.con
\e[0;32mOK
\e[0m 0.06
28125 cic:/Coq/Reals/SeqProp/Vn_Un_Wn_order.con
\e[0;32mOK
\e[0m 0.17
28126 cic:/Coq/Reals/SeqProp/Vn_growing.con
\e[0;32mOK
\e[0m 0.23
28127 cic:/Coq/Reals/SeqProp/decreasing_growing.con
\e[0;32mOK
\e[0m 0.02
28128 cic:/Coq/Reals/SeqProp/tech10.con
\e[0;32mOK
\e[0m 0.08
28129 cic:/Coq/Reals/Rtopology/ValAdh_un_exists.con
\e[0;32mOK
\e[0m 0.04
28130 cic:/Coq/Reals/Rtopology/open_set_P5.con
\e[0;32mOK
\e[0m 0.02
28131 cic:/Coq/Reals/Rseries/cauchy_bound.con
\e[0;32mOK
\e[0m 0.09
28132 cic:/Coq/Reals/Rprod/prod_SO_pos.con
\e[0;32mOK
\e[0m 0.09
28133 cic:/Coq/Reals/Rlimit/R_met.con
\e[0;32mOK
\e[0m 0.02
28134 cic:/Coq/Reals/Rlimit/mul_factor_wd.con
\e[0;32mOK
\e[0m 0.02
28135 cic:/Coq/Reals/RiemannInt_SF/StepFun_P33.con
\e[0;32mOK
\e[0m 1.55
28136 cic:/Coq/Reals/RiemannInt/phi_sequence_prop.con
\e[0;32mOK
\e[0m 0.48
28137 cic:/Coq/Reals/Rfunctions/Power_monotonic.con
\e[0;32mOK
\e[0m 0.22
28138 cic:/Coq/Reals/Rfunctions/RPow_abs.con
\e[0;32mOK
\e[0m 0.12
28139 cic:/Coq/Reals/Rfunctions/pow_R1_Rle.con
\e[0;32mOK
\e[0m 0.02
28140 cic:/Coq/Reals/Rfunctions/pow_le.con
\e[0;32mOK
\e[0m 0.01
28141 cic:/Coq/Reals/Rfunctions/pow_lt.con
\e[0;32mOK
\e[0m 0.01
28142 cic:/Coq/Reals/Rbasic_fun/Rabs_R1.con
\e[0;32mOK
\e[0m 0.03
28143 cic:/Coq/Reals/Rbasic_fun/Rabs_Ropp.con
\e[0;32mOK
\e[0m 0.06
28144 cic:/Coq/Reals/Rbasic_fun/RmaxAbs.con
\e[0;32mOK
\e[0m 0.25
28145 cic:/Coq/Reals/Ranalysis1/derivable_pt_id.con
\e[0;32mOK
\e[0m 0.01
28146 cic:/Coq/Reals/Ranalysis1/derivable_pt_lim_const.con
\e[0;32mOK
\e[0m 0.29
28147 cic:/Coq/Reals/R_sqr/Rsqr_eq_abs_0.con
\e[0;32mOK
\e[0m 0.06
28148 cic:/Coq/Reals/R_sqr/triangle_rectangle_le.con
\e[0;32mOK
\e[0m 0.03
28149 cic:/Coq/Reals/R_sqr/triangle_rectangle_lt.con
\e[0;32mOK
\e[0m 0.02
28150 cic:/Coq/Reals/RList/MinRlist_P2.con
\e[0;32mOK
\e[0m 0.08
28151 cic:/Coq/Reals/RIneq/Rinv_0_lt_compat.con
\e[0;32mOK
\e[0m 0.02
28152 cic:/Coq/Reals/RIneq/Rinv_1.con
\e[0;32mOK
\e[0m 0.54
28153 cic:/Coq/Reals/RIneq/Rinv_1_lt_contravar.con
\e[0;32mOK
\e[0m 0.03
28154 cic:/Coq/Reals/RIneq/Rinv_involutive.con
\e[0;32mOK
\e[0m 1.58
28155 cic:/Coq/Reals/RIneq/Rinv_mult_distr.con
\e[0;32mOK
\e[0m 2.80
28156 cic:/Coq/Reals/RIneq/Rle_0_1.con
\e[0;32mOK
\e[0m 0.02
28157 cic:/Coq/Reals/RIneq/Rle_lt_0_plus_1.con
\e[0;32mOK
\e[0m 0.02
28158 cic:/Coq/Reals/RIneq/Rlt_plus_1.con
\e[0;32mOK
\e[0m 0.02
28159 cic:/Coq/Reals/RIneq/Ropp_0_ge_le_contravar.con
\e[0;32mOK
\e[0m 0.02
28160 cic:/Coq/Reals/RIneq/Ropp_ge_le_contravar.con
\e[0;32mOK
\e[0m 0.02
28161 cic:/Coq/Reals/RIneq/Ropp_inv_permute.con
\e[0;32mOK
\e[0m 1.88
28162 cic:/Coq/Reals/RIneq/Rplus_sqr_eq_0.con
\e[0;32mOK
\e[0m 0.02
28163 cic:/Coq/IntMap/Mapsubset/MapDelta_RestrTo_disjoint.con
\e[0;32mOK
\e[0m 0.03
28164 cic:/Coq/IntMap/Mapsubset/MapDelta_RestrTo_disjoint_2.con
\e[0;32mOK
\e[0m 0.03
28165 cic:/Coq/IntMap/Mapsubset/MapDelta_disjoint.con
\e[0;32mOK
\e[0m 0.03
28166 cic:/Coq/IntMap/Maplists/Elems_of_list_of_dom_c.con
\e[0;32mOK
\e[0m 0.03
28167 cic:/Coq/IntMap/Maplists/ad_list_Elems.con
\e[0;32mOK
\e[0m 0.03
28168 cic:/Coq/IntMap/Maplists/ad_list_of_dom_not_stutters.con
\e[0;32mOK
\e[0m 0.03
28169 cic:/Coq/IntMap/Mapfold/in_dom_DMerge_2.con
\e[0;32mOK
\e[0m 0.10
28170 cic:/Coq/IntMap/Mapfold/in_dom_DMerge_3.con
\e[0;32mOK
\e[0m 0.06
28171 cic:/Coq/IntMap/Mapcard/MapCard_Remove_1.con
\e[0;32mOK
\e[0m 0.09
28172 cic:/Coq/IntMap/Mapcard/MapCard_Remove_2.con
\e[0;32mOK
\e[0m 0.09
28173 cic:/Coq/IntMap/Mapcard/MapCard_Remove_sum.con
\e[0;32mOK
\e[0m 0.11
28174 cic:/Coq/IntMap/Mapcard/MapDomRestrTo_Card_ub_r.con
\e[0;32mOK
\e[0m 0.07
28175 cic:/Coq/IntMap/Mapcard/MapMerge_Restr_Card.con
\e[0;32mOK
\e[0m 0.16
28176 cic:/Coq/IntMap/Mapcanon/MapSubset_c_1.con
\e[0;32mOK
\e[0m 0.02
28177 cic:/Coq/IntMap/Mapc/FSetDelta_assoc_c.con
\e[0;32mOK
\e[0m 0.03
28178 cic:/Coq/IntMap/Mapc/FSetInter_comm_c.con
\e[0;32mOK
\e[0m 0.02
28179 cic:/Coq/IntMap/Mapc/FSet_ext_c.con
\e[0;32mOK
\e[0m 0.02
28180 cic:/Coq/IntMap/Mapc/FSubset_antisym_c.con
\e[0;32mOK
\e[0m 0.02
28181 cic:/Coq/IntMap/Mapc/MapDelta_nilpotent_c.con
\e[0;32mOK
\e[0m 0.02
28182 cic:/Coq/IntMap/Mapc/MapDelta_sym_c.con
\e[0;32mOK
\e[0m 0.02
28183 cic:/Coq/IntMap/Mapc/MapDisjoint_empty_c.con
\e[0;32mOK
\e[0m 0.02
28184 cic:/Coq/IntMap/Mapc/MapDomRestrBy_By_c.con
\e[0;32mOK
\e[0m 0.02
28185 cic:/Coq/IntMap/Mapc/MapDomRestrBy_By_comm_c.con
\e[0;32mOK
\e[0m 0.02
28186 cic:/Coq/IntMap/Mapc/MapDomRestrBy_Dom_c.con
\e[0;32mOK
\e[0m 0.02
28187 cic:/Coq/IntMap/Mapc/MapDomRestrBy_To_c.con
\e[0;32mOK
\e[0m 0.02
28188 cic:/Coq/IntMap/Mapc/MapDomRestrBy_To_comm_c.con
\e[0;32mOK
\e[0m 0.02
28189 cic:/Coq/IntMap/Mapc/MapDomRestrTo_By_c.con
\e[0;32mOK
\e[0m 0.02
28190 cic:/Coq/IntMap/Mapc/MapDomRestrTo_By_comm_c.con
\e[0;32mOK
\e[0m 0.02
28191 cic:/Coq/IntMap/Mapc/MapDomRestrTo_Dom_c.con
\e[0;32mOK
\e[0m 0.02
28192 cic:/Coq/IntMap/Mapc/MapDomRestrTo_To_comm_c.con
\e[0;32mOK
\e[0m 0.02
28193 cic:/Coq/IntMap/Mapc/MapDomRestrTo_assoc_c.con
\e[0;32mOK
\e[0m 0.03
28194 cic:/Coq/IntMap/Mapc/MapDomRestrTo_idempotent_c.con
\e[0;32mOK
\e[0m 0.02
28195 cic:/Coq/IntMap/Mapc/MapDom_Split_3_c.con
\e[0;32mOK
\e[0m 0.02
28196 cic:/Coq/IntMap/Mapc/MapRemove_as_RestrBy_c.con
\e[0;32mOK
\e[0m 0.02
28197 cic:/Coq/IntMap/Mapc/MapSubset_antisym_c.con
\e[0;32mOK
\e[0m 0.02
28198 cic:/Coq/IntMap/Mapc/Map_of_alist_of_Map_c.con
\e[0;32mOK
\e[0m 0.02
28199 cic:/Coq/IntMap/Mapaxioms/FSetInter_Union_l.con
\e[0;32mOK
\e[0m 0.07
28200 cic:/Coq/IntMap/Mapaxioms/FSetInter_Union_r.con
\e[0;32mOK
\e[0m 0.04
28201 cic:/Coq/IntMap/Mapaxioms/FSetUnion_Inter_l.con
\e[0;32mOK
\e[0m 0.04
28202 cic:/Coq/IntMap/Mapaxioms/FSetUnion_Inter_r.con
\e[0;32mOK
\e[0m 0.04
28203 cic:/Coq/IntMap/Mapaxioms/FSetUnion_comm.con
\e[0;32mOK
\e[0m 0.02
28204 cic:/Coq/IntMap/Mapaxioms/MapDelta_ext_l.con
\e[0;32mOK
\e[0m 0.02
28205 cic:/Coq/IntMap/Mapaxioms/MapDelta_ext_r.con
\e[0;32mOK
\e[0m 0.02
28206 cic:/Coq/IntMap/Fset/in_FSet_delta.con
\e[0;32mOK
\e[0m 0.03
28207 cic:/CoRN/model/structures/Zsec/a_very_specific_lemma1.con
\e[0;32mOK
\e[0m 0.04
28208 cic:/CoRN/model/structures/Qsec/Qplus_strext0.con
\e[0;32mOK
\e[0m 0.03
28209 cic:/CoRN/model/setoids/Zfinsetoid/Zless.con
\e[0;32mOK
\e[0m 0.03
28210 cic:/CoRN/model/setoids/Nsetoid/to_plus2_strext.con
\e[0;32mOK
\e[0m 0.31
28211 cic:/CoRN/model/setoids/Npossetoid/Npos_plus.con
\e[0;32mOK
\e[0m 0.04
28212 cic:/CoRN/model/semigroups/Npossemigroup/Npos_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.02
28213 cic:/CoRN/model/Zmod/ZMod/Zmod_minus_intro_subproof.con
\e[0;32mOK
\e[0m 0.04
28214 cic:/CoRN/model/Zmod/ZMod/Zmod_minus_intro_subproof0.con
\e[0;32mOK
\e[0m 0.04
28215 cic:/CoRN/model/Zmod/ZMod/Zmod_minus_intro_subproof1.con
\e[0;32mOK
\e[0m 0.03
28216 cic:/CoRN/model/Zmod/ZMod/Zmod_minus_intro_subproof2.con
\e[0;32mOK
\e[0m 0.03
28217 cic:/CoRN/model/Zmod/ZMod/Zmod_minus_intro_subproof3.con
\e[0;32mOK
\e[0m 0.02
28218 cic:/CoRN/model/Zmod/ZMod/Zmod_minus_intro_subproof4.con
\e[0;32mOK
\e[0m 0.02
28219 cic:/CoRN/model/Zmod/ZMod/Zmod_minus_intro_subproof5.con
\e[0;32mOK
\e[0m 0.07
28220 cic:/CoRN/model/Zmod/ZMod/Zmod_minus_intro_subproof6.con
\e[0;32mOK
\e[0m 0.07
28221 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_compat_subproof.con
\e[0;32mOK
\e[0m 0.03
28222 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_compat_subproof0.con
\e[0;32mOK
\e[0m 0.02
28223 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_compat_subproof1.con
\e[0;32mOK
\e[0m 0.03
28224 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_compat_subproof2.con
\e[0;32mOK
\e[0m 0.03
28225 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_compat_subproof3.con
\e[0;32mOK
\e[0m 0.02
28226 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_compat_subproof4.con
\e[0;32mOK
\e[0m 0.09
28227 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_compat_subproof5.con
\e[0;32mOK
\e[0m 0.07
28228 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_compat_subproof6.con
\e[0;32mOK
\e[0m 0.08
28229 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_compat_subproof7.con
\e[0;32mOK
\e[0m 0.06
28230 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_compat_subproof8.con
\e[0;32mOK
\e[0m 0.07
28231 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_compat_subproof9.con
\e[0;32mOK
\e[0m 0.06
28232 cic:/CoRN/model/Zmod/ZMod/Zmod_one_lft_subproof.con
\e[0;32mOK
\e[0m 0.03
28233 cic:/CoRN/model/Zmod/ZMod/Zmod_one_rht_subproof.con
\e[0;32mOK
\e[0m 0.04
28234 cic:/CoRN/model/Zmod/ZMod/Zmod_one_rht_subproof0.con
\e[0;32mOK
\e[0m 0.04
28235 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof.con
\e[0;32mOK
\e[0m 0.02
28236 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof0.con
\e[0;32mOK
\e[0m 0.03
28237 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof1.con
\e[0;32mOK
\e[0m 0.03
28238 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof10.con
\e[0;32mOK
\e[0m 0.02
28239 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof11.con
\e[0;32mOK
\e[0m 0.02
28240 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof12.con
\e[0;32mOK
\e[0m 0.03
28241 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof13.con
\e[0;32mOK
\e[0m 0.02
28242 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof14.con
\e[0;32mOK
\e[0m 0.02
28243 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof15.con
\e[0;32mOK
\e[0m 0.03
28244 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof16.con
\e[0;32mOK
\e[0m 0.03
28245 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof17.con
\e[0;32mOK
\e[0m 0.02
28246 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof18.con
\e[0;32mOK
\e[0m 0.03
28247 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof19.con
\e[0;32mOK
\e[0m 0.03
28248 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof2.con
\e[0;32mOK
\e[0m 0.02
28249 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof20.con
\e[0;32mOK
\e[0m 0.02
28250 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof21.con
\e[0;32mOK
\e[0m 0.03
28251 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof22.con
\e[0;32mOK
\e[0m 0.02
28252 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof23.con
\e[0;32mOK
\e[0m 0.02
28253 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof24.con
\e[0;32mOK
\e[0m 0.03
28254 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof25.con
\e[0;32mOK
\e[0m 0.02
28255 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof26.con
\e[0;32mOK
\e[0m 0.02
28256 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof27.con
\e[0;32mOK
\e[0m 0.02
28257 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof28.con
\e[0;32mOK
\e[0m 0.03
28258 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof29.con
\e[0;32mOK
\e[0m 0.03
28259 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof3.con
\e[0;32mOK
\e[0m 0.03
28260 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof30.con
\e[0;32mOK
\e[0m 0.02
28261 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof31.con
\e[0;32mOK
\e[0m 0.02
28262 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof32.con
\e[0;32mOK
\e[0m 0.02
28263 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof33.con
\e[0;32mOK
\e[0m 0.02
28264 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof34.con
\e[0;32mOK
\e[0m 0.02
28265 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof35.con
\e[0;32mOK
\e[0m 0.03
28266 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof36.con
\e[0;32mOK
\e[0m 0.03
28267 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof37.con
\e[0;32mOK
\e[0m 0.03
28268 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof38.con
\e[0;32mOK
\e[0m 0.02
28269 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof39.con
\e[0;32mOK
\e[0m 0.03
28270 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof4.con
\e[0;32mOK
\e[0m 0.02
28271 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof40.con
\e[0;32mOK
\e[0m 0.03
28272 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof41.con
\e[0;32mOK
\e[0m 0.03
28273 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof42.con
\e[0;32mOK
\e[0m 0.03
28274 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof43.con
\e[0;32mOK
\e[0m 0.02
28275 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof44.con
\e[0;32mOK
\e[0m 0.02
28276 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof45.con
\e[0;32mOK
\e[0m 0.02
28277 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof46.con
\e[0;32mOK
\e[0m 0.20
28278 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof47.con
\e[0;32mOK
\e[0m 0.21
28279 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof48.con
\e[0;32mOK
\e[0m 0.02
28280 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof49.con
\e[0;32mOK
\e[0m 0.03
28281 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof5.con
\e[0;32mOK
\e[0m 0.03
28282 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof50.con
\e[0;32mOK
\e[0m 0.05
28283 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof51.con
\e[0;32mOK
\e[0m 0.03
28284 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof52.con
\e[0;32mOK
\e[0m 0.02
28285 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof53.con
\e[0;32mOK
\e[0m 0.02
28286 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof54.con
\e[0;32mOK
\e[0m 0.03
28287 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof55.con
\e[0;32mOK
\e[0m 0.03
28288 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof56.con
\e[0;32mOK
\e[0m 0.02
28289 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof57.con
\e[0;32mOK
\e[0m 0.02
28290 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof58.con
\e[0;32mOK
\e[0m 0.02
28291 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof59.con
\e[0;32mOK
\e[0m 0.02
28292 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof6.con
\e[0;32mOK
\e[0m 0.02
28293 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof60.con
\e[0;32mOK
\e[0m 0.02
28294 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof61.con
\e[0;32mOK
\e[0m 0.02
28295 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof62.con
\e[0;32mOK
\e[0m 0.02
28296 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof63.con
\e[0;32mOK
\e[0m 0.02
28297 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof64.con
\e[0;32mOK
\e[0m 0.02
28298 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof65.con
\e[0;32mOK
\e[0m 0.02
28299 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof66.con
\e[0;32mOK
\e[0m 0.02
28300 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof67.con
\e[0;32mOK
\e[0m 0.02
28301 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof68.con
\e[0;32mOK
\e[0m 0.02
28302 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof69.con
\e[0;32mOK
\e[0m 0.02
28303 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof7.con
\e[0;32mOK
\e[0m 0.02
28304 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof70.con
\e[0;32mOK
\e[0m 0.02
28305 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof71.con
\e[0;32mOK
\e[0m 0.02
28306 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof72.con
\e[0;32mOK
\e[0m 0.02
28307 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof73.con
\e[0;32mOK
\e[0m 0.02
28308 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof74.con
\e[0;32mOK
\e[0m 0.02
28309 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof75.con
\e[0;32mOK
\e[0m 0.02
28310 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof76.con
\e[0;32mOK
\e[0m 0.02
28311 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof77.con
\e[0;32mOK
\e[0m 0.02
28312 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof78.con
\e[0;32mOK
\e[0m 0.02
28313 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof79.con
\e[0;32mOK
\e[0m 0.02
28314 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof8.con
\e[0;32mOK
\e[0m 0.03
28315 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof80.con
\e[0;32mOK
\e[0m 0.03
28316 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof81.con
\e[0;32mOK
\e[0m 0.03
28317 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof82.con
\e[0;32mOK
\e[0m 0.04
28318 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof83.con
\e[0;32mOK
\e[0m 0.03
28319 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof84.con
\e[0;32mOK
\e[0m 0.03
28320 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof85.con
\e[0;32mOK
\e[0m 0.03
28321 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof86.con
\e[0;32mOK
\e[0m 0.03
28322 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof87.con
\e[0;32mOK
\e[0m 0.03
28323 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof88.con
\e[0;32mOK
\e[0m 0.03
28324 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof89.con
\e[0;32mOK
\e[0m 0.03
28325 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof9.con
\e[0;32mOK
\e[0m 0.03
28326 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof90.con
\e[0;32mOK
\e[0m 0.04
28327 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof91.con
\e[0;32mOK
\e[0m 0.03
28328 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof92.con
\e[0;32mOK
\e[0m 0.03
28329 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof93.con
\e[0;32mOK
\e[0m 0.03
28330 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim_subproof94.con
\e[0;32mOK
\e[0m 0.03
28331 cic:/CoRN/model/Zmod/ZMod/Zmod_plus_compat_subproof.con
\e[0;32mOK
\e[0m 0.03
28332 cic:/CoRN/model/Zmod/ZMod/Zmod_plus_compat_subproof0.con
\e[0;32mOK
\e[0m 0.03
28333 cic:/CoRN/model/Zmod/ZMod/Zmod_plus_compat_subproof1.con
\e[0;32mOK
\e[0m 0.03
28334 cic:/CoRN/model/Zmod/ZMod/Zmod_plus_compat_subproof2.con
\e[0;32mOK
\e[0m 0.03
28335 cic:/CoRN/model/Zmod/ZMod/Zmod_plus_compat_subproof3.con
\e[0;32mOK
\e[0m 0.03
28336 cic:/CoRN/model/Zmod/ZMod/Zmod_plus_compat_subproof4.con
\e[0;32mOK
\e[0m 0.10
28337 cic:/CoRN/model/Zmod/ZMod/Zmod_plus_compat_subproof5.con
\e[0;32mOK
\e[0m 0.11
28338 cic:/CoRN/model/Zmod/ZMod/Zmod_plus_compat_subproof6.con
\e[0;32mOK
\e[0m 0.07
28339 cic:/CoRN/model/Zmod/ZMod/Zmod_plus_compat_subproof7.con
\e[0;32mOK
\e[0m 0.06
28340 cic:/CoRN/model/Zmod/ZMod/Zmod_plus_compat_subproof8.con
\e[0;32mOK
\e[0m 0.09
28341 cic:/CoRN/model/Zmod/ZMod/Zmod_plus_compat_subproof9.con
\e[0;32mOK
\e[0m 0.06
28342 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof.con
\e[0;32mOK
\e[0m 0.03
28343 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof0.con
\e[0;32mOK
\e[0m 0.03
28344 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof1.con
\e[0;32mOK
\e[0m 0.03
28345 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof10.con
\e[0;32mOK
\e[0m 0.03
28346 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof11.con
\e[0;32mOK
\e[0m 0.03
28347 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof12.con
\e[0;32mOK
\e[0m 0.03
28348 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof13.con
\e[0;32mOK
\e[0m 0.03
28349 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof14.con
\e[0;32mOK
\e[0m 0.03
28350 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof15.con
\e[0;32mOK
\e[0m 0.03
28351 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof16.con
\e[0;32mOK
\e[0m 0.03
28352 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof17.con
\e[0;32mOK
\e[0m 0.03
28353 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof18.con
\e[0;32mOK
\e[0m 0.03
28354 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof19.con
\e[0;32mOK
\e[0m 0.03
28355 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof2.con
\e[0;32mOK
\e[0m 0.03
28356 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof20.con
\e[0;32mOK
\e[0m 0.03
28357 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof21.con
\e[0;32mOK
\e[0m 0.03
28358 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof22.con
\e[0;32mOK
\e[0m 0.03
28359 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof23.con
\e[0;32mOK
\e[0m 0.03
28360 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof24.con
\e[0;32mOK
\e[0m 0.03
28361 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof25.con
\e[0;32mOK
\e[0m 0.03
28362 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof26.con
\e[0;32mOK
\e[0m 0.03
28363 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof27.con
\e[0;32mOK
\e[0m 0.03
28364 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof28.con
\e[0;32mOK
\e[0m 0.03
28365 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof29.con
\e[0;32mOK
\e[0m 0.03
28366 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof3.con
\e[0;32mOK
\e[0m 0.03
28367 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof30.con
\e[0;32mOK
\e[0m 0.03
28368 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof31.con
\e[0;32mOK
\e[0m 0.03
28369 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof32.con
\e[0;32mOK
\e[0m 0.03
28370 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof33.con
\e[0;32mOK
\e[0m 0.03
28371 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof34.con
\e[0;32mOK
\e[0m 0.03
28372 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof35.con
\e[0;32mOK
\e[0m 0.03
28373 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof36.con
\e[0;32mOK
\e[0m 0.03
28374 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof4.con
\e[0;32mOK
\e[0m 0.03
28375 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof5.con
\e[0;32mOK
\e[0m 0.03
28376 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof6.con
\e[0;32mOK
\e[0m 0.03
28377 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof7.con
\e[0;32mOK
\e[0m 0.03
28378 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof8.con
\e[0;32mOK
\e[0m 0.03
28379 cic:/CoRN/model/Zmod/ZMod/Zmod_small_subproof9.con
\e[0;32mOK
\e[0m 0.03
28380 cic:/CoRN/model/Zmod/ZMod/Zmodeq_gcd_compat_lft_subproof.con
\e[0;32mOK
\e[0m 0.04
28381 cic:/CoRN/model/Zmod/ZMod/Zmodeq_gcd_compat_lft_subproof0.con
\e[0;32mOK
\e[0m 0.10
28382 cic:/CoRN/model/Zmod/ZMod/Zmodeq_plus_compat_subproof.con
\e[0;32mOK
\e[0m 0.39
28383 cic:/CoRN/model/Zmod/ZMod/Zmodeq_plus_compat_subproof0.con
\e[0;32mOK
\e[0m 0.50
28384 cic:/CoRN/model/Zmod/ZMod/Zmodeq_rem_subproof.con
\e[0;32mOK
\e[0m 0.09
28385 cic:/CoRN/model/Zmod/ZMod/Zmodeq_rem_subproof0.con
\e[0;32mOK
\e[0m 0.10
28386 cic:/CoRN/model/Zmod/ZMod/Zmodeq_symm_subproof.con
\e[0;32mOK
\e[0m 0.08
28387 cic:/CoRN/model/Zmod/ZMod/Zmodeq_symm_subproof0.con
\e[0;32mOK
\e[0m 0.09
28388 cic:/CoRN/model/Zmod/ZMod/Zmodeq_trans_subproof.con
\e[0;32mOK
\e[0m 0.18
28389 cic:/CoRN/model/Zmod/ZMod/Zmodeq_trans_subproof0.con
\e[0;32mOK
\e[0m 0.11
28390 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof.con
\e[0;32mOK
\e[0m 0.06
28391 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof0.con
\e[0;32mOK
\e[0m 0.05
28392 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_irref_subproof.con
\e[0;32mOK
\e[0m 0.04
28393 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_irref_subproof0.con
\e[0;32mOK
\e[0m 0.03
28394 cic:/CoRN/model/Zmod/ZGcd/p_gcd_symm_subproof.con
\e[0;32mOK
\e[0m 0.05
28395 cic:/CoRN/model/Zmod/ZGcd/p_gcd_symm_subproof0.con
\e[0;32mOK
\e[0m 0.05
28396 cic:/CoRN/model/Zmod/ZGcd/p_gcd_symm_subproof1.con
\e[0;32mOK
\e[0m 0.05
28397 cic:/CoRN/model/Zmod/ZGcd/p_gcd_symm_subproof2.con
\e[0;32mOK
\e[0m 0.30
28398 cic:/CoRN/model/Zmod/ZDivides/Zdiv_Zopp_subproof.con
\e[0;32mOK
\e[0m 0.10
28399 cic:/CoRN/model/Zmod/ZDivides/Zdiv_Zopp_subproof0.con
\e[0;32mOK
\e[0m 0.18
28400 cic:/CoRN/model/Zmod/ZDivides/Zdiv_Zopp_subproof3.con
\e[0;32mOK
\e[0m 0.12
28401 cic:/CoRN/model/Zmod/ZDivides/Zdiv_Zopp_subproof4.con
\e[0;32mOK
\e[0m 0.09
28402 cic:/CoRN/model/Zmod/ZDivides/Zdiv_mult_cancel_lft_subproof1.con
\e[0;32mOK
\e[0m 0.05
28403 cic:/CoRN/model/Zmod/ZDivides/Zdiv_mult_cancel_lft_subproof2.con
\e[0;32mOK
\e[0m 0.05
28404 cic:/CoRN/model/Zmod/ZDivides/Zdiv_one_is_one_subproof.con
\e[0;32mOK
\e[0m 0.02
28405 cic:/CoRN/model/Zmod/ZDivides/Zdiv_one_is_one_subproof0.con
\e[0;32mOK
\e[0m 0.03
28406 cic:/CoRN/model/Zmod/ZDivides/Zdiv_one_is_one_subproof1.con
\e[0;32mOK
\e[0m 0.03
28407 cic:/CoRN/model/Zmod/ZDivides/Zdiv_quotient_unique_subproof0.con
\e[0;32mOK
\e[0m 0.15
28408 cic:/CoRN/model/Zmod/ZDivides/Zdiv_quotient_unique_subproof1.con
\e[0;32mOK
\e[0m 0.16
28409 cic:/CoRN/model/Zmod/ZDivides/Zdiv_remainder_unique_subproof.con
\e[0;32mOK
\e[0m 0.25
28410 cic:/CoRN/model/Zmod/ZDivides/Zdiv_remainder_unique_subproof0.con
\e[0;32mOK
\e[0m 0.25
28411 cic:/CoRN/model/Zmod/ZDivides/Zdivides_antisymm_subproof.con
\e[0;32mOK
\e[0m 0.02
28412 cic:/CoRN/model/Zmod/ZDivides/Zdivides_mult_ll.con
\e[0;32mOK
\e[0m 0.01
28413 cic:/CoRN/model/Zmod/ZDivides/Zdivides_one_subproof.con
\e[0;32mOK
\e[0m 0.03
28414 cic:/CoRN/model/Zmod/ZDivides/Zdivides_one_subproof0.con
\e[0;32mOK
\e[0m 0.02
28415 cic:/CoRN/model/Zmod/ZDivides/Zdivides_opp_elim_rht_subproof.con
\e[0;32mOK
\e[0m 0.04
28416 cic:/CoRN/model/Zmod/ZDivides/Zdivides_opp_elim_rht_subproof0.con
\e[0;32mOK
\e[0m 0.04
28417 cic:/CoRN/model/Zmod/ZDivides/Zdivides_zero_lft_subproof.con
\e[0;32mOK
\e[0m 0.03
28418 cic:/CoRN/model/Zmod/ZDivides/Zdivides_zero_lft_subproof0.con
\e[0;32mOK
\e[0m 0.03
28419 cic:/CoRN/model/Zmod/ZDivides/Zmod0_Zopp_subproof.con
\e[0;32mOK
\e[0m 0.07
28420 cic:/CoRN/model/Zmod/ZDivides/Zmod0_Zopp_subproof0.con
\e[0;32mOK
\e[0m 0.08
28421 cic:/CoRN/model/Zmod/ZDivides/Zmod0_Zopp_subproof1.con
\e[0;32mOK
\e[0m 0.07
28422 cic:/CoRN/model/Zmod/ZDivides/Zmod0_Zopp_subproof2.con
\e[0;32mOK
\e[0m 0.07
28423 cic:/CoRN/model/Zmod/ZDivides/Zmod0_Zopp_subproof4.con
\e[0;32mOK
\e[0m 0.09
28424 cic:/CoRN/model/Zmod/ZDivides/Zmod0_Zopp_subproof5.con
\e[0;32mOK
\e[0m 0.08
28425 cic:/CoRN/model/Zmod/ZDivides/Zmodeq_small_subproof.con
\e[0;32mOK
\e[0m 0.05
28426 cic:/CoRN/model/Zmod/ZDivides/Zmodeq_small_subproof0.con
\e[0;32mOK
\e[0m 0.06
28427 cic:/CoRN/model/Zmod/ZDivides/Zmodeq_small_subproof1.con
\e[0;32mOK
\e[0m 0.09
28428 cic:/CoRN/model/Zmod/ZDivides/Zmodeq_small_subproof2.con
\e[0;32mOK
\e[0m 0.09
28429 cic:/CoRN/model/Zmod/ZDivides/Zmult_div_simpl_1.con
\e[0;32mOK
\e[0m 0.02
28430 cic:/CoRN/model/Zmod/ZBasics/Zabs_Zminus_symm_subproof.con
\e[0;32mOK
\e[0m 0.09
28431 cic:/CoRN/model/Zmod/ZBasics/Zabs_Zminus_symm_subproof0.con
\e[0;32mOK
\e[0m 0.11
28432 cic:/CoRN/model/Zmod/ZBasics/Zabs_Zminus_triangle_subproof.con
\e[0;32mOK
\e[0m 0.04
28433 cic:/CoRN/model/Zmod/ZBasics/Zabs_Zminus_triangle_subproof0.con
\e[0;32mOK
\e[0m 0.09
28434 cic:/CoRN/model/Zmod/ZBasics/Zabs_Zminus_triangle_subproof1.con
\e[0;32mOK
\e[0m 0.08
28435 cic:/CoRN/model/Zmod/ZBasics/Zabs_Zminus_triangle_subproof2.con
\e[0;32mOK
\e[0m 0.09
28436 cic:/CoRN/model/Zmod/ZBasics/Zge_gt_pred.con
\e[0;32mOK
\e[0m 0.02
28437 cic:/CoRN/model/Zmod/ZBasics/Zge_gt_succ.con
\e[0;32mOK
\e[0m 0.01
28438 cic:/CoRN/model/Zmod/ZBasics/Zgt_Zge_subproof.con
\e[0;32mOK
\e[0m 0.03
28439 cic:/CoRN/model/Zmod/ZBasics/Zgt_ge_pred_subproof.con
\e[0;32mOK
\e[0m 0.05
28440 cic:/CoRN/model/Zmod/ZBasics/Zgt_ge_succ_subproof.con
\e[0;32mOK
\e[0m 0.03
28441 cic:/CoRN/model/Zmod/ZBasics/Zmult_intro_rht.con
\e[0;32mOK
\e[0m 0.04
28442 cic:/CoRN/model/Zmod/ZBasics/Zmult_pos_mon_le_lft.con
\e[0;32mOK
\e[0m 0.01
28443 cic:/CoRN/model/Zmod/ZBasics/Zmult_pos_mon_lt_lft_subproof.con
\e[0;32mOK
\e[0m 0.04
28444 cic:/CoRN/model/Zmod/ZBasics/Zmult_pos_mon_lt_lft_subproof0.con
\e[0;32mOK
\e[0m 0.19
28445 cic:/CoRN/model/Zmod/ZBasics/Zmult_pos_mon_lt_lft_subproof1.con
\e[0;32mOK
\e[0m 0.06
28446 cic:/CoRN/model/Zmod/ZBasics/Zmult_pos_mon_lt_lft_subproof2.con
\e[0;32mOK
\e[0m 0.07
28447 cic:/CoRN/model/Zmod/ZBasics/Zmult_pos_mon_subproof0.con
\e[0;32mOK
\e[0m 0.09
28448 cic:/CoRN/model/Zmod/ZBasics/Zmult_pos_mon_subproof1.con
\e[0;32mOK
\e[0m 0.03
28449 cic:/CoRN/model/Zmod/ZBasics/Zmult_unit_oneforall.con
\e[0;32mOK
\e[0m 0.02
28450 cic:/CoRN/model/Zmod/ZBasics/lt_succ_Z_of_nat.con
\e[0;32mOK
\e[0m 0.01
28451 cic:/CoRN/devel/loeb/per/csetfun/FS_is_CMonoid.con
\e[0;32mOK
\e[0m 0.04
28452 cic:/CoRN/devel/loeb/per/Zlst2fun/Zless.con
\e[0;32mOK
\e[0m 0.03
28453 cic:/CoRN/devel/loeb/IDA/Ch6_inv/Zgt_Zge_subproof.con
\e[0;32mOK
\e[0m 0.04
28454 cic:/CoRN/devel/loeb/IDA/Ch6_inv/c_n_minus_a_subproof0.con
\e[0;32mOK
\e[0m 0.04
28455 cic:/CoRN/devel/loeb/IDA/Ch6_inv/invertible.con
\e[0;32mOK
\e[0m 0.02
28456 cic:/CoRN/devel/loeb/IDA/Ch6_inv/plus_nminus1_subproof0.con
\e[0;32mOK
\e[0m 0.03
28457 cic:/CoRN/devel/loeb/IDA/Ch6_inv/unit_inv_subproof.con
\e[0;32mOK
\e[0m 0.06
28458 cic:/CoRN/devel/loeb/IDA/Ch6_inv/unit_inv_subproof0.con
\e[0;32mOK
\e[0m 0.06
28459 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C0_subproof.con
\e[0;32mOK
\e[0m 0.07
28460 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof0.con
\e[0;32mOK
\e[0m 0.11
28461 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof17.con
\e[0;32mOK
\e[0m 0.21
28462 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof2.con
\e[0;32mOK
\e[0m 0.09
28463 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof3.con
\e[0;32mOK
\e[0m 0.11
28464 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof32.con
\e[0;32mOK
\e[0m 0.14
28465 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof37.con
\e[0;32mOK
\e[0m 0.33
28466 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof39.con
\e[0;32mOK
\e[0m 0.21
28467 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof4.con
\e[0;32mOK
\e[0m 0.11
28468 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof45.con
\e[0;32mOK
\e[0m 0.12
28469 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_subproof.con
\e[0;32mOK
\e[0m 0.05
28470 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_subproof0.con
\e[0;32mOK
\e[0m 0.07
28471 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/c_plus_subproof1.con
\e[0;32mOK
\e[0m 0.15
28472 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/lt_succ_Z_of_nat.con
\e[0;32mOK
\e[0m 0.02
28473 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/minus3_subproof.con
\e[0;32mOK
\e[0m 0.11
28474 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/minus4_subproof.con
\e[0;32mOK
\e[0m 0.20
28475 cic:/CoRN/devel/loeb/IDA/Ch6_bi/inj_surj/IL/ap.var
\e[0;32mOK
\e[0m 0.02
28476 cic:/CoRN/devel/loeb/IDA/Ch6/K.con
\e[0;32mOK
\e[0m 0.02
28477 cic:/CoRN/devel/loeb/IDA/Ch6/cm_Sum.con
\e[0;32mOK
\e[0m 0.02
28478 cic:/CoRN/devel/loeb/IDA/Ch6/direct_product_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.01
28479 cic:/CoRN/devel/loeb/IDA/Ch6/free_monoid_as_CMonoid.con
\e[0;32mOK
\e[0m 0.01
28480 cic:/CoRN/devel/loeb/IDA/Ch6/is_unit_FS_id.con
\e[0;32mOK
\e[0m 0.07
28481 cic:/CoRN/devel/loeb/IDA/Ch6/member_app.con
\e[0;32mOK
\e[0m 0.98
28482 cic:/CoRN/devel/loeb/IDA/Ch6/morphism.con
\e[0;32mOK
\e[0m 0.02
28483 cic:/CoRN/devel/loeb/IDA/Ch6/power_CMonoid.con
\e[0;32mOK
\e[0m 0.02
28484 cic:/CoRN/devel/loeb/IDA/Ch6/to_plus2_strext.con
\e[0;32mOK
\e[0m 0.29
28485 cic:/CoRN/devel/loeb/IDA/Ch6/Th11/Cunit.var
\e[0;32mOK
\e[0m 0.02
28486 cic:/CoRN/devel/loeb/IDA/Ch6/Th11/op_pres_C.var
\e[0;32mOK
\e[0m 0.01
28487 cic:/CoRN/algebra/CSemiGroups/direct_product_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.02
28488 cic:/CoRN/algebra/CRings/zring_old_inv_subproof.con
\e[0;32mOK
\e[0m 0.09
28489 cic:/CoRN/algebra/CRings/zring_old_inv_subproof0.con
\e[0;32mOK
\e[0m 0.10
28490 cic:/CoRN/algebra/CRings/zring_old_mult_subproof.con
\e[0;32mOK
\e[0m 0.43
28491 cic:/CoRN/algebra/CRings/zring_old_mult_subproof0.con
\e[0;32mOK
\e[0m 0.47
28492 cic:/CoRN/algebra/CRings/zring_old_plus_nat_subproof.con
\e[0;32mOK
\e[0m 0.05
28493 cic:/CoRN/algebra/CRings/zring_old_plus_nat_subproof0.con
\e[0;32mOK
\e[0m 0.04
28494 cic:/CoRN/algebra/CRings/zring_old_plus_subproof.con
\e[0;32mOK
\e[0m 0.38
28495 cic:/CoRN/algebra/CRings/zring_old_plus_subproof0.con
\e[0;32mOK
\e[0m 0.28
28496 cic:/CoRN/algebra/CMonoids/CMonoid_is_CMonoid.con
\e[0;32mOK
\e[0m 0.03
28497 cic:/CoRN/algebra/CMonoids/FS_is_CMonoid.con
\e[0;32mOK
\e[0m 0.04
28498 cic:/CoRN/algebra/CMonoids/K.con
\e[0;32mOK
\e[0m 0.02
28499 cic:/CoRN/algebra/CMonoids/cm_Sum.con
\e[0;32mOK
\e[0m 0.02
28500 cic:/CoRN/algebra/CMonoids/cm_proof.con
\e[0;32mOK
\e[0m 0.02
28501 cic:/CoRN/algebra/CMonoids/free_monoid_as_CMonoid.con
\e[0;32mOK
\e[0m 0.02
28502 cic:/CoRN/algebra/CMonoids/invertible.con
\e[0;32mOK
\e[0m 0.02
28503 cic:/CoRN/algebra/CMonoids/is_unit_FS_id.con
\e[0;32mOK
\e[0m 0.05
28504 cic:/CoRN/algebra/CMonoids/morphism.con
\e[0;32mOK
\e[0m 0.06
28505 cic:/CoRN/algebra/CMonoids/nonZeroP.con
\e[0;32mOK
\e[0m 0.02
28506 cic:/CoRN/algebra/CMonoids/power_CMonoid.con
\e[0;32mOK
\e[0m 0.03
28507 cic:/CoRN/algebra/CMonoids/Th11/Cunit.var
\e[0;32mOK
\e[0m 0.02
28508 cic:/CoRN/algebra/CMonoids/Th11/op_pres_C.var
\e[0;32mOK
\e[0m 0.01
28509 cic:/CoRN/algebra/CMonoids/CMonoid_basics/SubCMonoids/Punit.var
\e[0;32mOK
\e[0m 0.01
28510 cic:/CoRN/algebra/CMonoids/CMonoid_basics/SubCMonoids/op_pres_P.var
\e[0;32mOK
\e[0m 0.01
28511 cic:/CoRN/algebra/CMonoidCyc/C0_subproof.con
\e[0;32mOK
\e[0m 0.07
28512 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof0.con
\e[0;32mOK
\e[0m 0.12
28513 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof17.con
\e[0;32mOK
\e[0m 0.22
28514 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof2.con
\e[0;32mOK
\e[0m 0.10
28515 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof3.con
\e[0;32mOK
\e[0m 0.12
28516 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof32.con
\e[0;32mOK
\e[0m 0.15
28517 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof37.con
\e[0;32mOK
\e[0m 0.07
28518 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof39.con
\e[0;32mOK
\e[0m 0.23
28519 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof4.con
\e[0;32mOK
\e[0m 0.12
28520 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof45.con
\e[0;32mOK
\e[0m 0.13
28521 cic:/CoRN/algebra/CMonoidCyc/C_plus_subproof.con
\e[0;32mOK
\e[0m 0.06
28522 cic:/CoRN/algebra/CMonoidCyc/C_plus_subproof0.con
\e[0;32mOK
\e[0m 0.07
28523 cic:/CoRN/algebra/CMonoidCyc/c_n_minus_a_subproof0.con
\e[0;32mOK
\e[0m 0.06
28524 cic:/CoRN/algebra/CMonoidCyc/c_plus_subproof1.con
\e[0;32mOK
\e[0m 0.17
28525 cic:/CoRN/algebra/CMonoidCyc/plus_nminus1_subproof0.con
\e[0;32mOK
\e[0m 0.05
28526 cic:/CoRN/algebra/CMonoidCyc/unit_inv_subproof.con
\e[0;32mOK
\e[0m 0.07
28527 cic:/CoRN/algebra/CMonoidCyc/unit_inv_subproof0.con
\e[0;32mOK
\e[0m 0.08
28528 cic:/CoRN/algebra/CMonoidCyc/inj_surj/IL/ap.var
\e[0;32mOK
\e[0m 0.02
28529 cic:/CoRN/algebra/CLogic/Zgt_mult_reg_absorb_l.con
\e[0;32mOK
\e[0m 0.05
28530 cic:/CoRN/algebra/CLogic/finite_or_elim.con
\e[0;32mOK
\e[0m 0.09
28531 cic:/CoRN/algebra/CLogic/nat_nat_pos.con
\e[0;32mOK
\e[0m 0.03
28532 cic:/CoRN/algebra/CGroups/is_CGroup.con
\e[0;32mOK
\e[0m 0.06
28533 cic:/CoRN/algebra/CAbMonoids/CAbMonoid.ind
\e[0;32mOK
\e[0m 1.21
28534 cic:/CoRN/algebra/Basics/minus3_subproof.con
\e[0;32mOK
\e[0m 0.12
28535 cic:/CoRN/algebra/Basics/minus4_subproof.con
\e[0;32mOK
\e[0m 0.21
28536 cic:/Cachan/SMC/myMap/myMapFold_lemma.con
\e[0;32mOK
\e[0m 0.10
28537 cic:/Cachan/SMC/muset/ve''_to_be_ok1.con
\e[0;32mOK
\e[0m 0.06
28538 cic:/Cachan/SMC/mu/imagef1lemma'.con
\e[0;32mOK
\e[0m 0.12
28539 cic:/Cachan/SMC/mu/var_env''M0.con
\e[0;32mOK
\e[0m 0.03
28540 cic:/Cachan/SMC/make/BDDmake_preserves_used_nodes.con
\e[0;32mOK
\e[0m 0.18
28541 cic:/Cachan/SMC/gc/mark_lemma_2.con
\e[0;32mOK
\e[0m 0.04
28542 cic:/Cachan/SMC/config/BDDunique_1.con
\e[0;32mOK
\e[0m 0.48
28543 cic:/Cachan/SMC/config/used_nodes_preserved'_bool_fun.con
\e[0;32mOK
\e[0m 0.08
28544 cic:/Cachan/SMC/config/used_nodes_preserved_bool_fun.con
\e[0;32mOK
\e[0m 0.07
28545 cic:/Cachan/SMC/alloc/BDDalloc_BDD_OK.con
\e[0;32mOK
\e[0m 0.20
28546 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Soundness.con
\e[0;32mOK
\e[0m 0.23
28547 cic:/Suresnes/BDD/rauzy/algorithme1/Canonicity/Tautology_decidable.con
\e[0;32mOK
\e[0m 0.06
28548 cic:/Sophia-Antipolis/geometry/parallelisme_concours/paralleles_sym.con
\e[0;32mOK
\e[0m 1.82
28549 cic:/Sophia-Antipolis/geometry/mesure_algebrique/barycentre_mes_alg.con
\e[0;32mOK
\e[0m 4.81
28550 cic:/Sophia-Antipolis/geometry/coplanarite/coplanaire_trans.con
\e[0;32mOK
\e[0m 43.57
28551 cic:/Sophia-Antipolis/geometry/barycentre/concours_unique.con
\e[0;32mOK
\e[0m 2.98
28552 cic:/Sophia-Antipolis/geometry/barycentre/unicite_coef_bar.con
\e[0;32mOK
\e[0m 0.28
28553 cic:/Sophia-Antipolis/geometry/alignement/add_PP_alignes.con
\e[0;32mOK
\e[0m 6.48
28554 cic:/Sophia-Antipolis/geometry/Rutile/Rinv_le_pos.con
\e[0;32mOK
\e[0m 0.02
28555 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/points_plan_espace.con
\e[0;32mOK
\e[0m 43.40
28556 cic:/Sophia-Antipolis/geometry/Droite_espace/concours_coplanaires.con
\e[0;32mOK
\e[0m 3.86
28557 cic:/Sophia-Antipolis/geometry/Droite_espace/paralleles_coplanaires.con
\e[0;32mOK
\e[0m 2.40
28558 cic:/Sophia-Antipolis/Rsa/Fermat/div_fact.con
\e[0;32mOK
\e[0m 0.09
28559 cic:/Sophia-Antipolis/Huffman/Huffman/huffman.con
\e[0;31mFAIL
\e[0m
28560 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_prop_bounded.con
\e[0;31mFAIL
\e[0m
28561 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_prop_bounded.con
\e[0;31mFAIL
\e[0m
28562 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_inductionA.con
\e[0;31mFAIL
\e[0m
28563 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus1_Out.con
\e[0;31mFAIL
\e[0m
28564 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/union_th4.con
\e[0;31mFAIL
\e[0m
28565 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/naturals_main_induction3/sublemma2.var
\e[0;31mFAIL
\e[0m
28566 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4b_proof/step1.var
\e[0;31mFAIL
\e[0m
28567 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4a_proof/step1.var
\e[0;31mFAIL
\e[0m
28568 cic:/Sophia-Antipolis/Float/Zenum/mZlist_aux_correct_rev2.con
\e[0;32mOK
\e[0m 0.03
28569 cic:/Sophia-Antipolis/Float/Zenum/mZlist_correct.con
\e[0;32mOK
\e[0m 0.02
28570 cic:/Sophia-Antipolis/Float/Zenum/mZlist_correct_rev1.con
\e[0;32mOK
\e[0m 0.02
28571 cic:/Sophia-Antipolis/Float/Zdivides/Zeq_mult_simpl.con
\e[0;32mOK
\e[0m 0.04
28572 cic:/Sophia-Antipolis/Float/Zdivides/ZquotientProp_subproof.con
\e[0;32mOK
\e[0m 0.09
28573 cic:/Sophia-Antipolis/Float/Zdivides/ZquotientProp_subproof0.con
\e[0;32mOK
\e[0m 0.08
28574 cic:/Sophia-Antipolis/Float/Zdivides/ZquotientProp_subproof1.con
\e[0;32mOK
\e[0m 0.08
28575 cic:/Sophia-Antipolis/Float/Zdivides/ZquotientProp_subproof2.con
\e[0;32mOK
\e[0m 0.09
28576 cic:/Sophia-Antipolis/Float/Power/Rlt_pow.con
\e[0;32mOK
\e[0m 0.05
28577 cic:/Sophia-Antipolis/Float/Power/Zpower_NR1.con
\e[0;32mOK
\e[0m 0.02
28578 cic:/Sophia-Antipolis/Float/Power/powerRZ_R1.con
\e[0;32mOK
\e[0m 0.03
28579 cic:/Sophia-Antipolis/Float/Power/powerRZ_Zopp.con
\e[0;32mOK
\e[0m 0.02
28580 cic:/Sophia-Antipolis/Float/Power/powerRZ_add.con
\e[0;32mOK
\e[0m 0.10
28581 cic:/Sophia-Antipolis/Float/Power/powerRZ_lt.con
\e[0;32mOK
\e[0m 0.02
28582 cic:/Sophia-Antipolis/Float/MSBProp/MSBProp/radixMoreThanZERO.var
\e[0;32mOK
\e[0m 0.02
28583 cic:/Sophia-Antipolis/Float/MSB/mf/radixMoreThanZERO.var
\e[0;32mOK
\e[0m 0.01
28584 cic:/Sophia-Antipolis/Float/FroundProp/FulpLe_subproof.con
\e[0;32mOK
\e[0m 0.06
28585 cic:/Sophia-Antipolis/Float/FroundProp/FulpSucCan_subproof.con
\e[0;32mOK
\e[0m 0.04
28586 cic:/Sophia-Antipolis/Float/FroundProp/InBinade_subproof.con
\e[0;32mOK
\e[0m 0.08
28587 cic:/Sophia-Antipolis/Float/FroundProp/InBinade_subproof0.con
\e[0;32mOK
\e[0m 0.04
28588 cic:/Sophia-Antipolis/Float/FroundProp/MSBBoundNotZero_subproof.con
\e[0;32mOK
\e[0m 0.04
28589 cic:/Sophia-Antipolis/Float/FroundProp/MSBBoundNotZero_subproof0.con
\e[0;32mOK
\e[0m 0.04
28590 cic:/Sophia-Antipolis/Float/FroundProp/MSBBoundNotZero_subproof1.con
\e[0;32mOK
\e[0m 0.05
28591 cic:/Sophia-Antipolis/Float/FroundProp/MSBBoundNotZero_subproof2.con
\e[0;32mOK
\e[0m 0.05
28592 cic:/Sophia-Antipolis/Float/FroundProp/PminPos_subproof.con
\e[0;32mOK
\e[0m 0.04
28593 cic:/Sophia-Antipolis/Float/FroundProp/RoundMSBmax_subproof.con
\e[0;32mOK
\e[0m 0.04
28594 cic:/Sophia-Antipolis/Float/FroundProp/RoundMSBmin_subproof.con
\e[0;32mOK
\e[0m 0.04
28595 cic:/Sophia-Antipolis/Float/FroundProp/RoundedModeErrorExpStrict_subproof.con
\e[0;32mOK
\e[0m 0.04
28596 cic:/Sophia-Antipolis/Float/FroundProp/roundedModeLessMult_subproof.con
\e[0;32mOK
\e[0m 0.05
28597 cic:/Sophia-Antipolis/Float/FroundProp/roundedModeLessMult_subproof0.con
\e[0;32mOK
\e[0m 0.05
28598 cic:/Sophia-Antipolis/Float/FroundProp/roundedModeLessMult_subproof1.con
\e[0;32mOK
\e[0m 0.04
28599 cic:/Sophia-Antipolis/Float/FroundProp/roundedModeMoreMult_subproof.con
\e[0;32mOK
\e[0m 0.05
28600 cic:/Sophia-Antipolis/Float/FroundProp/roundedModeMoreMult_subproof0.con
\e[0;32mOK
\e[0m 0.04
28601 cic:/Sophia-Antipolis/Float/FroundProp/roundedModeMoreMult_subproof1.con
\e[0;32mOK
\e[0m 0.04
28602 cic:/Sophia-Antipolis/Float/FroundProp/FRoundP/radixMoreThanZERO.var
\e[0;32mOK
\e[0m 0.02
28603 cic:/Sophia-Antipolis/Float/FroundPlus/ExactMinusIntervalAux_subproof.con
\e[0;32mOK
\e[0m 0.06
28604 cic:/Sophia-Antipolis/Float/FroundPlus/ExactMinusIntervalAux_subproof0.con
\e[0;32mOK
\e[0m 0.12
28605 cic:/Sophia-Antipolis/Float/FroundPlus/ExactMinusIntervalAux_subproof1.con
\e[0;32mOK
\e[0m 0.08
28606 cic:/Sophia-Antipolis/Float/FroundPlus/ExactMinusIntervalAux_subproof10.con
\e[0;32mOK
\e[0m 0.25
28607 cic:/Sophia-Antipolis/Float/FroundPlus/ExactMinusIntervalAux_subproof11.con
\e[0;32mOK
\e[0m 0.07
28608 cic:/Sophia-Antipolis/Float/FroundPlus/ExactMinusIntervalAux_subproof12.con
\e[0;32mOK
\e[0m 0.08
28609 cic:/Sophia-Antipolis/Float/FroundPlus/ExactMinusIntervalAux_subproof2.con
\e[0;32mOK
\e[0m 0.07
28610 cic:/Sophia-Antipolis/Float/FroundPlus/ExactMinusIntervalAux_subproof3.con
\e[0;32mOK
\e[0m 0.06
28611 cic:/Sophia-Antipolis/Float/FroundPlus/ExactMinusIntervalAux_subproof4.con
\e[0;32mOK
\e[0m 0.08
28612 cic:/Sophia-Antipolis/Float/FroundPlus/ExactMinusIntervalAux_subproof5.con
\e[0;32mOK
\e[0m 0.08
28613 cic:/Sophia-Antipolis/Float/FroundPlus/ExactMinusIntervalAux_subproof6.con
\e[0;32mOK
\e[0m 0.32
28614 cic:/Sophia-Antipolis/Float/FroundPlus/ExactMinusIntervalAux_subproof7.con
\e[0;32mOK
\e[0m 0.45
28615 cic:/Sophia-Antipolis/Float/FroundPlus/ExactMinusIntervalAux_subproof8.con
\e[0;32mOK
\e[0m 0.56
28616 cic:/Sophia-Antipolis/Float/FroundPlus/ExactMinusIntervalAux_subproof9.con
\e[0;32mOK
\e[0m 0.52
28617 cic:/Sophia-Antipolis/Float/FroundPlus/plusExpBound_subproof.con
\e[0;32mOK
\e[0m 0.13
28618 cic:/Sophia-Antipolis/Float/FroundPlus/plusExpBound_subproof0.con
\e[0;32mOK
\e[0m 0.12
28619 cic:/Sophia-Antipolis/Float/FroundPlus/plusExpBound_subproof1.con
\e[0;32mOK
\e[0m 0.07
28620 cic:/Sophia-Antipolis/Float/FroundPlus/plusExpBound_subproof2.con
\e[0;32mOK
\e[0m 0.07
28621 cic:/Sophia-Antipolis/Float/FroundPlus/plusExpBound_subproof3.con
\e[0;32mOK
\e[0m 0.07
28622 cic:/Sophia-Antipolis/Float/FroundPlus/plusExpBound_subproof4.con
\e[0;32mOK
\e[0m 0.37
28623 cic:/Sophia-Antipolis/Float/FroundPlus/plusExpBound_subproof5.con
\e[0;32mOK
\e[0m 0.24
28624 cic:/Sophia-Antipolis/Float/FroundPlus/plusExpBound_subproof6.con
\e[0;32mOK
\e[0m 0.07
28625 cic:/Sophia-Antipolis/Float/FroundPlus/plusExpUpperBound_subproof.con
\e[0;32mOK
\e[0m 0.05
28626 cic:/Sophia-Antipolis/Float/FroundPlus/plusExpUpperBound_subproof0.con
\e[0;32mOK
\e[0m 0.05
28627 cic:/Sophia-Antipolis/Float/FroundPlus/radixRangeBoundExp_subproof.con
\e[0;32mOK
\e[0m 0.04
28628 cic:/Sophia-Antipolis/Float/FroundPlus/radixRangeBoundExp_subproof0.con
\e[0;32mOK
\e[0m 0.05
28629 cic:/Sophia-Antipolis/Float/FroundPlus/radixRangeBoundExp_subproof1.con
\e[0;32mOK
\e[0m 0.04
28630 cic:/Sophia-Antipolis/Float/FroundPlus/radixRangeBoundExp_subproof2.con
\e[0;32mOK
\e[0m 0.07
28631 cic:/Sophia-Antipolis/Float/FroundPlus/radixRangeBoundExp_subproof3.con
\e[0;32mOK
\e[0m 0.05
28632 cic:/Sophia-Antipolis/Float/FroundPlus/radixRangeBoundExp_subproof4.con
\e[0;32mOK
\e[0m 0.05
28633 cic:/Sophia-Antipolis/Float/FroundPlus/radixRangeBoundExp_subproof5.con
\e[0;32mOK
\e[0m 0.06
28634 cic:/Sophia-Antipolis/Float/FroundPlus/FRoundP/radixMoreThanZERO.var
\e[0;32mOK
\e[0m 0.02
28635 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof.con
\e[0;32mOK
\e[0m 0.08
28636 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof0.con
\e[0;32mOK
\e[0m 0.54
28637 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof1.con
\e[0;32mOK
\e[0m 0.07
28638 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof10.con
\e[0;32mOK
\e[0m 0.10
28639 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof11.con
\e[0;32mOK
\e[0m 0.07
28640 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof12.con
\e[0;32mOK
\e[0m 0.06
28641 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof13.con
\e[0;32mOK
\e[0m 0.10
28642 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof14.con
\e[0;32mOK
\e[0m 0.08
28643 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof15.con
\e[0;32mOK
\e[0m 0.08
28644 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof2.con
\e[0;32mOK
\e[0m 0.10
28645 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof3.con
\e[0;32mOK
\e[0m 0.09
28646 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof4.con
\e[0;32mOK
\e[0m 0.10
28647 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof5.con
\e[0;32mOK
\e[0m 0.15
28648 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof6.con
\e[0;32mOK
\e[0m 0.08
28649 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof7.con
\e[0;32mOK
\e[0m 0.07
28650 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof8.con
\e[0;32mOK
\e[0m 0.11
28651 cic:/Sophia-Antipolis/Float/FroundMult/maxRepMult_subproof9.con
\e[0;32mOK
\e[0m 0.07
28652 cic:/Sophia-Antipolis/Float/FroundMult/minRepMult_subproof.con
\e[0;32mOK
\e[0m 0.33
28653 cic:/Sophia-Antipolis/Float/FroundMult/minRepMult_subproof0.con
\e[0;32mOK
\e[0m 0.15
28654 cic:/Sophia-Antipolis/Float/FroundMult/minRepMult_subproof1.con
\e[0;32mOK
\e[0m 0.07
28655 cic:/Sophia-Antipolis/Float/FroundMult/minRepMult_subproof2.con
\e[0;32mOK
\e[0m 0.53
28656 cic:/Sophia-Antipolis/Float/FroundMult/minRepMult_subproof3.con
\e[0;32mOK
\e[0m 0.08
28657 cic:/Sophia-Antipolis/Float/FroundMult/multExactExp_aux_subproof.con
\e[0;32mOK
\e[0m 0.04
28658 cic:/Sophia-Antipolis/Float/FroundMult/multExactExp_aux_subproof0.con
\e[0;32mOK
\e[0m 0.04
28659 cic:/Sophia-Antipolis/Float/FroundMult/multExactExp_pos_subproof.con
\e[0;32mOK
\e[0m 0.09
28660 cic:/Sophia-Antipolis/Float/FroundMult/multExactExp_pos_subproof0.con
\e[0;32mOK
\e[0m 0.05
28661 cic:/Sophia-Antipolis/Float/FroundMult/multExactExp_pos_subproof1.con
\e[0;32mOK
\e[0m 0.05
28662 cic:/Sophia-Antipolis/Float/FroundMult/multExactExp_pos_subproof2.con
\e[0;32mOK
\e[0m 0.28
28663 cic:/Sophia-Antipolis/Float/FroundMult/multExactExp_pos_subproof3.con
\e[0;32mOK
\e[0m 0.08
28664 cic:/Sophia-Antipolis/Float/FroundMult/multExactExp_pos_subproof4.con
\e[0;32mOK
\e[0m 0.06
28665 cic:/Sophia-Antipolis/Float/FroundMult/multExactExp_pos_subproof5.con
\e[0;32mOK
\e[0m 0.07
28666 cic:/Sophia-Antipolis/Float/FroundMult/multExpUpperBound_subproof.con
\e[0;32mOK
\e[0m 0.10
28667 cic:/Sophia-Antipolis/Float/FroundMult/multExpUpperBound_subproof0.con
\e[0;32mOK
\e[0m 0.14
28668 cic:/Sophia-Antipolis/Float/FroundMult/multExpUpperBound_subproof1.con
\e[0;32mOK
\e[0m 0.05
28669 cic:/Sophia-Antipolis/Float/FroundMult/multExpUpperBound_subproof2.con
\e[0;32mOK
\e[0m 0.05
28670 cic:/Sophia-Antipolis/Float/FroundMult/multExpUpperBound_subproof3.con
\e[0;32mOK
\e[0m 0.05
28671 cic:/Sophia-Antipolis/Float/FroundMult/multExpUpperBound_subproof4.con
\e[0;32mOK
\e[0m 0.04
28672 cic:/Sophia-Antipolis/Float/FroundMult/multExpUpperBound_subproof5.con
\e[0;32mOK
\e[0m 0.05
28673 cic:/Sophia-Antipolis/Float/FroundMult/FRoundP/radixMoreThanZERO.var
\e[0;32mOK
\e[0m 0.02
28674 cic:/Sophia-Antipolis/Float/Fround/ToInfinitySymmetric.con
\e[0;32mOK
\e[0m 0.04
28675 cic:/Sophia-Antipolis/Float/Fround/ToZeroSymmetric.con
\e[0;32mOK
\e[0m 0.03
28676 cic:/Sophia-Antipolis/Float/Fop/Fabs_Fzero.con
\e[0;32mOK
\e[0m 0.02
28677 cic:/Sophia-Antipolis/Float/Fop/Fzero_opp.con
\e[0;32mOK
\e[0m 0.02
28678 cic:/Sophia-Antipolis/Float/Fodd/EvenPlusInv1_subproof.con
\e[0;32mOK
\e[0m 0.05
28679 cic:/Sophia-Antipolis/Float/Fodd/EvenPlusInv2_subproof.con
\e[0;32mOK
\e[0m 0.04
28680 cic:/Sophia-Antipolis/Float/Fodd/FEvenD_subproof.con
\e[0;32mOK
\e[0m 0.04
28681 cic:/Sophia-Antipolis/Float/Fodd/FNEvenD_subproof.con
\e[0;32mOK
\e[0m 0.06
28682 cic:/Sophia-Antipolis/Float/Fodd/OddPlusInv1_subproof.con
\e[0;32mOK
\e[0m 0.04
28683 cic:/Sophia-Antipolis/Float/Fodd/OddPlusInv2_subproof.con
\e[0;32mOK
\e[0m 0.04
28684 cic:/Sophia-Antipolis/Float/Fodd/FOdd/radixMoreThanZERO.var
\e[0;32mOK
\e[0m 0.02
28685 cic:/Sophia-Antipolis/Float/Fnorm/Fnormalized_Def/radixMoreThanZERO.var
\e[0;32mOK
\e[0m 0.02
28686 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct1_subproof.con
\e[0;32mOK
\e[0m 0.17
28687 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct1_subproof0.con
\e[0;32mOK
\e[0m 0.15
28688 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct3_subproof.con
\e[0;32mOK
\e[0m 0.13
28689 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct3_subproof0.con
\e[0;32mOK
\e[0m 0.19
28690 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct4_subproof.con
\e[0;32mOK
\e[0m 0.30
28691 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct4_subproof0.con
\e[0;32mOK
\e[0m 0.19
28692 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct4_subproof1.con
\e[0;32mOK
\e[0m 0.23
28693 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct4_subproof2.con
\e[0;32mOK
\e[0m 0.27
28694 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct4_subproof3.con
\e[0;32mOK
\e[0m 0.32
28695 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct4_subproof4.con
\e[0;32mOK
\e[0m 0.21
28696 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct5_subproof.con
\e[0;32mOK
\e[0m 0.18
28697 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct5_subproof0.con
\e[0;32mOK
\e[0m 0.19
28698 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct5_subproof1.con
\e[0;32mOK
\e[0m 0.19
28699 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct5_subproof2.con
\e[0;32mOK
\e[0m 0.19
28700 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct5_subproof3.con
\e[0;32mOK
\e[0m 0.18
28701 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct5_subproof4.con
\e[0;32mOK
\e[0m 0.27
28702 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct5_subproof5.con
\e[0;32mOK
\e[0m 0.18
28703 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct5_subproof6.con
\e[0;32mOK
\e[0m 0.18
28704 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct5_subproof7.con
\e[0;32mOK
\e[0m 0.18
28705 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct5_subproof8.con
\e[0;32mOK
\e[0m 0.18
28706 cic:/Sophia-Antipolis/Float/FminOp/NotR0NotZero_subproof.con
\e[0;32mOK
\e[0m 0.04
28707 cic:/Sophia-Antipolis/Float/FminOp/rCeil_correct_subproof.con
\e[0;32mOK
\e[0m 0.04
28708 cic:/Sophia-Antipolis/Float/FminOp/rFloor_correct_subproof.con
\e[0;32mOK
\e[0m 0.12
28709 cic:/Sophia-Antipolis/Float/FminOp/rFloor_correct_subproof0.con
\e[0;32mOK
\e[0m 0.11
28710 cic:/Sophia-Antipolis/Float/FminOp/FminOp/radixMoreThanZERO.var
\e[0;32mOK
\e[0m 0.02
28711 cic:/Sophia-Antipolis/Float/Fmin/boundRrOpp.con
\e[0;32mOK
\e[0m 0.03
28712 cic:/Sophia-Antipolis/Float/Fmin/FMinMax/radixMoreThanZERO.var
\e[0;32mOK
\e[0m 0.01
28713 cic:/Sophia-Antipolis/Float/Float/definitions/radixMoreThanZERO.var
\e[0;32mOK
\e[0m 0.02
28714 cic:/Sophia-Antipolis/Float/Finduct/finduct/radixMoreThanZERO.var
\e[0;32mOK
\e[0m 0.02
28715 cic:/Sophia-Antipolis/Float/Fcomp/comparisons/radixMoreThanZERO.var
\e[0;32mOK
\e[0m 0.02
28716 cic:/Sophia-Antipolis/Float/Fbound/isBounded.con
\e[0;32mOK
\e[0m 0.05
28717 cic:/Sophia-Antipolis/Float/Fbound/Fbounded_Def/radixMoreThanZERO.var
\e[0;32mOK
\e[0m 0.01
28718 cic:/Sophia-Antipolis/Float/Faux/ZleAbs_subproof.con
\e[0;32mOK
\e[0m 0.03
28719 cic:/Sophia-Antipolis/Float/Faux/ZleAbs_subproof0.con
\e[0;32mOK
\e[0m 0.03
28720 cic:/Sophia-Antipolis/Float/Faux/ZleLe_subproof.con
\e[0;32mOK
\e[0m 0.04
28721 cic:/Sophia-Antipolis/Float/Faux/Zle_Zminus_ZERO.con
\e[0;32mOK
\e[0m 0.01
28722 cic:/Sophia-Antipolis/Float/Faux/Zle_Zmult_comp_l.con
\e[0;32mOK
\e[0m 0.02
28723 cic:/Sophia-Antipolis/Float/Faux/Zle_Zopp.con
\e[0;32mOK
\e[0m 0.02
28724 cic:/Sophia-Antipolis/Float/Faux/Zle_Zopp_Inv.con
\e[0;32mOK
\e[0m 0.02
28725 cic:/Sophia-Antipolis/Float/Faux/Zlt_absolu_subproof.con
\e[0;32mOK
\e[0m 0.03
28726 cic:/Sophia-Antipolis/Float/Faux/Zpred_Zle_Zabs_intro.con
\e[0;32mOK
\e[0m 0.02
28727 cic:/Sophia-Antipolis/Float/FSucc/FSucFSucMid_subproof.con
\e[0;32mOK
\e[0m 0.06
28728 cic:/Sophia-Antipolis/Float/FSucc/nNormMimLtvNum_subproof.con
\e[0;32mOK
\e[0m 0.04
28729 cic:/Sophia-Antipolis/Float/FSucc/nNormMimLtvNum_subproof2.con
\e[0;32mOK
\e[0m 0.04
28730 cic:/Sophia-Antipolis/Float/FSucc/suc/radixMoreThanZERO.var
\e[0;32mOK
\e[0m 0.02
28731 cic:/Sophia-Antipolis/Float/FPred/FPredSuc_subproof1.con
\e[0;32mOK
\e[0m 0.06
28732 cic:/Sophia-Antipolis/Float/Digit/digitLess.con
\e[0;32mOK
\e[0m 0.03
28733 cic:/Sophia-Antipolis/Float/Digit/Pdigit/nMoreThanOne.var
\e[0;32mOK
\e[0m 0.01
28734 cic:/Sophia-Antipolis/Float/ClosestProp/ClosestErrorBound2_subproof.con
\e[0;32mOK
\e[0m 0.04
28735 cic:/Sophia-Antipolis/Float/ClosestProp/ClosestErrorBound2_subproof0.con
\e[0;32mOK
\e[0m 0.04
28736 cic:/Sophia-Antipolis/Float/ClosestProp/ClosestErrorBound2_subproof1.con
\e[0;32mOK
\e[0m 0.04
28737 cic:/Sophia-Antipolis/Float/ClosestProp/ClosestErrorExp_subproof.con
\e[0;32mOK
\e[0m 0.05
28738 cic:/Sophia-Antipolis/Float/ClosestProp/ClosestErrorExp_subproof0.con
\e[0;32mOK
\e[0m 0.05
28739 cic:/Sophia-Antipolis/Float/ClosestProp/ClosestOpp.con
\e[0;32mOK
\e[0m 1.21
28740 cic:/Sophia-Antipolis/Float/ClosestProp/Fclosestp/radixMoreThanZERO.var
\e[0;32mOK
\e[0m 0.02
28741 cic:/Sophia-Antipolis/Float/ClosestPlus/RoundBound_subproof.con
\e[0;32mOK
\e[0m 0.06
28742 cic:/Sophia-Antipolis/Float/ClosestPlus/errorBoundedPlusLe_subproof.con
\e[0;32mOK
\e[0m 0.04
28743 cic:/Sophia-Antipolis/Float/ClosestPlus/pPredMoreThanOne_subproof.con
\e[0;32mOK
\e[0m 0.04
28744 cic:/Sophia-Antipolis/Float/ClosestPlus/plusErrorBound1_subproof.con
\e[0;32mOK
\e[0m 0.04
28745 cic:/Sophia-Antipolis/Float/ClosestPlus/plusErrorBound1_subproof0.con
\e[0;32mOK
\e[0m 0.04
28746 cic:/Sophia-Antipolis/Float/ClosestPlus/plusErrorBound1bis_subproof.con
\e[0;32mOK
\e[0m 0.04
28747 cic:/Sophia-Antipolis/Float/ClosestPlus/plusErrorBound1bis_subproof0.con
\e[0;32mOK
\e[0m 0.04
28748 cic:/Sophia-Antipolis/Float/ClosestPlus/plusExact1_subproof.con
\e[0;32mOK
\e[0m 0.07
28749 cic:/Sophia-Antipolis/Float/ClosestPlus/plusExact2Aux_subproof.con
\e[0;32mOK
\e[0m 0.04
28750 cic:/Sophia-Antipolis/Float/ClosestPlus/plusExact2Aux_subproof0.con
\e[0;32mOK
\e[0m 0.04
28751 cic:/Sophia-Antipolis/Float/ClosestPlus/plusExact2Aux_subproof1.con
\e[0;32mOK
\e[0m 0.04
28752 cic:/Sophia-Antipolis/Float/ClosestPlus/plusExact2Aux_subproof2.con
\e[0;32mOK
\e[0m 0.04
28753 cic:/Sophia-Antipolis/Float/ClosestPlus/plusExact2Aux_subproof3.con
\e[0;32mOK
\e[0m 0.05
28754 cic:/Sophia-Antipolis/Float/ClosestPlus/ClosestP/radixMoreThanZERO.var
\e[0;32mOK
\e[0m 0.02
28755 cic:/Sophia-Antipolis/Float/Closest2Prop/FevenNormMin_subproof.con
\e[0;32mOK
\e[0m 0.11
28756 cic:/Sophia-Antipolis/Float/Closest2Prop/FevenNormMin_subproof0.con
\e[0;32mOK
\e[0m 0.08
28757 cic:/Sophia-Antipolis/Float/Closest/ClosestMinOrMax.con
\e[0;32mOK
\e[0m 0.89
28758 cic:/Sophia-Antipolis/Float/Closest/ClosestMonotone.con
\e[0;32mOK
\e[0m 0.49
28759 cic:/Sophia-Antipolis/Float/Closest/ClosestSymmetric.con
\e[0;32mOK
\e[0m 0.47
28760 cic:/Sophia-Antipolis/Buchberger/Pspminus/canonical_spminusf_full.con
\e[0;32mOK
\e[0m 0.08
28761 cic:/Sophia-Antipolis/Buchberger/Pspminus/canonical_spminusf_full_t.con
\e[0;32mOK
\e[0m 0.33
28762 cic:/Sophia-Antipolis/Buchberger/Preduce/irreducible_eqp_com.con
\e[0;32mOK
\e[0m 0.03
28763 cic:/Sophia-Antipolis/Buchberger/Preduce/reduce_mults_invf.con
\e[0;32mOK
\e[0m 0.50
28764 cic:/Sophia-Antipolis/Buchberger/Preduce/reduce_mults_invr.con
\e[0;32mOK
\e[0m 0.03
28765 cic:/Sophia-Antipolis/Buchberger/Pplus/pluspf_assoc.con
\e[0;31mFAIL
\e[0m
28766 cic:/Sophia-Antipolis/Buchberger/Pcrit/Dmult_is_mulpf.con
\e[0;32mOK
\e[0m 0.44
28767 cic:/Sophia-Antipolis/Buchberger/Pcrit/Rminus_in.con
\e[0;32mOK
\e[0m 0.50
28768 cic:/Sophia-Antipolis/Buchberger/Pcrit/minus_is_reduce.con
\e[0;32mOK
\e[0m 2.43
28769 cic:/Sophia-Antipolis/Buchberger/BuchAux/spolyp.con
\e[0;32mOK
\e[0m 0.04
28770 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/not_prime_prime_dirac.con
\e[0;32mOK
\e[0m 0.03
28771 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/prime_dirac_le_1.con
\e[0;32mOK
\e[0m 0.03
28772 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/prime_div_factorial_le.con
\e[0;32mOK
\e[0m 0.03
28773 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/prime_prime_dirac.con
\e[0;32mOK
\e[0m 0.02
28774 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/prod_power_div_aux.con
\e[0;32mOK
\e[0m 0.06
28775 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/prod_prime_dirac_div.con
\e[0;32mOK
\e[0m 0.05
28776 cic:/Sophia-Antipolis/Bertrand/Prime/prime_dec.con
\e[0;32mOK
\e[0m 0.03
28777 cic:/Sophia-Antipolis/Bertrand/Prime/prime_def1.con
\e[0;32mOK
\e[0m 0.05
28778 cic:/Sophia-Antipolis/Bertrand/PowerDiv/power_div_mult_prime.con
\e[0;32mOK
\e[0m 0.25
28779 cic:/Sophia-Antipolis/Bertrand/Partition/bertrand_fun_aux_correct.con
\e[0;32mOK
\e[0m 0.07
28780 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_1.con
\e[0;32mOK
\e[0m 0.02
28781 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_11.con
\e[0;32mOK
\e[0m 0.18
28782 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_12.con
\e[0;32mOK
\e[0m 0.31
28783 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_3.con
\e[0;32mOK
\e[0m 0.11
28784 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_6.con
\e[0;32mOK
\e[0m 0.26
28785 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_7.con
\e[0;32mOK
\e[0m 0.24
28786 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_8.con
\e[0;32mOK
\e[0m 0.14
28787 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof18.con
\e[0;32mOK
\e[0m 0.23
28788 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof19.con
\e[0;32mOK
\e[0m 0.23
28789 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof20.con
\e[0;32mOK
\e[0m 0.32
28790 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof81.con
\e[0;32mOK
\e[0m 0.30
28791 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof82.con
\e[0;32mOK
\e[0m 0.37
28792 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof83.con
\e[0;32mOK
\e[0m 0.28
28793 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof84.con
\e[0;32mOK
\e[0m 0.38
28794 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof85.con
\e[0;32mOK
\e[0m 0.34
28795 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof86.con
\e[0;32mOK
\e[0m 0.52
28796 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof87.con
\e[0;32mOK
\e[0m 0.25
28797 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof88.con
\e[0;32mOK
\e[0m 0.32
28798 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof89.con
\e[0;32mOK
\e[0m 0.48
28799 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof90.con
\e[0;32mOK
\e[0m 0.24
28800 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof91.con
\e[0;32mOK
\e[0m 0.29
28801 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof92.con
\e[0;32mOK
\e[0m 0.27
28802 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof93.con
\e[0;32mOK
\e[0m 0.26
28803 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof94.con
\e[0;32mOK
\e[0m 0.26
28804 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof95.con
\e[0;32mOK
\e[0m 0.47
28805 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_9_subproof96.con
\e[0;32mOK
\e[0m 0.31
28806 cic:/Sophia-Antipolis/Bertrand/Knuth_def/Zle_inv_square.con
\e[0;32mOK
\e[0m 0.03
28807 cic:/Sophia-Antipolis/Bertrand/Knuth_def/le_Zle_inv.con
\e[0;32mOK
\e[0m 0.02
28808 cic:/Sophia-Antipolis/Bertrand/Check128/check_postulate.con
\e[0;32mOK
\e[0m 0.02
28809 cic:/Sophia-Antipolis/Bertrand/Check128/prime_between_correct.con
\e[0;32mOK
\e[0m 0.05
28810 cic:/Sophia-Antipolis/Algebra/Subcat/Subcategory_def/CompC'.var
\e[0;31mFAIL
\e[0m
28811 cic:/Sophia-Antipolis/Algebra/Subcat/Subcategory_def/idC'.var
\e[0;31mFAIL
\e[0m
28812 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/law_of_composition.con
\e[0;31mFAIL
\e[0m
28813 cic:/Sophia-Antipolis/Algebra/Operation_of_monoid/Def/S.var
\e[0;31mFAIL
\e[0m
28814 cic:/Sophia-Antipolis/Algebra/Monoid_cat/Unit/E.var
\e[0;31mFAIL
\e[0m
28815 cic:/Sophia-Antipolis/Algebra/Group_cat/Inverse/G.var
\e[0;31mFAIL
\e[0m
28816 cic:/Sophia-Antipolis/Algebra/Free_monoid/Free_monoid_def/V.var
\e[0;31mFAIL
\e[0m
28817 cic:/Sophia-Antipolis/Algebra/Free_module/Free_Module_def/V.var
\e[0;31mFAIL
\e[0m
28818 cic:/Sophia-Antipolis/Algebra/Free_group/Free_group_def/V.var
\e[0;31mFAIL
\e[0m
28819 cic:/Sophia-Antipolis/Algebra/Free_abelian_monoid/Free_abelian_monoid_def/V.var
\e[0;31mFAIL
\e[0m
28820 cic:/Sophia-Antipolis/Algebra/Free_abelian_group/Free_abelian_group_def/V.var
\e[0;31mFAIL
\e[0m
28821 cic:/Sophia-Antipolis/Algebra/Fpart2/cardinal_diff.con
\e[0;31mFAIL
\e[0m
28822 cic:/Sophia-Antipolis/Algebra/Fpart2/cardinal_union_disjoint.con
\e[0;31mFAIL
\e[0m
28823 cic:/Sophia-Antipolis/Algebra/Fpart/cardinal_S.con
\e[0;31mFAIL
\e[0m
28824 cic:/Sophia-Antipolis/Algebra/Fpart/cardinal_pair.con
\e[0;31mFAIL
\e[0m
28825 cic:/Sophia-Antipolis/Algebra/Endo_set/Def/E.var
\e[0;31mFAIL
\e[0m
28826 cic:/Sophia-Antipolis/Algebra/Categories2/Cfctr_ob.con
\e[0;31mFAIL
\e[0m
28827 cic:/Sophia-Antipolis/Algebra/Categories2/Cfunctor_rect.con
\e[0;31mFAIL
\e[0m
28828 cic:/Sophia-Antipolis/Algebra/Categories2/fctr_ob.con
\e[0;31mFAIL
\e[0m
28829 cic:/Sophia-Antipolis/Algebra/Categories2/functor_rect.con
\e[0;31mFAIL
\e[0m
28830 cic:/Sophia-Antipolis/Algebra/Categories/comp_hom_assoc.con
\e[0;31mFAIL
\e[0m
28831 cic:/Sophia-Antipolis/Algebra/Categories/comp_hom_compatible.con
\e[0;31mFAIL
\e[0m
28832 cic:/Sophia-Antipolis/Algebra/Categories/comp_hom_unit_l.con
\e[0;31mFAIL
\e[0m
28833 cic:/Sophia-Antipolis/Algebra/Categories/comp_hom_unit_r.con
\e[0;31mFAIL
\e[0m
28834 cic:/Sophia-Antipolis/Algebra/Categories/full_subcat.con
\e[0;31mFAIL
\e[0m
28835 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Bernstein/XhX.var
\e[0;31mFAIL
\e[0m
28836 cic:/Rocq/TreeAutomata/union/u_merge_2.con
\e[0;31mFAIL
\e[0m
28837 cic:/Rocq/TreeAutomata/union/u_merge_3.con
\e[0;31mFAIL
\e[0m
28838 cic:/Rocq/TreeAutomata/union/u_merge_4.con
\e[0;31mFAIL
\e[0m
28839 cic:/Rocq/TreeAutomata/union/u_merge_5.con
\e[0;31mFAIL
\e[0m
28840 cic:/Rocq/TreeAutomata/union/union_s0d.con
\e[0;32mOK
\e[0m 0.01
28841 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_d_3.con
\e[0;31mFAIL
\e[0m
28842 cic:/Rocq/TreeAutomata/non_coacc_kill_correct/dta_kill_non_coacc_correct_ref_ok.con
\e[0;32mOK
\e[0m 0.03
28843 cic:/Rocq/TreeAutomata/non_coacc_kill_correct/dta_kill_non_coacc_correct_wrt_sign.con
\e[0;32mOK
\e[0m 0.01
28844 cic:/Rocq/TreeAutomata/non_coacc_kill_correct/dta_kill_non_coacc_lazy_correct_main_state.con
\e[0;32mOK
\e[0m 0.01
28845 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_3.con
\e[0;32mOK
\e[0m 0.03
28846 cic:/Rocq/TreeAutomata/inter_correct/DTA_inter_ref_ok_invar.con
\e[0;32mOK
\e[0m 0.02
28847 cic:/Rocq/THREE_GAP/Nat_compl/arith_2_0.con
\e[0;32mOK
\e[0m 0.03
28848 cic:/Rocq/THREE_GAP/Nat_compl/ge_trans.con
\e[0;32mOK
\e[0m 0.11
28849 cic:/Rocq/THREE_GAP/Nat_compl/lt_O_plus.con
\e[0;32mOK
\e[0m 0.06
28850 cic:/Rocq/THREE_GAP/Nat_compl/lt_O_plus_eq.con
\e[0;32mOK
\e[0m 0.04
28851 cic:/Rocq/THREE_GAP/Nat_compl/lt_not_eq.con
\e[0;32mOK
\e[0m 0.04
28852 cic:/Rocq/THREE_GAP/Nat_compl/lt_plus.con
\e[0;32mOK
\e[0m 0.05
28853 cic:/Rocq/SUBST/confluence_LSL/confluence_LSL.con
\e[0;32mOK
\e[0m 0.03
28854 cic:/Rocq/LAMBDA/Cube/prism1.con
\e[0;32mOK
\e[0m 0.02
28855 cic:/Rocq/LAMBDA/Confluence/lemma1.con
\e[0;32mOK
\e[0m 0.03
28856 cic:/Rocq/HIGMAN/Higman/one_letter_final.con
\e[0;32mOK
\e[0m 0.02
28857 cic:/Rocq/GRAPHS/zcgraph/ZCGeval_correct.con
\e[0;32mOK
\e[0m 0.71
28858 cic:/Rocq/GRAPHS/cgraph/CG_add_root_rooted_3.con
\e[0;32mOK
\e[0m 0.04
28859 cic:/Rocq/GRAPHS/cgraph/cg_range_1.con
\e[0;32mOK
\e[0m 0.05
28860 cic:/Rocq/GRAPHS/cgraph/cg_range_2.con
\e[0;32mOK
\e[0m 0.07
28861 cic:/Rocq/COC/Types/typ_red_env.con
\e[0;32mOK
\e[0m 0.06
28862 cic:/Rocq/COC/Types/typ_sub_weak.con
\e[0;32mOK
\e[0m 0.10
28863 cic:/Rocq/COC/Strong_Norm/int_adapt_ind.con
\e[0;32mOK
\e[0m 0.03
28864 cic:/Rocq/COC/Strong_Norm/int_adapt_rec.con
\e[0;32mOK
\e[0m 0.02
28865 cic:/Rocq/COC/Ered/confluence_Ered.con
\e[0;32mOK
\e[0m 0.03
28866 cic:/Rocq/COC/Conv/confluence_red.con
\e[0;32mOK
\e[0m 0.03
28867 cic:/Rocq/ARITH/ZChinese/Zstruct/inversibleZ.con
\e[0;32mOK
\e[0m 0.09
28868 cic:/Rocq/ARITH/ZChinese/Zgcd/gcd_OZ_absZ.con
\e[0;32mOK
\e[0m 0.09
28869 cic:/Rocq/ARITH/Chinese/Zmult/tech_div3.con
\e[0;32mOK
\e[0m 0.04
28870 cic:/Rocq/ARITH/Chinese/Zmult/tech_div4.con
\e[0;32mOK
\e[0m 0.02
28871 cic:/Rocq/ARITH/Chinese/Zgcd/gcdZ_is_gcd.con
\e[0;32mOK
\e[0m 0.09
28872 cic:/Rocq/ARITH/Chinese/Zgcd/gcd_unicity_apart_sign.con
\e[0;32mOK
\e[0m 0.03
28873 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Monoid.ind
\e[0;32mOK
\e[0m 0.36
28874 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/Mass_FreeMonoid.con
\e[0;32mOK
\e[0m 0.06
28875 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/Midl_FreeMonoid.con
\e[0;32mOK
\e[0m 0.02
28876 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/Midr_FreeMonoid.con
\e[0;32mOK
\e[0m 0.02
28877 cic:/Rocq/ALGEBRA/SETOID/Map2/Map2_lr.con
\e[0;32mOK
\e[0m 0.03
28878 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Category''.ind
\e[0;32mOK
\e[0m 0.34
28879 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/Assoc_PULB.con
\e[0;32mOK
\e[0m 0.04
28880 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/Idl_PULB.con
\e[0;32mOK
\e[0m 0.03
28881 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/Idr_PULB.con
\e[0;32mOK
\e[0m 0.02
28882 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Assoc_Discr.con
\e[0;32mOK
\e[0m 0.04
28883 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Idl_Discr.con
\e[0;32mOK
\e[0m 0.03
28884 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Idr_Discr.con
\e[0;32mOK
\e[0m 0.03
28885 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Category'.ind
\e[0;32mOK
\e[0m 0.34
28886 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/SET/Assoc_SET.con
\e[0;32mOK
\e[0m 0.13
28887 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/SET/Idl_SET.con
\e[0;32mOK
\e[0m 0.07
28888 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/SET/Idr_SET.con
\e[0;32mOK
\e[0m 0.06
28889 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/Assoc_One.con
\e[0;32mOK
\e[0m 0.03
28890 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/Idl_One.con
\e[0;32mOK
\e[0m 0.03
28891 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/Idr_One.con
\e[0;32mOK
\e[0m 0.02
28892 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Category.ind
\e[0;32mOK
\e[0m 0.34
28893 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/S_pulb_p.con
\e[0;32mOK
\e[0m 0.03
28894 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/S_pulb_q.con
\e[0;32mOK
\e[0m 0.02
28895 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/S_Lambda.con
\e[0;32mOK
\e[0m 0.03
28896 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/S_equaz_mor.con
\e[0;32mOK
\e[0m 0.02
28897 cic:/Rocq/AILS/constants/MinT_MaxT.con
\e[0;32mOK
\e[0m 0.03
28898 cic:/Orsay/QArith/QArith_base/Qle_comp.con
\e[0;32mOK
\e[0m 0.38
28899 cic:/Orsay/QArith/QArith_base/Qle_trans.con
\e[0;32mOK
\e[0m 0.19
28900 cic:/Orsay/QArith/QArith_base/Qlt_comp.con
\e[0;32mOK
\e[0m 0.37
28901 cic:/Orsay/QArith/QArith_base/Qlt_le_weak.con
\e[0;32mOK
\e[0m 0.02
28902 cic:/Orsay/QArith/QArith_base/not_Qle.con
\e[0;32mOK
\e[0m 0.04
28903 cic:/Orsay/QArith/QArith_base/not_Qlt.con
\e[0;32mOK
\e[0m 0.03
28904 cic:/Orsay/QArith/QArith_base/setoid_eq_ext1.con
\e[0;32mOK
\e[0m 0.02
28905 cic:/Orsay/QArith/QArith_base/setoid_eq_ext2.con
\e[0;32mOK
\e[0m 0.02
28906 cic:/Orsay/MiniCompiler/compiler/Sl_invariant.con
\e[0;32mOK
\e[0m 0.17
28907 cic:/Orsay/Maths/divide/divide_1.con
\e[0;32mOK
\e[0m 0.41
28908 cic:/Orsay/Maths/divide/divide_bounds.con
\e[0;32mOK
\e[0m 0.68
28909 cic:/Orsay/ExactRealArithmetic/Zpower_complements/Zpower_le_0.con
\e[0;32mOK
\e[0m 0.03
28910 cic:/Orsay/ExactRealArithmetic/Zabs_complements/Zabs_not_eq.con
\e[0;32mOK
\e[0m 0.03
28911 cic:/Nijmegen/QArith/general_Q/Qle_trans.con
\e[0;32mOK
\e[0m 0.02
28912 cic:/Nijmegen/QArith/general_Q/Qpositive_to_Z_is_integer_part_subproof0.con
\e[0;32mOK
\e[0m 0.08
28913 cic:/Nijmegen/QArith/general_Q/Qpositive_to_Z_nonneg_subproof.con
\e[0;32mOK
\e[0m 0.02
28914 cic:/Nijmegen/QArith/general_Q/Z_to_Qplus_POS_NEG_subproof2.con
\e[0;32mOK
\e[0m 0.03
28915 cic:/Nijmegen/QArith/general_Q/le_plus_O_l.con
\e[0;32mOK
\e[0m 0.02
28916 cic:/Nijmegen/QArith/general_Q/le_plus_O_r.con
\e[0;32mOK
\e[0m 0.02
28917 cic:/Nijmegen/QArith/general_Q/length_of_Qpositive_is_length_subproof.con
\e[0;32mOK
\e[0m 0.13
28918 cic:/Nijmegen/QArith/general_Q/length_of_Qpositive_is_length_subproof1.con
\e[0;32mOK
\e[0m 0.07
28919 cic:/Nijmegen/QArith/general_Q/what_dL_does_subproof0.con
\e[0;32mOK
\e[0m 0.15
28920 cic:/Nijmegen/QArith/general_Q/what_nR_does_subproof.con
\e[0;32mOK
\e[0m 0.15
28921 cic:/Nijmegen/QArith/Zaux/Zabs_12.con
\e[0;32mOK
\e[0m 0.03
28922 cic:/Nijmegen/QArith/Zaux/Zabs_4.con
\e[0;32mOK
\e[0m 0.02
28923 cic:/Nijmegen/QArith/Zaux/Zabs_5.con
\e[0;32mOK
\e[0m 0.05
28924 cic:/Nijmegen/QArith/Zaux/Zabs_8.con
\e[0;32mOK
\e[0m 0.02
28925 cic:/Nijmegen/QArith/Zaux/Zabs_9.con
\e[0;32mOK
\e[0m 0.04
28926 cic:/Nijmegen/QArith/Zaux/Zind_wf.con
\e[0;32mOK
\e[0m 0.04
28927 cic:/Nijmegen/QArith/Zaux/Zlt_mult_cancel_l.con
\e[0;32mOK
\e[0m 0.02
28928 cic:/Nijmegen/QArith/Zaux/Zrec_wf.con
\e[0;32mOK
\e[0m 0.04
28929 cic:/Nijmegen/QArith/Zaux/fraction_lt_trans.con
\e[0;32mOK
\e[0m 0.20
28930 cic:/Nijmegen/QArith/Zaux/lt_inj_subproof.con
\e[0;32mOK
\e[0m 0.04
28931 cic:/Nijmegen/QArith/Zaux/pred_absolu_subproof1.con
\e[0;32mOK
\e[0m 0.02
28932 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_dL_dL_10.con
\e[0;32mOK
\e[0m 0.57
28933 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_dL_dL_4.con
\e[0;32mOK
\e[0m 0.68
28934 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_dL_dL_7.con
\e[0;32mOK
\e[0m 0.56
28935 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_dL_nR_10.con
\e[0;32mOK
\e[0m 0.52
28936 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_dL_nR_4.con
\e[0;32mOK
\e[0m 0.53
28937 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_dL_nR_7.con
\e[0;32mOK
\e[0m 0.55
28938 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_equal_strong.con
\e[0;32mOK
\e[0m 0.13
28939 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_nR_dL_10.con
\e[0;32mOK
\e[0m 0.52
28940 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_nR_dL_4.con
\e[0;32mOK
\e[0m 0.55
28941 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_nR_dL_7.con
\e[0;32mOK
\e[0m 0.56
28942 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_nR_nR_10.con
\e[0;32mOK
\e[0m 0.54
28943 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_nR_nR_4.con
\e[0;32mOK
\e[0m 0.54
28944 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_nR_nR_7.con
\e[0;32mOK
\e[0m 0.56
28945 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/q_sign_equal_subproof.con
\e[0;32mOK
\e[0m 0.03
28946 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_a_equal_subproof.con
\e[0;32mOK
\e[0m 0.05
28947 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_b_equal_subproof.con
\e[0;32mOK
\e[0m 0.05
28948 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_c_equal_subproof.con
\e[0;32mOK
\e[0m 0.06
28949 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_d_equal_subproof.con
\e[0;32mOK
\e[0m 0.05
28950 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_e_equal_subproof.con
\e[0;32mOK
\e[0m 0.05
28951 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_f_equal_subproof.con
\e[0;32mOK
\e[0m 0.05
28952 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_g_equal_subproof.con
\e[0;32mOK
\e[0m 0.05
28953 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_h_equal_subproof.con
\e[0;32mOK
\e[0m 0.06
28954 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_p1_equal_subproof.con
\e[0;32mOK
\e[0m 0.03
28955 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_p2_equal_subproof.con
\e[0;32mOK
\e[0m 0.02
28956 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_Qpositive_to_Q_subproof.con
\e[0;32mOK
\e[0m 0.48
28957 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_Qpositive_to_Q_subproof3.con
\e[0;32mOK
\e[0m 0.46
28958 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_Zero_Zero_Zero_always_subproof.con
\e[0;32mOK
\e[0m 0.14
28959 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_Zero_Zero_always_Zero_subproof.con
\e[0;32mOK
\e[0m 0.06
28960 cic:/Nijmegen/QArith/Qhomographic_sign_properties/sg_neg_1.con
\e[0;32mOK
\e[0m 0.77
28961 cic:/Nijmegen/QArith/Qhomographic_sign_properties/sg_neg_2.con
\e[0;32mOK
\e[0m 0.98
28962 cic:/Nijmegen/QArith/Qhomographic_sign_properties/sg_pos_1.con
\e[0;32mOK
\e[0m 0.81
28963 cic:/Nijmegen/QArith/Qhomographic_sign_properties/sg_pos_2.con
\e[0;32mOK
\e[0m 0.97
28964 cic:/Nijmegen/QArith/Qhomographic_sign/Qhomographic_sign_equal_strong.con
\e[0;32mOK
\e[0m 0.02
28965 cic:/Nijmegen/QArith/Qhomographic_sign/sg_sign.con
\e[0;32mOK
\e[0m 0.88
28966 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/h_sign_equal.con
\e[0;32mOK
\e[0m 0.02
28967 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/new_a_equal.con
\e[0;32mOK
\e[0m 0.02
28968 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/new_b_equal.con
\e[0;32mOK
\e[0m 0.01
28969 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/new_c_equal.con
\e[0;32mOK
\e[0m 0.02
28970 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/new_d_equal.con
\e[0;32mOK
\e[0m 0.02
28971 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/new_p_equal.con
\e[0;32mOK
\e[0m 0.02
28972 cic:/Lyon/IEEE754/Diadic/Deq_x_shift_x.con
\e[0;32mOK
\e[0m 0.34
28973 cic:/Lyon/GRAPHS-BASICS/Paths/Path_degree_one.con
\e[0;31mFAIL
\e[0m
28974 cic:/Lyon/GRAPHS-BASICS/Degrees/Degree_not_pendant.con
\e[0;31mFAIL
\e[0m
28975 cic:/Lyon/FIRING-SQUAD/sommet/DD_Hg.con
\e[0;31mFAIL
\e[0m
28976 cic:/Lyon/FIRING-SQUAD/final/GN1.con
\e[0;31mFAIL
\e[0m
28977 cic:/Lyon/FIRING-SQUAD/algo/nth_nth_line_is_etat.con
\e[0;31mFAIL
\e[0m
28978 cic:/Eindhoven/POCKLINGTON/natZ/lezle.con
\e[0;32mOK
\e[0m 0.04
28979 cic:/Eindhoven/POCKLINGTON/natZ/ltzlt.con
\e[0;32mOK
\e[0m 0.02
28980 cic:/Eindhoven/POCKLINGTON/natZ/nat_ge_0.con
\e[0;32mOK
\e[0m 0.02
28981 cic:/Eindhoven/POCKLINGTON/modulo/absmodzmod.con
\e[0;32mOK
\e[0m 0.03
28982 cic:/Eindhoven/POCKLINGTON/modulo/mod_repr_eq.con
\e[0;32mOK
\e[0m 0.07
28983 cic:/Eindhoven/POCKLINGTON/modulo/moddivmin.con
\e[0;32mOK
\e[0m 0.07
28984 cic:/Eindhoven/POCKLINGTON/modulo/zmodmod.con
\e[0;32mOK
\e[0m 0.03
28985 cic:/Eindhoven/POCKLINGTON/divides/divzdiv.con
\e[0;32mOK
\e[0m 0.06
28986 cic:/Eindhoven/POCKLINGTON/divides/zdiv_rem.con
\e[0;32mOK
\e[0m 0.14
28987 cic:/Coq/romega/ReflOmegaCore/do_normalize_valid.con
\e[0;32mOK
\e[0m 0.03
28988 cic:/Coq/romega/ReflOmegaCore/not_exact_divide_valid.con
\e[0;32mOK
\e[0m 0.07
28989 cic:/Coq/romega/ReflOmegaCore/p_rewrite_stable.con
\e[0;32mOK
\e[0m 0.05
28990 cic:/Coq/fourier/Fourier_util/Rle_zero_1.con
\e[0;32mOK
\e[0m 0.02
28991 cic:/Coq/fourier/Fourier_util/Rlt_mult_inv_pos.con
\e[0;32mOK
\e[0m 0.02
28992 cic:/Coq/fourier/Fourier_util/Rlt_zero_pos_plus1.con
\e[0;32mOK
\e[0m 0.02
28993 cic:/Coq/ZArith/Zwf/Zwf_well_founded.con
\e[0;32mOK
\e[0m 0.16
28994 cic:/Coq/ZArith/Zsqrt/Zsqrt.con
\e[0;32mOK
\e[0m 0.30
28995 cic:/Coq/ZArith/Zpower/Zdiv_rest_correct.con
\e[0;32mOK
\e[0m 0.03
28996 cic:/Coq/ZArith/Zpower/two_p_S.con
\e[0;32mOK
\e[0m 0.03
28997 cic:/Coq/ZArith/Zorder/Zgt_square_simpl.con
\e[0;32mOK
\e[0m 0.03
28998 cic:/Coq/ZArith/Zorder/Zmult_ge_reg_r.con
\e[0;32mOK
\e[0m 0.03
28999 cic:/Coq/ZArith/Zorder/Zmult_lt_0_le_reg_r.con
\e[0;32mOK
\e[0m 0.02
29000 cic:/Coq/ZArith/Znumtheory/Zdivide_antisym.con
\e[0;32mOK
\e[0m 0.18
29001 cic:/Coq/ZArith/Znumtheory/Zdivide_bounds.con
\e[0;32mOK
\e[0m 0.08
29002 cic:/Coq/ZArith/Znat/inj_gt.con
\e[0;32mOK
\e[0m 0.02
29003 cic:/Coq/ZArith/Zdiv/Z_div_ge0.con
\e[0;32mOK
\e[0m 0.05
29004 cic:/Coq/ZArith/Zdiv/Z_div_mod.con
\e[0;32mOK
\e[0m 0.64
29005 cic:/Coq/ZArith/Zcomplements/Z_lt_abs_induction.con
\e[0;32mOK
\e[0m 0.11
29006 cic:/Coq/ZArith/Zcomplements/Z_lt_abs_rec.con
\e[0;32mOK
\e[0m 0.12
29007 cic:/Coq/ZArith/Zcomplements/sqr_pos.con
\e[0;32mOK
\e[0m 0.15
29008 cic:/Coq/ZArith/Zbinary/Z_to_binary_to_Z.con
\e[0;32mOK
\e[0m 0.10
29009 cic:/Coq/ZArith/Zbinary/Z_to_two_compl_to_Z.con
\e[0;32mOK
\e[0m 0.24
29010 cic:/Coq/ZArith/Zbinary/binary_to_Z_to_binary.con
\e[0;32mOK
\e[0m 0.07
29011 cic:/Coq/Reals/SeqProp/CV_opp.con
\e[0;32mOK
\e[0m 0.21
29012 cic:/Coq/Reals/SeqProp/cauchy_maj.con
\e[0;32mOK
\e[0m 0.06
29013 cic:/Coq/Reals/SeqProp/cauchy_opp.con
\e[0;32mOK
\e[0m 0.22
29014 cic:/Coq/Reals/SeqProp/cond_eq.con
\e[0;32mOK
\e[0m 0.15
29015 cic:/Coq/Reals/SeqProp/decreasing_cv.con
\e[0;32mOK
\e[0m 0.21
29016 cic:/Coq/Reals/SeqProp/maj_min.con
\e[0;32mOK
\e[0m 0.08
29017 cic:/Coq/Reals/SeqProp/min_maj.con
\e[0;32mOK
\e[0m 0.03
29018 cic:/Coq/Reals/Rtrigo_def/exist_cos0.con
\e[0;32mOK
\e[0m 0.29
29019 cic:/Coq/Reals/Rtrigo_def/exist_exp0.con
\e[0;32mOK
\e[0m 0.08
29020 cic:/Coq/Reals/Rtopology/ValAdh_un.con
\e[0;32mOK
\e[0m 0.02
29021 cic:/Coq/Reals/Rtopology/adherence_P3.con
\e[0;32mOK
\e[0m 0.18
29022 cic:/Coq/Reals/Rtopology/disc_P1.con
\e[0;32mOK
\e[0m 0.14
29023 cic:/Coq/Reals/Rtopology/interior_P3.con
\e[0;32mOK
\e[0m 0.15
29024 cic:/Coq/Reals/Rsqrt_def/pow_2_n_growing.con
\e[0;32mOK
\e[0m 0.06
29025 cic:/Coq/Reals/Rprod/prod_SO_Rle.con
\e[0;32mOK
\e[0m 0.05
29026 cic:/Coq/Reals/Rpower/Rinv_Rdiv.con
\e[0;32mOK
\e[0m 0.02
29027 cic:/Coq/Reals/Rlimit/limit1_in.con
\e[0;32mOK
\e[0m 0.02
29028 cic:/Coq/Reals/Rlimit/mul_factor_gt.con
\e[0;32mOK
\e[0m 0.03
29029 cic:/Coq/Reals/Rfunctions/Rinv_pow.con
\e[0;32mOK
\e[0m 0.03
29030 cic:/Coq/Reals/Rfunctions/Rle_pow.con
\e[0;32mOK
\e[0m 0.02
29031 cic:/Coq/Reals/Rfunctions/Rlt_pow_R1.con
\e[0;32mOK
\e[0m 0.03
29032 cic:/Coq/Reals/Rfunctions/pow_1_abs.con
\e[0;32mOK
\e[0m 0.17
29033 cic:/Coq/Reals/Rfunctions/pow_incr.con
\e[0;32mOK
\e[0m 0.02
29034 cic:/Coq/Reals/Rfunctions/powerRZ_R1.con
\e[0;32mOK
\e[0m 0.02
29035 cic:/Coq/Reals/Rfunctions/powerRZ_add.con
\e[0;32mOK
\e[0m 0.10
29036 cic:/Coq/Reals/Rfunctions/powerRZ_lt.con
\e[0;32mOK
\e[0m 0.01
29037 cic:/Coq/Reals/Rbasic_fun/Rabs_triang_inv2.con
\e[0;32mOK
\e[0m 1.68
29038 cic:/Coq/Reals/Ranalysis2/formule.con
\e[0;32mOK
\e[0m 0.91
29039 cic:/Coq/Reals/Ranalysis1/derivable_id.con
\e[0;32mOK
\e[0m 0.02
29040 cic:/Coq/Reals/Ranalysis1/derivable_pt_const.con
\e[0;32mOK
\e[0m 0.02
29041 cic:/Coq/Reals/R_sqr/Rsqr_div.con
\e[0;32mOK
\e[0m 0.04
29042 cic:/Coq/Reals/R_sqr/Rsqr_inv.con
\e[0;32mOK
\e[0m 0.02
29043 cic:/Coq/Reals/R_sqr/Rsqr_neg_pos_le_0.con
\e[0;32mOK
\e[0m 0.03
29044 cic:/Coq/Reals/RIneq/Rmult_le_compat_neg_l.con
\e[0;32mOK
\e[0m 0.03
29045 cic:/Coq/Reals/RIneq/le_INR.con
\e[0;32mOK
\e[0m 0.02
29046 cic:/Coq/Reals/RIneq/lt_INR.con
\e[0;32mOK
\e[0m 0.02
29047 cic:/Coq/Reals/RIneq/lt_INR_0.con
\e[0;32mOK
\e[0m 0.02
29048 cic:/Coq/Reals/MVT/increasing_decreasing_opp.con
\e[0;32mOK
\e[0m 0.02
29049 cic:/Coq/Reals/ArithProp/euclidian_division.con
\e[0;32mOK
\e[0m 0.45
29050 cic:/Coq/IntMap/Mapfold/MapFold_Put_behind_disjoint_2.con
\e[0;32mOK
\e[0m 0.06
29051 cic:/Coq/IntMap/Mapcard/MapCard_Remove_1_conv.con
\e[0;32mOK
\e[0m 0.05
29052 cic:/Coq/IntMap/Mapcard/MapCard_Remove_2_conv.con
\e[0;32mOK
\e[0m 0.03
29053 cic:/Coq/IntMap/Mapcard/MapCard_Remove_lb.con
\e[0;32mOK
\e[0m 0.03
29054 cic:/Coq/IntMap/Mapcard/MapCard_Remove_ub.con
\e[0;32mOK
\e[0m 0.04
29055 cic:/Coq/IntMap/Mapcard/MapMerge_Card_lb_l.con
\e[0;32mOK
\e[0m 0.03
29056 cic:/Coq/IntMap/Mapcard/MapMerge_Card_ub.con
\e[0;32mOK
\e[0m 0.02
29057 cic:/Coq/IntMap/Mapcard/MapMerge_disjoint_Card.con
\e[0;32mOK
\e[0m 0.02
29058 cic:/Coq/IntMap/Mapc/FSetInter_assoc_c.con
\e[0;32mOK
\e[0m 0.03
29059 cic:/Coq/IntMap/Mapc/FSetInter_idempotent.con
\e[0;32mOK
\e[0m 0.01
29060 cic:/CoRN/model/structures/Zsec/a_very_specific_lemma5'.con
\e[0;32mOK
\e[0m 0.13
29061 cic:/CoRN/model/structures/Qsec/Qlt_is_transitive_unfolded.con
\e[0;32mOK
\e[0m 0.15
29062 cic:/CoRN/model/structures/Qsec/trans_Qeq.con
\e[0;32mOK
\e[0m 0.03
29063 cic:/CoRN/model/structures/Nsec/k_zero_subproof.con
\e[0;32mOK
\e[0m 0.06
29064 cic:/CoRN/model/structures/Nsec/lexi_dec_subproof.con
\e[0;32mOK
\e[0m 0.04
29065 cic:/CoRN/model/structures/Nsec/lexi_dec_subproof0.con
\e[0;32mOK
\e[0m 0.04
29066 cic:/CoRN/model/setoids/Zfinsetoid/ZCSetoid_of_less.con
\e[0;32mOK
\e[0m 0.03
29067 cic:/CoRN/model/setoids/Nsetoid/plus3.con
\e[0;32mOK
\e[0m 44.12
29068 cic:/CoRN/model/setoids/Npossetoid/no_rht_unit_Npos1.con
\e[0;32mOK
\e[0m 0.05
29069 cic:/CoRN/model/setoids/Nfinsetoid/Fap_tight_subproof.con
\e[0;32mOK
\e[0m 0.06
29070 cic:/CoRN/model/non_examples/N_no_group/no_group_nat_plus.con
\e[0;32mOK
\e[0m 0.03
29071 cic:/CoRN/model/monoids/twoelemmonoid/M1_is_generated_by_u.con
\e[0;32mOK
\e[0m 0.03
29072 cic:/CoRN/model/monoids/twoelemmonoid/not_injective_f_subproof.con
\e[0;32mOK
\e[0m 0.02
29073 cic:/CoRN/model/monoids/freem_to_Nm/p71E2/L.var
\e[0;32mOK
\e[0m 0.02
29074 cic:/CoRN/model/monoids/Nm_to_cycm/power_CMonoid_CSetoid.con
\e[0;32mOK
\e[0m 0.03
29075 cic:/CoRN/model/monoids/Nm_to_cycm/p71E1/f.var
\e[0;32mOK
\e[0m 0.03
29076 cic:/CoRN/model/monoids/Nm_to_cycm/p71E1/is_generated_by.var
\e[0;32mOK
\e[0m 0.01
29077 cic:/CoRN/model/groups/Zgroup/Z_is_CGroup.con
\e[0;32mOK
\e[0m 0.04
29078 cic:/CoRN/model/Zmod/ZMod/Zmodeq_plus_compat.con
\e[0;32mOK
\e[0m 0.04
29079 cic:/CoRN/model/Zmod/ZMod/Zmodeq_trans.con
\e[0;32mOK
\e[0m 0.04
29080 cic:/CoRN/model/Zmod/ZGcd/pp_lt_wf.con
\e[0;32mOK
\e[0m 0.11
29081 cic:/CoRN/model/Zmod/ZDivides/Zdivides_mult_lr.con
\e[0;32mOK
\e[0m 0.03
29082 cic:/CoRN/model/Zmod/ZDivides/Zdivides_mult_rl.con
\e[0;32mOK
\e[0m 0.02
29083 cic:/CoRN/model/Zmod/ZDivides/Zdivides_mult_rr.con
\e[0;32mOK
\e[0m 0.02
29084 cic:/CoRN/model/Zmod/ZDivides/Zdivides_one.con
\e[0;32mOK
\e[0m 0.02
29085 cic:/CoRN/model/Zmod/ZDivides/Zdivides_opp_elim_rht.con
\e[0;32mOK
\e[0m 0.02
29086 cic:/CoRN/model/Zmod/ZDivides/Zdivides_zero_lft.con
\e[0;32mOK
\e[0m 0.02
29087 cic:/CoRN/model/Zmod/ZDivides/Zmult_div_simpl_2.con
\e[0;32mOK
\e[0m 0.02
29088 cic:/CoRN/model/Zmod/ZDivides/Zmult_div_simpl_3.con
\e[0;32mOK
\e[0m 0.02
29089 cic:/CoRN/model/Zmod/ZDivides/Zmult_div_simpl_4.con
\e[0;32mOK
\e[0m 0.01
29090 cic:/CoRN/model/Zmod/ZDivides/zdivides/Zdiv_one_is_one.var
\e[0;32mOK
\e[0m 0.03
29091 cic:/CoRN/model/Zmod/ZBasics/Zabs_Zminus_symm.con
\e[0;32mOK
\e[0m 0.03
29092 cic:/CoRN/model/Zmod/ZBasics/Zgt_Zge.con
\e[0;32mOK
\e[0m 0.01
29093 cic:/CoRN/model/Zmod/ZBasics/Zgt_ge_pred.con
\e[0;32mOK
\e[0m 0.01
29094 cic:/CoRN/model/Zmod/ZBasics/Zgt_ge_succ.con
\e[0;32mOK
\e[0m 0.02
29095 cic:/CoRN/model/Zmod/ZBasics/Zmult_pos_mon.con
\e[0;32mOK
\e[0m 0.03
29096 cic:/CoRN/model/Zmod/ZBasics/Zmult_pos_mon_lt_lft.con
\e[0;32mOK
\e[0m 0.04
29097 cic:/CoRN/model/Zmod/ZBasics/Zunit_eq_one.con
\e[0;32mOK
\e[0m 0.01
29098 cic:/CoRN/model/Zmod/Cmod/nat_Z_div_subproof.con
\e[0;32mOK
\e[0m 0.08
29099 cic:/CoRN/devel/loeb/per/lst2fun/Fap_tight_subproof.con
\e[0;32mOK
\e[0m 0.07
29100 cic:/CoRN/devel/loeb/per/csetfun/FS_as_CMonoid.con
\e[0;32mOK
\e[0m 0.02
29101 cic:/CoRN/devel/loeb/per/Zlst2fun/ZCSetoid_of_less.con
\e[0;32mOK
\e[0m 0.02
29102 cic:/CoRN/devel/loeb/IDA/Ch6_inv/Zgt_Zge.con
\e[0;32mOK
\e[0m 0.03
29103 cic:/CoRN/devel/loeb/IDA/Ch6_inf/weakly_inj2.con
\e[0;32mOK
\e[0m 0.05
29104 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/cyclic.con
\e[0;32mOK
\e[0m 0.03
29105 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/is_generator.con
\e[0;32mOK
\e[0m 0.02
29106 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/k_zero_subproof.con
\e[0;32mOK
\e[0m 0.06
29107 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/lexi_dec_subproof.con
\e[0;32mOK
\e[0m 0.04
29108 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/lexi_dec_subproof0.con
\e[0;32mOK
\e[0m 0.04
29109 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/nat_Z_div_subproof.con
\e[0;32mOK
\e[0m 0.07
29110 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_subproof.con
\e[0;32mOK
\e[0m 0.09
29111 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/ZP/H4.var
\e[0;32mOK
\e[0m 0.02
29112 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/ZP/smallest.var
\e[0;32mOK
\e[0m 0.01
29113 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/MP/H4.var
\e[0;32mOK
\e[0m 0.02
29114 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/MP/smallest.var
\e[0;32mOK
\e[0m 0.01
29115 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/Hn0.var
\e[0;32mOK
\e[0m 0.02
29116 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/Hn1.var
\e[0;32mOK
\e[0m 0.01
29117 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/Hn2.var
\e[0;32mOK
\e[0m 0.01
29118 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/smallest.var
\e[0;32mOK
\e[0m 0.01
29119 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/w_inj.var
\e[0;32mOK
\e[0m 0.01
29120 cic:/CoRN/devel/loeb/IDA/Ch6_bi/power_inj.con
\e[0;32mOK
\e[0m 0.03
29121 cic:/CoRN/devel/loeb/IDA/Ch6_bi/to_C_inj1_subproof1.con
\e[0;32mOK
\e[0m 0.08
29122 cic:/CoRN/devel/loeb/IDA/Ch6_bi/to_C_inj2_subproof0.con
\e[0;32mOK
\e[0m 0.07
29123 cic:/CoRN/devel/loeb/IDA/Ch6_bi/inj_surj/smallest.var
\e[0;32mOK
\e[0m 0.01
29124 cic:/CoRN/devel/loeb/IDA/Ch6/Dbrack.con
\e[0;32mOK
\e[0m 0.03
29125 cic:/CoRN/devel/loeb/IDA/Ch6/M1_is_generated_by_u.con
\e[0;32mOK
\e[0m 0.02
29126 cic:/CoRN/devel/loeb/IDA/Ch6/isomorphism.con
\e[0;32mOK
\e[0m 0.02
29127 cic:/CoRN/devel/loeb/IDA/Ch6/not_injective_f_subproof.con
\e[0;32mOK
\e[0m 0.02
29128 cic:/CoRN/devel/loeb/IDA/Ch6/op_pres_K.con
\e[0;32mOK
\e[0m 0.02
29129 cic:/CoRN/devel/loeb/IDA/Ch6/plus3.con
\e[0;32mOK
\e[0m 43.98
29130 cic:/CoRN/devel/loeb/IDA/Ch6/power_CMonoid_CSetoid.con
\e[0;32mOK
\e[0m 0.03
29131 cic:/CoRN/devel/loeb/IDA/Ch6/p71E2/L.var
\e[0;32mOK
\e[0m 0.02
29132 cic:/CoRN/devel/loeb/IDA/Ch6/p71E1/f.var
\e[0;32mOK
\e[0m 0.02
29133 cic:/CoRN/devel/loeb/IDA/Ch6/p71E1/is_generated_by.var
\e[0;32mOK
\e[0m 0.02
29134 cic:/CoRN/algebra/CMonoids/Dbrack.con
\e[0;32mOK
\e[0m 0.03
29135 cic:/CoRN/algebra/CMonoids/FS_as_CMonoid.con
\e[0;32mOK
\e[0m 0.01
29136 cic:/CoRN/algebra/CMonoids/cm_lft_unit.con
\e[0;32mOK
\e[0m 0.03
29137 cic:/CoRN/algebra/CMonoids/cm_rht_unit.con
\e[0;32mOK
\e[0m 0.03
29138 cic:/CoRN/algebra/CMonoids/cyclic.con
\e[0;32mOK
\e[0m 0.02
29139 cic:/CoRN/algebra/CMonoids/is_generator.con
\e[0;32mOK
\e[0m 0.02
29140 cic:/CoRN/algebra/CMonoids/isomorphism.con
\e[0;32mOK
\e[0m 0.02
29141 cic:/CoRN/algebra/CMonoids/op_pres_K.con
\e[0;32mOK
\e[0m 0.02
29142 cic:/CoRN/algebra/CMonoids/CMonoid_basics/SubCMonoids/subcrr.var
\e[0;32mOK
\e[0m 0.02
29143 cic:/CoRN/algebra/CMonoidCyc/power_inj.con
\e[0;32mOK
\e[0m 0.04
29144 cic:/CoRN/algebra/CMonoidCyc/to_C_inj1_subproof1.con
\e[0;32mOK
\e[0m 0.09
29145 cic:/CoRN/algebra/CMonoidCyc/to_C_inj2_subproof0.con
\e[0;32mOK
\e[0m 0.08
29146 cic:/CoRN/algebra/CMonoidCyc/to_C_subproof.con
\e[0;32mOK
\e[0m 0.10
29147 cic:/CoRN/algebra/CMonoidCyc/weakly_inj2.con
\e[0;32mOK
\e[0m 0.04
29148 cic:/CoRN/algebra/CMonoidCyc/inj_surj/smallest.var
\e[0;32mOK
\e[0m 0.02
29149 cic:/CoRN/algebra/CMonoidCyc/ZP/H4.var
\e[0;32mOK
\e[0m 0.02
29150 cic:/CoRN/algebra/CMonoidCyc/ZP/smallest.var
\e[0;32mOK
\e[0m 0.01
29151 cic:/CoRN/algebra/CMonoidCyc/MP/H4.var
\e[0;32mOK
\e[0m 0.02
29152 cic:/CoRN/algebra/CMonoidCyc/MP/smallest.var
\e[0;32mOK
\e[0m 0.02
29153 cic:/CoRN/algebra/CMonoidCyc/Char/Hn0.var
\e[0;32mOK
\e[0m 0.02
29154 cic:/CoRN/algebra/CMonoidCyc/Char/Hn1.var
\e[0;32mOK
\e[0m 0.01
29155 cic:/CoRN/algebra/CMonoidCyc/Char/Hn2.var
\e[0;32mOK
\e[0m 0.01
29156 cic:/CoRN/algebra/CMonoidCyc/Char/smallest.var
\e[0;32mOK
\e[0m 0.01
29157 cic:/CoRN/algebra/CMonoidCyc/Char/w_inj.var
\e[0;32mOK
\e[0m 0.01
29158 cic:/CoRN/algebra/CLogic/S_predn.con
\e[0;32mOK
\e[0m 0.06
29159 cic:/CoRN/algebra/CLogic/nat_local_mon_imp_mon.con
\e[0;32mOK
\e[0m 0.04
29160 cic:/CoRN/algebra/CLogic/nat_mon_imp_inj.con
\e[0;32mOK
\e[0m 0.12
29161 cic:/CoRN/algebra/CLogic/not_not_lt.con
\e[0;32mOK
\e[0m 0.05
29162 cic:/CoRN/algebra/CLogic/plus_eq_one_imp_eq_zero.con
\e[0;32mOK
\e[0m 0.09
29163 cic:/CoRN/algebra/CGroups/CGroup.ind
\e[0;32mOK
\e[0m 2.03
29164 cic:/CoRN/algebra/CAbMonoids/CAbMonoid_rect.con
\e[0;32mOK
\e[0m 0.03
29165 cic:/CoRN/algebra/CAbMonoids/cam_crr.con
\e[0;32mOK
\e[0m 0.01
29166 cic:/CoRN/algebra/CAbMonoids/Abelian_Monoids/SubCAbMonoids/M.var
\e[0;32mOK
\e[0m 0.03
29167 cic:/CoRN/algebra/CAbMonoids/Abelian_Monoids/AbMonoid_Axioms/M.var
\e[0;32mOK
\e[0m 0.01
29168 cic:/Cachan/SMC/op/BDDvar_make_used_nodes_preserved.con
\e[0;32mOK
\e[0m 0.05
29169 cic:/Cachan/SMC/muset/env_to_be_lemma.con
\e[0;32mOK
\e[0m 0.12
29170 cic:/Cachan/SMC/mu/cfg_ul_re_bre_ok_preserved.con
\e[0;32mOK
\e[0m 0.06
29171 cic:/Cachan/SMC/mu/cfg_ul_te_bte_ok_preserved.con
\e[0;32mOK
\e[0m 0.06
29172 cic:/Cachan/SMC/mu/imagef1'orf2'lemma.con
\e[0;32mOK
\e[0m 0.03
29173 cic:/Cachan/SMC/mu/var_env''singleton.con
\e[0;32mOK
\e[0m 0.02
29174 cic:/Cachan/SMC/gc/mark_lemma_3.con
\e[0;32mOK
\e[0m 0.05
29175 cic:/Cachan/SMC/config/BDDunique.con
\e[0;32mOK
\e[0m 0.09
29176 cic:/Cachan/SMC/alloc/BDDalloc_keeps_state_OK.con
\e[0;32mOK
\e[0m 0.15
29177 cic:/Cachan/SMC/alloc/BDDalloc_node_OK.con
\e[0;32mOK
\e[0m 0.02
29178 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Correctness.con
\e[0;32mOK
\e[0m 0.03
29179 cic:/Sophia-Antipolis/geometry/similitudes_directes/homothetie_neg_subproof.con
\e[0;32mOK
\e[0m 0.05
29180 cic:/Sophia-Antipolis/geometry/similitudes_directes/rotation_homothetie_I_commutent_subproof.con
\e[0;32mOK
\e[0m 0.03
29181 cic:/Sophia-Antipolis/geometry/similitudes_directes/rotation_homothetie_I_commutent_subproof0.con
\e[0;32mOK
\e[0m 0.05
29182 cic:/Sophia-Antipolis/geometry/similitudes_directes/similitude_rapport_un_subproof.con
\e[0;32mOK
\e[0m 0.04
29183 cic:/Sophia-Antipolis/geometry/similitudes_directes/similitude_rapport_un_subproof0.con
\e[0;32mOK
\e[0m 0.03
29184 cic:/Sophia-Antipolis/geometry/parallelisme_concours/add_PP_concours.con
\e[0;32mOK
\e[0m 0.03
29185 cic:/Sophia-Antipolis/geometry/parallelisme_concours/alignes_paralleles.con
\e[0;32mOK
\e[0m 0.03
29186 cic:/Sophia-Antipolis/geometry/parallelisme_concours/concours_3_barycentre.con
\e[0;32mOK
\e[0m 0.19
29187 cic:/Sophia-Antipolis/geometry/parallelisme_concours/paralleles_alignes.con
\e[0;32mOK
\e[0m 0.23
29188 cic:/Sophia-Antipolis/geometry/formes_complexes/argument_reel_pos_subproof.con
\e[0;32mOK
\e[0m 0.06
29189 cic:/Sophia-Antipolis/geometry/barycentre/barycentre_alignes.con
\e[0;32mOK
\e[0m 0.02
29190 cic:/Sophia-Antipolis/geometry/angles_vecteurs/angles_milieu2_subproof.con
\e[0;32mOK
\e[0m 0.04
29191 cic:/Sophia-Antipolis/geometry/angles_vecteurs/angles_milieu_subproof.con
\e[0;32mOK
\e[0m 0.04
29192 cic:/Sophia-Antipolis/geometry/angles_vecteurs/milieu_angles_subproof.con
\e[0;32mOK
\e[0m 0.03
29193 cic:/Sophia-Antipolis/geometry/Rutile/Rgt_inv.con
\e[0;32mOK
\e[0m 0.02
29194 cic:/Sophia-Antipolis/geometry/Rutile/lR20_subproof.con
\e[0;32mOK
\e[0m 0.04
29195 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/para_plan_dr_vecteur.con
\e[0;32mOK
\e[0m 1.10
29196 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/paralleles_droite_plan_coplanaires_incluse.con
\e[0;32mOK
\e[0m 1.50
29197 cic:/Sophia-Antipolis/Rsa/Fermat/p_div_bin.con
\e[0;32mOK
\e[0m 0.05
29198 cic:/Sophia-Antipolis/RecursiveDefinition/data5/fact_terminate.con
\e[0;32mOK
\e[0m 0.13
29199 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_pr1.con
\e[0;31mFAIL
\e[0m
29200 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_pr2.con
\e[0;31mFAIL
\e[0m
29201 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PowerTotal_th1.con
\e[0;31mFAIL
\e[0m
29202 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_pr1.con
\e[0;31mFAIL
\e[0m
29203 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_pr2.con
\e[0;31mFAIL
\e[0m
29204 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4a_Out.con
\e[0;31mFAIL
\e[0m
29205 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_th4b_Out.con
\e[0;31mFAIL
\e[0m
29206 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/gr_Out.con
\e[0;31mFAIL
\e[0m
29207 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction3_Out.con
\e[0;31mFAIL
\e[0m
29208 cic:/Sophia-Antipolis/Float/Zenum/mZlist_correct_rev2.con
\e[0;32mOK
\e[0m 0.03
29209 cic:/Sophia-Antipolis/Float/Zdivides/ZDividesLe.con
\e[0;32mOK
\e[0m 0.05
29210 cic:/Sophia-Antipolis/Float/Zdivides/ZdividesDiv.con
\e[0;32mOK
\e[0m 0.07
29211 cic:/Sophia-Antipolis/Float/Zdivides/ZquotientProp.con
\e[0;32mOK
\e[0m 0.66
29212 cic:/Sophia-Antipolis/Float/Power/powerRZ_Zs.con
\e[0;32mOK
\e[0m 0.03
29213 cic:/Sophia-Antipolis/Float/Power/powerRZ_le.con
\e[0;32mOK
\e[0m 0.02
29214 cic:/Sophia-Antipolis/Float/Fop/RleFexpFabs_subproof.con
\e[0;32mOK
\e[0m 0.05
29215 cic:/Sophia-Antipolis/Float/Fodd/EvenPlusInv1.con
\e[0;32mOK
\e[0m 0.02
29216 cic:/Sophia-Antipolis/Float/Fodd/EvenPlusInv2.con
\e[0;32mOK
\e[0m 0.01
29217 cic:/Sophia-Antipolis/Float/Fodd/FEvenD.con
\e[0;32mOK
\e[0m 0.07
29218 cic:/Sophia-Antipolis/Float/Fodd/FevenSucProp_subproof.con
\e[0;32mOK
\e[0m 0.47
29219 cic:/Sophia-Antipolis/Float/Fodd/FevenSucProp_subproof0.con
\e[0;32mOK
\e[0m 0.55
29220 cic:/Sophia-Antipolis/Float/Fodd/OddPlusInv1.con
\e[0;32mOK
\e[0m 0.02
29221 cic:/Sophia-Antipolis/Float/Fodd/OddPlusInv2.con
\e[0;32mOK
\e[0m 0.02
29222 cic:/Sophia-Antipolis/Float/Fnorm/FboundNext_subproof.con
\e[0;32mOK
\e[0m 0.10
29223 cic:/Sophia-Antipolis/Float/Fnorm/FboundedOne_subproof.con
\e[0;32mOK
\e[0m 0.05
29224 cic:/Sophia-Antipolis/Float/Fnorm/FnormalFabs.con
\e[0;32mOK
\e[0m 0.02
29225 cic:/Sophia-Antipolis/Float/Fnorm/FnormalizeCanonic_subproof.con
\e[0;32mOK
\e[0m 0.13
29226 cic:/Sophia-Antipolis/Float/Fnorm/FnormalizeCanonic_subproof0.con
\e[0;32mOK
\e[0m 0.12
29227 cic:/Sophia-Antipolis/Float/Fnorm/FnormalizeCanonic_subproof1.con
\e[0;32mOK
\e[0m 0.17
29228 cic:/Sophia-Antipolis/Float/Fnorm/FsubnormalFbounded.con
\e[0;32mOK
\e[0m 0.03
29229 cic:/Sophia-Antipolis/Float/Fnorm/PosNormMin_subproof.con
\e[0;32mOK
\e[0m 0.05
29230 cic:/Sophia-Antipolis/Float/Fnorm/digitPredVNumiSPrecision_subproof.con
\e[0;32mOK
\e[0m 0.09
29231 cic:/Sophia-Antipolis/Float/Fnorm/digitnNormMin_subproof.con
\e[0;32mOK
\e[0m 0.09
29232 cic:/Sophia-Antipolis/Float/Fnorm/firstNormalPosNormal_subproof.con
\e[0;32mOK
\e[0m 0.10
29233 cic:/Sophia-Antipolis/Float/Fnorm/firstNormalPosNormal_subproof0.con
\e[0;32mOK
\e[0m 0.08
29234 cic:/Sophia-Antipolis/Float/Fnorm/nNrMMimLevNum_subproof.con
\e[0;32mOK
\e[0m 0.09
29235 cic:/Sophia-Antipolis/Float/Fnorm/pNormal_absolu_min.con
\e[0;32mOK
\e[0m 0.04
29236 cic:/Sophia-Antipolis/Float/Fnorm/pSubnormal_absolu_min.con
\e[0;32mOK
\e[0m 0.03
29237 cic:/Sophia-Antipolis/Float/Fnorm/vNumbMoreThanOne_subproof.con
\e[0;32mOK
\e[0m 0.05
29238 cic:/Sophia-Antipolis/Float/FminOp/ClosestMax2.con
\e[0;32mOK
\e[0m 0.77
29239 cic:/Sophia-Antipolis/Float/FminOp/ClosestMin2.con
\e[0;32mOK
\e[0m 0.77
29240 cic:/Sophia-Antipolis/Float/Fmin/mBFadic_correct4.con
\e[0;32mOK
\e[0m 0.06
29241 cic:/Sophia-Antipolis/Float/Fbound/FboundedFzero.con
\e[0;32mOK
\e[0m 0.03
29242 cic:/Sophia-Antipolis/Float/Fbound/FboundedShiftLess.con
\e[0;32mOK
\e[0m 0.07
29243 cic:/Sophia-Antipolis/Float/Faux/NEq_INR.con
\e[0;32mOK
\e[0m 0.03
29244 cic:/Sophia-Antipolis/Float/Faux/Rlt2.con
\e[0;32mOK
\e[0m 0.02
29245 cic:/Sophia-Antipolis/Float/Faux/ZleAbs.con
\e[0;32mOK
\e[0m 0.02
29246 cic:/Sophia-Antipolis/Float/Faux/ZleLe.con
\e[0;32mOK
\e[0m 0.02
29247 cic:/Sophia-Antipolis/Float/Faux/Zle_Zabs_inv1.con
\e[0;32mOK
\e[0m 0.02
29248 cic:/Sophia-Antipolis/Float/Faux/Zlt_absolu.con
\e[0;32mOK
\e[0m 0.02
29249 cic:/Sophia-Antipolis/Float/Faux/lt_Rlt.con
\e[0;32mOK
\e[0m 0.02
29250 cic:/Sophia-Antipolis/Float/Faux/lt_Zlt_inv_subproof.con
\e[0;32mOK
\e[0m 0.06
29251 cic:/Sophia-Antipolis/Float/Faux/lt_Zlt_inv_subproof0.con
\e[0;32mOK
\e[0m 0.04
29252 cic:/Sophia-Antipolis/Float/FSucc/FSuccNormPos_subproof.con
\e[0;32mOK
\e[0m 0.06
29253 cic:/Sophia-Antipolis/Float/FSucc/FSuccSubnormNotNearNormMin_subproof.con
\e[0;32mOK
\e[0m 0.04
29254 cic:/Sophia-Antipolis/Float/FSucc/ZltNormMinVnum_subproof.con
\e[0;32mOK
\e[0m 0.09
29255 cic:/Sophia-Antipolis/Float/FSucc/nNormMimLtvNum_subproof0.con
\e[0;32mOK
\e[0m 0.03
29256 cic:/Sophia-Antipolis/Float/FSucc/nNormMimLtvNum_subproof1.con
\e[0;32mOK
\e[0m 0.04
29257 cic:/Sophia-Antipolis/Float/Digit/Zpower_nat_anti_monotone_lt_subproof0.con
\e[0;32mOK
\e[0m 0.08
29258 cic:/Sophia-Antipolis/Float/Digit/Zpower_nat_less.con
\e[0;32mOK
\e[0m 0.02
29259 cic:/Sophia-Antipolis/Float/Digit/digitAuxMore_subproof0.con
\e[0;32mOK
\e[0m 0.04
29260 cic:/Sophia-Antipolis/Float/Digit/digitAuxMore_subproof2.con
\e[0;32mOK
\e[0m 0.04
29261 cic:/Sophia-Antipolis/Float/ClosestPlus/pPredMoreThanRadix_subproof.con
\e[0;32mOK
\e[0m 0.08
29262 cic:/Sophia-Antipolis/Float/Closest2Prop/FevenNormMin.con
\e[0;32mOK
\e[0m 0.03
29263 cic:/Sophia-Antipolis/Float/Closest/ClosestMaxEq.con
\e[0;32mOK
\e[0m 0.14
29264 cic:/Sophia-Antipolis/Float/Closest/ClosestMinEq.con
\e[0;32mOK
\e[0m 0.14
29265 cic:/Sophia-Antipolis/Float/Closest/EvenClosestMinOrMax.con
\e[0;32mOK
\e[0m 0.02
29266 cic:/Sophia-Antipolis/Float/Closest/EvenClosestMonotone.con
\e[0;32mOK
\e[0m 0.11
29267 cic:/Sophia-Antipolis/Float/Closest/EvenClosestSymmetric.con
\e[0;32mOK
\e[0m 0.10
29268 cic:/Sophia-Antipolis/Buchberger/Pspoly/eqTerm_spolyf_red2.con
\e[0;31mFAIL
\e[0m
29269 cic:/Sophia-Antipolis/Buchberger/Pspminus/spminusf_minusTerm_z.con
\e[0;31mFAIL
\e[0m
29270 cic:/Sophia-Antipolis/Buchberger/Pspminus/spminusf_plusTerm.con
\e[0;31mFAIL
\e[0m
29271 cic:/Sophia-Antipolis/Buchberger/Pspminus/spminusf_plusTerm_z.con
\e[0;31mFAIL
\e[0m
29272 cic:/Sophia-Antipolis/Buchberger/Pspminus/spminusf_pluspf.con
\e[0;31mFAIL
\e[0m
29273 cic:/Sophia-Antipolis/Buchberger/Preducestar/reducestar_inv.con
\e[0;32mOK
\e[0m 0.13
29274 cic:/Sophia-Antipolis/Buchberger/Preduce/ltP_reduce.con
\e[0;32mOK
\e[0m 0.36
29275 cic:/Sophia-Antipolis/Buchberger/Preduce/reduce_inv.con
\e[0;32mOK
\e[0m 0.17
29276 cic:/Sophia-Antipolis/Buchberger/Pmult/multpf_disr_pX.con
\e[0;31mFAIL
\e[0m
29277 cic:/Sophia-Antipolis/Buchberger/Pminus/pluspf_minuspf_id.con
\e[0;31mFAIL
\e[0m
29278 cic:/Sophia-Antipolis/Buchberger/Pcrit/Rminus_is_mult.con
\e[0;31mFAIL
\e[0m
29279 cic:/Sophia-Antipolis/Buchberger/Pcomb/CombLinear_pluspf.con
\e[0;31mFAIL
\e[0m
29280 cic:/Sophia-Antipolis/Buchberger/BuchAux/zerop_red_spoly_l.con
\e[0;32mOK
\e[0m 0.66
29281 cic:/Sophia-Antipolis/Buchberger/BuchAux/zerop_red_spoly_r.con
\e[0;32mOK
\e[0m 0.65
29282 cic:/Sophia-Antipolis/Buchberger/Buch/genPcP.ind
\e[0;32mOK
\e[0m 196.06
29283 cic:/Sophia-Antipolis/Buchberger/Buch/redIn.ind
\e[0;31mSKIPPED
\e[0m
29284 cic:/Sophia-Antipolis/Buchberger/Buch/reds.ind
\e[0;31mSKIPPED
\e[0m
29285 cic:/Sophia-Antipolis/Bertrand/Raux/div_Rdiv.con
\e[0;32mOK
\e[0m 0.05
29286 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/prime_dirac_divides_binomial.con
\e[0;32mOK
\e[0m 0.05
29287 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/prod_power_div.con
\e[0;32mOK
\e[0m 0.02
29288 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/prod_prime_dirac_le_1.con
\e[0;32mOK
\e[0m 0.02
29289 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/prod_prime_le_aux.con
\e[0;32mOK
\e[0m 9.10
29290 cic:/Sophia-Antipolis/Bertrand/PowerDiv/power_div_fact_prime.con
\e[0;32mOK
\e[0m 0.08
29291 cic:/Sophia-Antipolis/Bertrand/Knuth_why/Prime_po_2.con
\e[0;32mOK
\e[0m 0.03
29292 cic:/Sophia-Antipolis/Bertrand/Knuth_def/inject_nat_eq.con
\e[0;32mOK
\e[0m 0.02
29293 cic:/Sophia-Antipolis/Bertrand/Check128/check_postulate_correct.con
\e[0;32mOK
\e[0m 0.08
29294 cic:/Sophia-Antipolis/Bertrand/Check128/postulate_dec.con
\e[0;32mOK
\e[0m 0.08
29295 cic:/Sophia-Antipolis/Algebra/Tiroirs/cardinal_minus_part.con
\e[0;31mFAIL
\e[0m
29296 cic:/Sophia-Antipolis/Algebra/Subcat/Subcategory_def/CompC'_ok.var
\e[0;31mFAIL
\e[0m
29297 cic:/Sophia-Antipolis/Algebra/Subcat/Subcategory_def/idC'ok.var
\e[0;31mFAIL
\e[0m
29298 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/associative.con
\e[0;31mFAIL
\e[0m
29299 cic:/Sophia-Antipolis/Algebra/Ring_cat/dist_l.con
\e[0;31mFAIL
\e[0m
29300 cic:/Sophia-Antipolis/Algebra/Ring_cat/dist_r.con
\e[0;31mFAIL
\e[0m
29301 cic:/Sophia-Antipolis/Algebra/Monoid_cat/Unit/e.var
\e[0;31mFAIL
\e[0m
29302 cic:/Sophia-Antipolis/Algebra/Monoid_cat/Unit/f.var
\e[0;31mFAIL
\e[0m
29303 cic:/Sophia-Antipolis/Algebra/Group_cat/Inverse/e.var
\e[0;31mFAIL
\e[0m
29304 cic:/Sophia-Antipolis/Algebra/Group_cat/Inverse/f.var
\e[0;31mFAIL
\e[0m
29305 cic:/Sophia-Antipolis/Algebra/Group_cat/Inverse/inv.var
\e[0;31mFAIL
\e[0m
29306 cic:/Sophia-Antipolis/Algebra/Free_monoid/FM.ind
\e[0;31mFAIL
\e[0m
29307 cic:/Sophia-Antipolis/Algebra/Free_group/FG.ind
\e[0;31mFAIL
\e[0m
29308 cic:/Sophia-Antipolis/Algebra/Free_abelian_monoid/FaM.ind
\e[0;31mFAIL
\e[0m
29309 cic:/Sophia-Antipolis/Algebra/Free_abelian_group/FaG.ind
\e[0;31mFAIL
\e[0m
29310 cic:/Sophia-Antipolis/Algebra/Fpart2/cardinal_union.con
\e[0;31mFAIL
\e[0m
29311 cic:/Sophia-Antipolis/Algebra/Fpart/cardinal_unique.con
\e[0;31mFAIL
\e[0m
29312 cic:/Sophia-Antipolis/Algebra/Fmap/cardinal_image_lesser.con
\e[0;31mFAIL
\e[0m
29313 cic:/Sophia-Antipolis/Algebra/Fmap/cardinal_included.con
\e[0;31mFAIL
\e[0m
29314 cic:/Sophia-Antipolis/Algebra/Endo_set/endo_comp.con
\e[0;31mFAIL
\e[0m
29315 cic:/Sophia-Antipolis/Algebra/Categories2/Cfctr_morph.con
\e[0;31mFAIL
\e[0m
29316 cic:/Sophia-Antipolis/Algebra/Categories2/Cfunctor_ind.con
\e[0;31mFAIL
\e[0m
29317 cic:/Sophia-Antipolis/Algebra/Categories2/Cfunctor_rec.con
\e[0;31mFAIL
\e[0m
29318 cic:/Sophia-Antipolis/Algebra/Categories2/fctr_morph.con
\e[0;31mFAIL
\e[0m
29319 cic:/Sophia-Antipolis/Algebra/Categories2/functor_ind.con
\e[0;31mFAIL
\e[0m
29320 cic:/Sophia-Antipolis/Algebra/Categories2/functor_rec.con
\e[0;31mFAIL
\e[0m
29321 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Bernstein/hXX.var
\e[0;31mFAIL
\e[0m
29322 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/commutative.con
\e[0;31mFAIL
\e[0m
29323 cic:/Rocq/TreeAutomata/union/insert_ostate_1.con
\e[0;31mFAIL
\e[0m
29324 cic:/Rocq/TreeAutomata/union/insert_ostate_2.con
\e[0;31mFAIL
\e[0m
29325 cic:/Rocq/TreeAutomata/union/union_std_1.con
\e[0;32mOK
\e[0m 0.17
29326 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_d.con
\e[0;31mFAIL
\e[0m
29327 cic:/Rocq/TreeAutomata/non_coacc_kill_correct/dta_kill_non_coacc_lazy_correct_ref_ok.con
\e[0;32mOK
\e[0m 0.03
29328 cic:/Rocq/TreeAutomata/non_coacc_kill_correct/dta_kill_non_coacc_lazy_correct_wrt_sign.con
\e[0;32mOK
\e[0m 0.02
29329 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_nonco_kill_0.con
\e[0;32mOK
\e[0m 0.04
29330 cic:/Rocq/THREE_GAP/Nat_compl/contra_lt_minus_p.con
\e[0;32mOK
\e[0m 0.12
29331 cic:/Rocq/THREE_GAP/Nat_compl/eq_le.con
\e[0;32mOK
\e[0m 0.05
29332 cic:/Rocq/THREE_GAP/Nat_compl/le_minus_plus.con
\e[0;32mOK
\e[0m 0.15
29333 cic:/Rocq/THREE_GAP/Nat_compl/le_plus_min.con
\e[0;32mOK
\e[0m 0.08
29334 cic:/Rocq/THREE_GAP/Nat_compl/lt_0_le.con
\e[0;32mOK
\e[0m 0.03
29335 cic:/Rocq/THREE_GAP/Nat_compl/lt_minus1.con
\e[0;32mOK
\e[0m 0.05
29336 cic:/Rocq/THREE_GAP/Nat_compl/lt_minus2.con
\e[0;32mOK
\e[0m 0.07
29337 cic:/Rocq/THREE_GAP/Nat_compl/lt_minus_not.con
\e[0;32mOK
\e[0m 0.08
29338 cic:/Rocq/THREE_GAP/Nat_compl/lt_minus_p.con
\e[0;32mOK
\e[0m 0.15
29339 cic:/Rocq/THREE_GAP/Nat_compl/lt_minus_plus.con
\e[0;32mOK
\e[0m 0.17
29340 cic:/Rocq/THREE_GAP/Nat_compl/lt_n_minus_plus.con
\e[0;32mOK
\e[0m 0.08
29341 cic:/Rocq/THREE_GAP/Nat_compl/lt_plus_minus.con
\e[0;32mOK
\e[0m 0.09
29342 cic:/Rocq/THREE_GAP/Nat_compl/lt_reg_minus.con
\e[0;32mOK
\e[0m 0.26
29343 cic:/Rocq/THREE_GAP/Nat_compl/not_gt_le.con
\e[0;32mOK
\e[0m 0.07
29344 cic:/Rocq/THREE_GAP/Nat_compl/simpl_minus_plus.con
\e[0;32mOK
\e[0m 0.43
29345 cic:/Rocq/THREE_GAP/Nat_compl/tech_inter31b.con
\e[0;32mOK
\e[0m 0.17
29346 cic:/Rocq/THREE_GAP/Nat_compl/tech_lt.con
\e[0;32mOK
\e[0m 0.25
29347 cic:/Rocq/LAMBDA/Cube/prism2.con
\e[0;32mOK
\e[0m 0.03
29348 cic:/Rocq/HIGMAN/Higman/final.con
\e[0;32mOK
\e[0m 0.03
29349 cic:/Rocq/GRAPHS/cgraph/CG_add_root_rooted.con
\e[0;32mOK
\e[0m 0.06
29350 cic:/Rocq/GRAPHS/cgraph/cg_out_of_range_1.con
\e[0;32mOK
\e[0m 0.03
29351 cic:/Rocq/GRAPHS/cgraph/cg_range_4.con
\e[0;32mOK
\e[0m 0.27
29352 cic:/Rocq/DEMOS/Demo_AutoRewrite/Resg1.con
\e[0;32mOK
\e[0m 1.67
29353 cic:/Rocq/COC/Types/substitution.con
\e[0;32mOK
\e[0m 0.03
29354 cic:/Rocq/COC/Ered/Econv_church_rosser.con
\e[0;32mOK
\e[0m 0.03
29355 cic:/Rocq/COC/Conv/church_rosser.con
\e[0;32mOK
\e[0m 0.03
29356 cic:/Rocq/ARITH/ZChinese/Zgcd/gcdZ_is_gcd.con
\e[0;32mOK
\e[0m 0.06
29357 cic:/Rocq/ARITH/ZChinese/Zgcd/gcd_unicity_apart_sign.con
\e[0;32mOK
\e[0m 0.04
29358 cic:/Rocq/ARITH/Chinese/Zmult/tech_div6.con
\e[0;32mOK
\e[0m 0.04
29359 cic:/Rocq/ARITH/Chinese/Zgcd/unicity_is_gcdZ.con
\e[0;32mOK
\e[0m 0.03
29360 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Mcarrier.con
\e[0;32mOK
\e[0m 0.03
29361 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Monoid_rect.con
\e[0;32mOK
\e[0m 0.03
29362 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/mon_mors/m1.var
\e[0;32mOK
\e[0m 0.02
29363 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/mon_mors/m2.var
\e[0;32mOK
\e[0m 0.01
29364 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/inv_def/A.var
\e[0;32mOK
\e[0m 0.03
29365 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Group/group_laws/A.var
\e[0;32mOK
\e[0m 0.03
29366 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/FreeMonoid/FreeMonoid.con
\e[0;32mOK
\e[0m 0.02
29367 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/YonedaLemma/yoneda_lemma/C.var
\e[0;32mOK
\e[0m 0.03
29368 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/YonedaEmbedding/yoneda_functor/C.var
\e[0;32mOK
\e[0m 0.03
29369 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/functor_prop0''/C.var
\e[0;32mOK
\e[0m 0.03
29370 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/functor_prop0''/D.var
\e[0;32mOK
\e[0m 0.01
29371 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/funct_def0''/C.var
\e[0;32mOK
\e[0m 0.02
29372 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/funct_def0''/D.var
\e[0;32mOK
\e[0m 0.01
29373 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/setoid_nt/C.var
\e[0;32mOK
\e[0m 0.02
29374 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/setoid_nt/D.var
\e[0;32mOK
\e[0m 0.01
29375 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/nt_def/C.var
\e[0;32mOK
\e[0m 0.03
29376 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/nt_def/D.var
\e[0;32mOK
\e[0m 0.01
29377 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/NatIso/natiso_def/A.var
\e[0;32mOK
\e[0m 0.02
29378 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/NatIso/natiso_def/B.var
\e[0;32mOK
\e[0m 0.01
29379 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/NatIso/about_isIso/A.var
\e[0;32mOK
\e[0m 0.02
29380 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/NatIso/about_isIso/B.var
\e[0;32mOK
\e[0m 0.01
29381 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/interchangelaw/A.var
\e[0;32mOK
\e[0m 0.02
29382 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/interchangelaw/B.var
\e[0;32mOK
\e[0m 0.01
29383 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/interchangelaw/C.var
\e[0;32mOK
\e[0m 0.01
29384 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/horz_comp/A.var
\e[0;32mOK
\e[0m 0.01
29385 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/horz_comp/B.var
\e[0;32mOK
\e[0m 0.02
29386 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/horz_comp/C.var
\e[0;32mOK
\e[0m 0.01
29387 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/assoc_horz_comp/A.var
\e[0;32mOK
\e[0m 0.02
29388 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/assoc_horz_comp/B.var
\e[0;32mOK
\e[0m 0.01
29389 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/assoc_horz_comp/C.var
\e[0;32mOK
\e[0m 0.01
29390 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/assoc_horz_comp/D.var
\e[0;32mOK
\e[0m 0.01
29391 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/HomFunctor_NT/funset_nt/C.var
\e[0;32mOK
\e[0m 0.02
29392 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Category''_rect.con
\e[0;32mOK
\e[0m 0.03
29393 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Ob''.con
\e[0;32mOK
\e[0m 0.03
29394 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/CatFunct/cat_functor/C.var
\e[0;32mOK
\e[0m 0.03
29395 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/CatFunct/cat_functor/D.var
\e[0;32mOK
\e[0m 0.02
29396 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Limits/thl/C.var
\e[0;32mOK
\e[0m 0.04
29397 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Limits/thl/J.var
\e[0;32mOK
\e[0m 0.01
29398 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/thi2/D.var
\e[0;32mOK
\e[0m 0.02
29399 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/thi1/D.var
\e[0;32mOK
\e[0m 0.02
29400 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/ssc1/D.var
\e[0;32mOK
\e[0m 0.02
29401 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/SET_Complete/set_c/J.var
\e[0;32mOK
\e[0m 0.02
29402 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Pres_Limits/def_pres_limits/C.var
\e[0;32mOK
\e[0m 0.03
29403 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Pres_Limits/def_pres_limits/D.var
\e[0;32mOK
\e[0m 0.01
29404 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Pres_Limits/def_pres_limits/J.var
\e[0;32mOK
\e[0m 0.01
29405 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Pres_Limits/comp_cone/C.var
\e[0;32mOK
\e[0m 0.02
29406 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Pres_Limits/comp_cone/D.var
\e[0;32mOK
\e[0m 0.01
29407 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Pres_Limits/comp_cone/J.var
\e[0;32mOK
\e[0m 0.01
29408 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/HomFunctor_Continuous/funset_pres/C.var
\e[0;32mOK
\e[0m 0.02
29409 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/HomFunctor_Continuous/funset_pres/J.var
\e[0;32mOK
\e[0m 0.01
29410 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Comma_Complete/comma_complete/A.var
\e[0;32mOK
\e[0m 0.02
29411 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Comma_Complete/comma_complete/J.var
\e[0;32mOK
\e[0m 0.01
29412 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Comma_Complete/comma_complete/X.var
\e[0;32mOK
\e[0m 0.01
29413 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/ua_iso_def/A.var
\e[0;32mOK
\e[0m 0.03
29414 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/ua_iso_def/B.var
\e[0;32mOK
\e[0m 0.02
29415 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/ua_def/A.var
\e[0;32mOK
\e[0m 0.02
29416 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/ua_def/B.var
\e[0;32mOK
\e[0m 0.01
29417 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/pullback_limit_def/C.var
\e[0;32mOK
\e[0m 0.04
29418 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/Fpullback_limit_def/C.var
\e[0;32mOK
\e[0m 0.02
29419 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Products1/products_limit_def/C.var
\e[0;32mOK
\e[0m 0.03
29420 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PULB/PULB.con
\e[0;32mOK
\e[0m 0.06
29421 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/pa_def/C.var
\e[0;32mOK
\e[0m 0.02
29422 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/limit_def/C.var
\e[0;32mOK
\e[0m 0.02
29423 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/limit_def/J.var
\e[0;32mOK
\e[0m 0.01
29424 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/def_cone/C.var
\e[0;32mOK
\e[0m 0.01
29425 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/def_cone/J.var
\e[0;32mOK
\e[0m 0.01
29426 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Iso_Limit/iso_cone/C.var
\e[0;32mOK
\e[0m 0.03
29427 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Iso_Limit/iso_cone/J.var
\e[0;32mOK
\e[0m 0.01
29428 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/FunForget_UA/ua_fm/ua_fm_diese_def/B.var
\e[0;32mOK
\e[0m 0.02
29429 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/equaz_hom/C.var
\e[0;32mOK
\e[0m 0.04
29430 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/equaz_fg/C.var
\e[0;32mOK
\e[0m 0.02
29431 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/equalizer_limit_def/C.var
\e[0;32mOK
\e[0m 0.02
29432 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Discr/Discr.con
\e[0;32mOK
\e[0m 0.06
29433 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Const/constFun/A.var
\e[0;32mOK
\e[0m 0.02
29434 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Const/constFun/B.var
\e[0;32mOK
\e[0m 0.01
29435 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Comma_UA/ua_comma/A.var
\e[0;32mOK
\e[0m 0.08
29436 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Comma_UA/ua_comma/X.var
\e[0;32mOK
\e[0m 0.01
29437 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/coua_def1/A.var
\e[0;32mOK
\e[0m 0.03
29438 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/coua_def1/B.var
\e[0;32mOK
\e[0m 0.01
29439 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/coua_def/A.var
\e[0;32mOK
\e[0m 0.02
29440 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/coua_def/B.var
\e[0;32mOK
\e[0m 0.01
29441 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/def_cocone/C.var
\e[0;32mOK
\e[0m 0.03
29442 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/def_cocone/J.var
\e[0;32mOK
\e[0m 0.01
29443 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/colimit_def/C.var
\e[0;32mOK
\e[0m 0.02
29444 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/colimit_def/J.var
\e[0;32mOK
\e[0m 0.01
29445 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/PROD_proj/prod_proj/A.var
\e[0;32mOK
\e[0m 0.03
29446 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/PROD_proj/prod_proj/B.var
\e[0;32mOK
\e[0m 0.01
29447 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/IdCAT/idCat/C.var
\e[0;32mOK
\e[0m 0.02
29448 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/HomFunctor/funset/C.var
\e[0;32mOK
\e[0m 0.02
29449 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/functor_prop/C.var
\e[0;32mOK
\e[0m 0.02
29450 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/functor_prop/D.var
\e[0;32mOK
\e[0m 0.01
29451 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/comp_functor_prop/C.var
\e[0;32mOK
\e[0m 0.01
29452 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/comp_functor_prop/D.var
\e[0;32mOK
\e[0m 0.01
29453 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/comp_functor_prop/E.var
\e[0;32mOK
\e[0m 0.01
29454 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/funct_setoid/C.var
\e[0;32mOK
\e[0m 0.01
29455 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/funct_setoid/D.var
\e[0;32mOK
\e[0m 0.01
29456 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/funct_def/C.var
\e[0;32mOK
\e[0m 0.01
29457 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/funct_def/D.var
\e[0;32mOK
\e[0m 0.01
29458 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Comp_F/C.var
\e[0;32mOK
\e[0m 0.02
29459 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Comp_F/D.var
\e[0;32mOK
\e[0m 0.01
29460 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Comp_F/E.var
\e[0;32mOK
\e[0m 0.01
29461 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunForget/forget_map_def/m1.var
\e[0;32mOK
\e[0m 0.02
29462 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunForget/forget_map_def/m2.var
\e[0;32mOK
\e[0m 0.01
29463 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FSC_inc/fsc_inc_def/C.var
\e[0;32mOK
\e[0m 0.02
29464 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Dual_Functor/dfunctor_def/A.var
\e[0;32mOK
\e[0m 0.04
29465 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Dual_Functor/dfunctor_def/B.var
\e[0;32mOK
\e[0m 0.01
29466 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma_proj/comma_proj_def/A.var
\e[0;32mOK
\e[0m 0.01
29467 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma_proj/comma_proj_def/X.var
\e[0;32mOK
\e[0m 0.01
29468 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/comma_def/A.var
\e[0;32mOK
\e[0m 0.01
29469 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/comma_def/X.var
\e[0;32mOK
\e[0m 0.01
29470 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Category'_rect.con
\e[0;32mOK
\e[0m 0.02
29471 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Ob'.con
\e[0;32mOK
\e[0m 0.02
29472 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/SET/SET.con
\e[0;32mOK
\e[0m 0.20
29473 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PermCat/endo_mon/C.var
\e[0;32mOK
\e[0m 0.03
29474 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/ProdCat/A.var
\e[0;32mOK
\e[0m 0.03
29475 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/ProdCat/B.var
\e[0;32mOK
\e[0m 0.01
29476 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/ONE/One.con
\e[0;32mOK
\e[0m 0.06
29477 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/id_mon_def/m.var
\e[0;32mOK
\e[0m 0.03
29478 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/comp_mon/m1.var
\e[0;32mOK
\e[0m 0.02
29479 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/comp_mon/m2.var
\e[0;32mOK
\e[0m 0.01
29480 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/comp_mon/m3.var
\e[0;32mOK
\e[0m 0.01
29481 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/equal_hom_equiv/C.var
\e[0;32mOK
\e[0m 0.02
29482 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/arrs_setoid_def/C.var
\e[0;32mOK
\e[0m 0.02
29483 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/FullSubCat/fscat/C.var
\e[0;32mOK
\e[0m 0.02
29484 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Dual/d_cat/C.var
\e[0;32mOK
\e[0m 0.01
29485 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Category_rect.con
\e[0;32mOK
\e[0m 0.03
29486 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Ob.con
\e[0;32mOK
\e[0m 0.02
29487 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/cat_cong/C.var
\e[0;32mOK
\e[0m 0.01
29488 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/pulbs_def/C.var
\e[0;32mOK
\e[0m 0.03
29489 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/prodts_def/C.var
\e[0;32mOK
\e[0m 0.02
29490 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/binprod'_def/C.var
\e[0;32mOK
\e[0m 0.02
29491 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/hasexponent_proj/C.var
\e[0;32mOK
\e[0m 0.02
29492 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/expo_def/C.var
\e[0;32mOK
\e[0m 0.01
29493 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/equaz_def/C.var
\e[0;32mOK
\e[0m 0.02
29494 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/terminal_def/C.var
\e[0;32mOK
\e[0m 0.03
29495 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/iso_def/C.var
\e[0;32mOK
\e[0m 0.02
29496 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/initial_def/C.var
\e[0;32mOK
\e[0m 0.01
29497 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/epic_monic_def/C.var
\e[0;32mOK
\e[0m 0.01
29498 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/mor_prod_def/C.var
\e[0;32mOK
\e[0m 0.03
29499 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/hasbinprod_proj/C.var
\e[0;32mOK
\e[0m 0.02
29500 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/bp_def/C.var
\e[0;32mOK
\e[0m 0.02
29501 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_CoAdjoint/ua_to_radj/C.var
\e[0;32mOK
\e[0m 0.03
29502 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_CoAdjoint/ua_to_radj/D.var
\e[0;32mOK
\e[0m 0.01
29503 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_Adjoint/ua_to_ladj/C.var
\e[0;32mOK
\e[0m 0.04
29504 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_Adjoint/ua_to_ladj/D.var
\e[0;32mOK
\e[0m 0.01
29505 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Limit_Adj/ladj_pres/C.var
\e[0;32mOK
\e[0m 0.02
29506 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Limit_Adj/ladj_pres/D.var
\e[0;32mOK
\e[0m 0.01
29507 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Limit_Adj/ladj_pres/J.var
\e[0;32mOK
\e[0m 0.01
29508 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/LeftAdj_Iso/ladj_iso_def/C.var
\e[0;32mOK
\e[0m 0.03
29509 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/LeftAdj_Iso/ladj_iso_def/D.var
\e[0;32mOK
\e[0m 0.01
29510 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSet2_r/C.var
\e[0;32mOK
\e[0m 0.02
29511 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSet2_r/D.var
\e[0;32mOK
\e[0m 0.01
29512 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSet2_l/C.var
\e[0;32mOK
\e[0m 0.01
29513 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSet2_l/D.var
\e[0;32mOK
\e[0m 0.01
29514 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/ssc2_def/A.var
\e[0;32mOK
\e[0m 0.01
29515 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/ssc2_def/X.var
\e[0;32mOK
\e[0m 0.01
29516 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof2/freyd_th_2'/A.var
\e[0;32mOK
\e[0m 0.04
29517 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof2/freyd_th_2'/X.var
\e[0;32mOK
\e[0m 0.01
29518 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof1/freyd_th_2/A.var
\e[0;32mOK
\e[0m 0.03
29519 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof1/freyd_th_2/X.var
\e[0;32mOK
\e[0m 0.01
29520 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part1/freyd_th_1/A.var
\e[0;32mOK
\e[0m 0.03
29521 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part1/freyd_th_1/X.var
\e[0;32mOK
\e[0m 0.01
29522 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/Terminal1/terminal1_def/C.var
\e[0;32mOK
\e[0m 0.04
29523 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunProd/fun_prod/C.var
\e[0;32mOK
\e[0m 0.02
29524 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunOne/Fun_One/C.var
\e[0;32mOK
\e[0m 0.01
29525 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/Diagonal/diag/C.var
\e[0;32mOK
\e[0m 0.03
29526 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/Cartesian1/diag_hasprod1/C.var
\e[0;32mOK
\e[0m 0.02
29527 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/CCC1/funprod_hasexpo/C.var
\e[0;32mOK
\e[0m 0.04
29528 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj_to_adj1/C.var
\e[0;32mOK
\e[0m 0.04
29529 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj_to_adj1/D.var
\e[0;32mOK
\e[0m 0.01
29530 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj_equiv/C.var
\e[0;32mOK
\e[0m 0.03
29531 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj_equiv/D.var
\e[0;32mOK
\e[0m 0.01
29532 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj1_to_adj/C.var
\e[0;32mOK
\e[0m 0.01
29533 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj1_to_adj/D.var
\e[0;32mOK
\e[0m 0.01
29534 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj1_def/C.var
\e[0;32mOK
\e[0m 0.04
29535 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj1_def/D.var
\e[0;32mOK
\e[0m 0.01
29536 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs1/C.var
\e[0;32mOK
\e[0m 0.04
29537 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs1/D.var
\e[0;32mOK
\e[0m 0.01
29538 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs/C.var
\e[0;32mOK
\e[0m 0.02
29539 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs/D.var
\e[0;32mOK
\e[0m 0.01
29540 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_def/C.var
\e[0;32mOK
\e[0m 0.02
29541 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_def/D.var
\e[0;32mOK
\e[0m 0.01
29542 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adj_UA/adj_to_ua/C.var
\e[0;32mOK
\e[0m 0.04
29543 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adj_UA/adj_to_ua/D.var
\e[0;32mOK
\e[0m 0.01
29544 cic:/Rocq/AILS/trajectory_def/fct_der1.con
\e[0;32mOK
\e[0m 0.19
29545 cic:/Orsay/QArith/Qring/Qsrt.con
\e[0;32mOK
\e[0m 0.06
29546 cic:/Orsay/QArith/QArith_base/Qdiv_comp.con
\e[0;32mOK
\e[0m 0.04
29547 cic:/Orsay/QArith/QArith_base/Qle_comp2.con
\e[0;32mOK
\e[0m 0.02
29548 cic:/Orsay/QArith/QArith_base/Qlt_comp2.con
\e[0;32mOK
\e[0m 0.02
29549 cic:/Orsay/QArith/QArith_base/Qminus_comp.con
\e[0;32mOK
\e[0m 0.03
29550 cic:/Orsay/QArith/QArith_base/Qmult_Qdiv.con
\e[0;32mOK
\e[0m 0.03
29551 cic:/Orsay/QArith/QArith_base/Qmult_simpl.con
\e[0;32mOK
\e[0m 0.03
29552 cic:/Orsay/QArith/QArith_base/Qopp_simpl.con
\e[0;32mOK
\e[0m 0.01
29553 cic:/Orsay/QArith/QArith_base/Qplus_simpl.con
\e[0;32mOK
\e[0m 0.02
29554 cic:/Orsay/MiniCompiler/compiler/correctness.con
\e[0;32mOK
\e[0m 0.41
29555 cic:/Orsay/Maths/prime/prime_divisors.con
\e[0;32mOK
\e[0m 1.10
29556 cic:/Orsay/Maths/divide/divide_antisym.con
\e[0;32mOK
\e[0m 0.17
29557 cic:/Orsay/ExactRealArithmetic/sg/sg_neg_subproof.con
\e[0;32mOK
\e[0m 0.05
29558 cic:/Orsay/ExactRealArithmetic/sg/sg_neg_subproof0.con
\e[0;32mOK
\e[0m 0.04
29559 cic:/Orsay/ExactRealArithmetic/sg/sg_nul_subproof.con
\e[0;32mOK
\e[0m 0.04
29560 cic:/Orsay/ExactRealArithmetic/sg/sg_nul_subproof0.con
\e[0;32mOK
\e[0m 0.04
29561 cic:/Orsay/ExactRealArithmetic/sg/sg_pos_subproof.con
\e[0;32mOK
\e[0m 0.04
29562 cic:/Orsay/ExactRealArithmetic/sg/sg_pos_subproof0.con
\e[0;32mOK
\e[0m 0.05
29563 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/Rinv_powerRZ.con
\e[0;32mOK
\e[0m 0.03
29564 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/Rle_powerRZ_subproof.con
\e[0;32mOK
\e[0m 0.03
29565 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/Rle_powerRZ_subproof0.con
\e[0;32mOK
\e[0m 0.03
29566 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/Rle_powerRZ_subproof1.con
\e[0;32mOK
\e[0m 0.04
29567 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/Rle_powerRZ_subproof2.con
\e[0;32mOK
\e[0m 0.03
29568 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/Rle_powerRZ_subproof3.con
\e[0;32mOK
\e[0m 0.04
29569 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/Rle_powerRZ_subproof4.con
\e[0;32mOK
\e[0m 0.03
29570 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/derniere_chance_subproof.con
\e[0;32mOK
\e[0m 0.04
29571 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/powerRZ_Zopp.con
\e[0;32mOK
\e[0m 0.02
29572 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/powerRZ_Zs.con
\e[0;32mOK
\e[0m 0.03
29573 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/powerRZ_croissance_subproof.con
\e[0;32mOK
\e[0m 0.03
29574 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/powerRZ_croissance_subproof0.con
\e[0;32mOK
\e[0m 0.04
29575 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/powerRZ_croissance_subproof1.con
\e[0;32mOK
\e[0m 0.03
29576 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/powerRZ_lt_1.con
\e[0;32mOK
\e[0m 0.03
29577 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rge_minus_subproof.con
\e[0;32mOK
\e[0m 0.12
29578 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rle_add_compatibility_subproof.con
\e[0;32mOK
\e[0m 0.10
29579 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rle_sub_compatibility2_subproof.con
\e[0;32mOK
\e[0m 0.05
29580 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rle_sub_compatibility_subproof.con
\e[0;32mOK
\e[0m 0.06
29581 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rle_sub_r_subproof.con
\e[0;32mOK
\e[0m 0.05
29582 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rlt_add_compatibility2_subproof.con
\e[0;32mOK
\e[0m 0.05
29583 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rlt_add_compatibility3_subproof.con
\e[0;32mOK
\e[0m 0.05
29584 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rlt_add_compatibility4_subproof.con
\e[0;32mOK
\e[0m 0.05
29585 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rlt_add_compatibility_subproof.con
\e[0;32mOK
\e[0m 0.06
29586 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rlt_sub_O_subproof.con
\e[0;32mOK
\e[0m 0.05
29587 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rlt_sub_compatibility_subproof.con
\e[0;32mOK
\e[0m 0.05
29588 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rlt_le_2_gauss_subproof.con
\e[0;32mOK
\e[0m 0.05
29589 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rlt_le_2_gauss_subproof0.con
\e[0;32mOK
\e[0m 0.04
29590 cic:/Orsay/ExactRealArithmetic/Racine/racine_correct_subproof.con
\e[0;32mOK
\e[0m 0.04
29591 cic:/Orsay/ExactRealArithmetic/Racine/racine_correct_subproof0.con
\e[0;32mOK
\e[0m 0.03
29592 cic:/Orsay/ExactRealArithmetic/Racine/racine_correct_subproof2.con
\e[0;32mOK
\e[0m 0.03
29593 cic:/Orsay/ExactRealArithmetic/Racine/racine_correct_subproof3.con
\e[0;32mOK
\e[0m 0.03
29594 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof.con
\e[0;32mOK
\e[0m 0.05
29595 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof0.con
\e[0;32mOK
\e[0m 0.04
29596 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof1.con
\e[0;32mOK
\e[0m 0.04
29597 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof10.con
\e[0;32mOK
\e[0m 0.08
29598 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof11.con
\e[0;32mOK
\e[0m 0.07
29599 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof12.con
\e[0;32mOK
\e[0m 0.04
29600 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof17.con
\e[0;32mOK
\e[0m 0.06
29601 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof19.con
\e[0;32mOK
\e[0m 0.06
29602 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof2.con
\e[0;32mOK
\e[0m 0.04
29603 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof20.con
\e[0;32mOK
\e[0m 0.06
29604 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof22.con
\e[0;32mOK
\e[0m 0.37
29605 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof25.con
\e[0;32mOK
\e[0m 0.38
29606 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof26.con
\e[0;32mOK
\e[0m 57.66
29607 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof27.con
\e[0;32mOK
\e[0m 1.31
29608 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof29.con
\e[0;32mOK
\e[0m 0.07
29609 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof3.con
\e[0;32mOK
\e[0m 0.05
29610 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof30.con
\e[0;32mOK
\e[0m 0.07
29611 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof31.con
\e[0;32mOK
\e[0m 0.04
29612 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof36.con
\e[0;32mOK
\e[0m 0.05
29613 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof38.con
\e[0;32mOK
\e[0m 0.05
29614 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof39.con
\e[0;32mOK
\e[0m 0.06
29615 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof41.con
\e[0;32mOK
\e[0m 0.34
29616 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof44.con
\e[0;32mOK
\e[0m 0.33
29617 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof45.con
\e[0;32mOK
\e[0m 38.59
29618 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof46.con
\e[0;32mOK
\e[0m 3.65
29619 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof5.con
\e[0;32mOK
\e[0m 0.10
29620 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof6.con
\e[0;32mOK
\e[0m 0.16
29621 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof7.con
\e[0;32mOK
\e[0m 0.23
29622 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof8.con
\e[0;32mOK
\e[0m 0.54
29623 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/Rabsolu_01_subproof.con
\e[0;32mOK
\e[0m 0.08
29624 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/encadrement_bis_prop1_subproof.con
\e[0;32mOK
\e[0m 0.07
29625 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/encadrement_bis_prop2_subproof.con
\e[0;32mOK
\e[0m 0.05
29626 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/gauss_sur_B_O_subproof.con
\e[0;32mOK
\e[0m 0.08
29627 cic:/Orsay/ExactRealArithmetic/Lemmes/INR_B_non_nul.con
\e[0;32mOK
\e[0m 0.66
29628 cic:/Orsay/ExactRealArithmetic/Lemmes/Zsgn_to_sg_subproof.con
\e[0;32mOK
\e[0m 0.20
29629 cic:/Orsay/ExactRealArithmetic/Lemmes/Zsgn_to_sg_subproof0.con
\e[0;32mOK
\e[0m 0.06
29630 cic:/Orsay/ExactRealArithmetic/Lemmes/Zsgn_to_sg_subproof2.con
\e[0;32mOK
\e[0m 0.05
29631 cic:/Orsay/ExactRealArithmetic/Addition/addition_correct_subproof.con
\e[0;32mOK
\e[0m 0.06
29632 cic:/Orsay/ExactRealArithmetic/Addition/addition_correct_subproof0.con
\e[0;32mOK
\e[0m 0.07
29633 cic:/Orsay/ExactRealArithmetic/Addition/addition_correct_subproof1.con
\e[0;32mOK
\e[0m 0.06
29634 cic:/Orsay/ExactRealArithmetic/Addition/addition_correct_subproof2.con
\e[0;32mOK
\e[0m 0.05
29635 cic:/Nijmegen/QArith/sqrt2/mult_lt_subproof.con
\e[0;32mOK
\e[0m 0.39
29636 cic:/Nijmegen/QArith/general_Q/Qpositive_c_equal_subproof0.con
\e[0;32mOK
\e[0m 0.46
29637 cic:/Nijmegen/QArith/general_Q/Qpositive_c_equal_subproof1.con
\e[0;32mOK
\e[0m 3.26
29638 cic:/Nijmegen/QArith/general_Q/Qpositive_c_equal_subproof2.con
\e[0;32mOK
\e[0m 3.37
29639 cic:/Nijmegen/QArith/general_Q/Qpositive_c_equal_subproof4.con
\e[0;32mOK
\e[0m 0.83
29640 cic:/Nijmegen/QArith/general_Q/Qpositive_c_equal_subproof5.con
\e[0;32mOK
\e[0m 2.43
29641 cic:/Nijmegen/QArith/general_Q/Qpositive_c_equal_subproof6.con
\e[0;32mOK
\e[0m 0.57
29642 cic:/Nijmegen/QArith/general_Q/Qpositive_i_c_subproof0.con
\e[0;32mOK
\e[0m 0.09
29643 cic:/Nijmegen/QArith/general_Q/Qpositive_i_c_subproof1.con
\e[0;32mOK
\e[0m 0.10
29644 cic:/Nijmegen/QArith/general_Q/Qpositive_i_c_subproof2.con
\e[0;32mOK
\e[0m 0.13
29645 cic:/Nijmegen/QArith/general_Q/Qpositive_to_Z_nonneg.con
\e[0;32mOK
\e[0m 0.02
29646 cic:/Nijmegen/QArith/general_Q/Z_to_Qplus_POS_NEG_subproof3.con
\e[0;32mOK
\e[0m 0.30
29647 cic:/Nijmegen/QArith/general_Q/Z_to_Qplus_POS_NEG_subproof4.con
\e[0;32mOK
\e[0m 0.08
29648 cic:/Nijmegen/QArith/general_Q/Z_to_Qplus_POS_NEG_subproof5.con
\e[0;32mOK
\e[0m 0.22
29649 cic:/Nijmegen/QArith/general_Q/Z_to_Qplus_POS_NEG_subproof6.con
\e[0;32mOK
\e[0m 0.58
29650 cic:/Nijmegen/QArith/general_Q/le_plus_Sn_1_SSn_subproof.con
\e[0;32mOK
\e[0m 0.13
29651 cic:/Nijmegen/QArith/general_Q/lt_minus_eq_0_subproof.con
\e[0;32mOK
\e[0m 0.75
29652 cic:/Nijmegen/QArith/general_Q/lt_minus_neq_subproof.con
\e[0;32mOK
\e[0m 0.56
29653 cic:/Nijmegen/QArith/general_Q/minus_pred_subproof.con
\e[0;32mOK
\e[0m 27.44
29654 cic:/Nijmegen/QArith/general_Q/what_dL_does_subproof.con
\e[0;32mOK
\e[0m 0.31
29655 cic:/Nijmegen/QArith/Zaux/Z_div_nonneg.con
\e[0;32mOK
\e[0m 0.03
29656 cic:/Nijmegen/QArith/Zaux/Zabs_10.con
\e[0;32mOK
\e[0m 0.03
29657 cic:/Nijmegen/QArith/Zaux/Zabs_11.con
\e[0;32mOK
\e[0m 0.02
29658 cic:/Nijmegen/QArith/Zaux/Zabs_6.con
\e[0;32mOK
\e[0m 0.03
29659 cic:/Nijmegen/QArith/Zaux/Zabs_7.con
\e[0;32mOK
\e[0m 0.02
29660 cic:/Nijmegen/QArith/Zaux/Zabs_plus.con
\e[0;32mOK
\e[0m 0.40
29661 cic:/Nijmegen/QArith/Zaux/Zind_wf2.con
\e[0;32mOK
\e[0m 0.02
29662 cic:/Nijmegen/QArith/Zaux/Zind_wf_double.con
\e[0;32mOK
\e[0m 0.04
29663 cic:/Nijmegen/QArith/Zaux/Zrec_wf2.con
\e[0;32mOK
\e[0m 0.02
29664 cic:/Nijmegen/QArith/Zaux/Zrec_wf_double.con
\e[0;32mOK
\e[0m 0.02
29665 cic:/Nijmegen/QArith/Zaux/le_inj_subproof.con
\e[0;32mOK
\e[0m 0.05
29666 cic:/Nijmegen/QArith/Zaux/lt_inj.con
\e[0;32mOK
\e[0m 0.02
29667 cic:/Nijmegen/QArith/Zaux/pred_absolu_subproof0.con
\e[0;32mOK
\e[0m 0.11
29668 cic:/Nijmegen/QArith/Qquadratic_sign_properties/Qquadratic_sign_neg_1.con
\e[0;32mOK
\e[0m 10.72
29669 cic:/Nijmegen/QArith/Qquadratic_sign_properties/Qquadratic_sign_neg_2.con
\e[0;32mOK
\e[0m 18.63
29670 cic:/Nijmegen/QArith/Qquadratic_sign_properties/Qquadratic_sign_pos_1.con
\e[0;32mOK
\e[0m 8.21
29671 cic:/Nijmegen/QArith/Qquadratic_sign_properties/Qquadratic_sign_pos_2.con
\e[0;32mOK
\e[0m 18.72
29672 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/q_sign_equal.con
\e[0;32mOK
\e[0m 0.02
29673 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_a_equal.con
\e[0;32mOK
\e[0m 0.01
29674 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_b_equal.con
\e[0;32mOK
\e[0m 0.01
29675 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_c_equal.con
\e[0;32mOK
\e[0m 0.01
29676 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_d_equal.con
\e[0;32mOK
\e[0m 0.01
29677 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_e_equal.con
\e[0;32mOK
\e[0m 0.01
29678 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_f_equal.con
\e[0;32mOK
\e[0m 0.01
29679 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_g_equal.con
\e[0;32mOK
\e[0m 0.01
29680 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_h_equal.con
\e[0;32mOK
\e[0m 0.01
29681 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_p1_equal.con
\e[0;32mOK
\e[0m 0.01
29682 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/qnew_p2_equal.con
\e[0;32mOK
\e[0m 0.01
29683 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_Zero_Zero_Zero_always.con
\e[0;32mOK
\e[0m 0.02
29684 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_sg_denom_nonzero_Zero_Zero_always_Zero.con
\e[0;32mOK
\e[0m 0.01
29685 cic:/Nijmegen/QArith/Qpositive_sub/le_minus_left_subproof.con
\e[0;32mOK
\e[0m 0.35
29686 cic:/Nijmegen/QArith/Qpositive_plus_mult/Qpositive_plus_1_subproof.con
\e[0;32mOK
\e[0m 0.12
29687 cic:/Nijmegen/QArith/Qpositive_le/Qpositive_le_to_Qpositive_le'.con
\e[0;32mOK
\e[0m 0.21
29688 cic:/Nijmegen/QArith/Qpositive/Qpositive_c_equiv.con
\e[0;32mOK
\e[0m 1.66
29689 cic:/Nijmegen/QArith/Qpositive/construct_correct3_subproof.con
\e[0;32mOK
\e[0m 1.77
29690 cic:/Nijmegen/QArith/Qpositive/construct_correct3_subproof0.con
\e[0;32mOK
\e[0m 1.90
29691 cic:/Nijmegen/QArith/Qpositive/construct_correct3_subproof1.con
\e[0;32mOK
\e[0m 0.65
29692 cic:/Nijmegen/QArith/Qpositive/construct_correct3_subproof2.con
\e[0;32mOK
\e[0m 0.73
29693 cic:/Nijmegen/QArith/Qpositive/construct_correct_subproof.con
\e[0;32mOK
\e[0m 0.58
29694 cic:/Nijmegen/QArith/Qpositive/construct_correct_subproof0.con
\e[0;32mOK
\e[0m 0.66
29695 cic:/Nijmegen/QArith/Qhomographic_sign/sg_sign_dec.con
\e[0;32mOK
\e[0m 0.03
29696 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z_pos_lt_is_wf.con
\e[0;32mOK
\e[0m 0.03
29697 cic:/Lyon/IEEE754/Diadic/ZROUND_inf_spec.con
\e[0;32mOK
\e[0m 0.04
29698 cic:/Lyon/IEEE754/Diadic/ZROUND_sup_spec.con
\e[0;32mOK
\e[0m 0.09
29699 cic:/Lyon/GRAPHS-BASICS/Paths/Path_consx_degree_one.con
\e[0;31mFAIL
\e[0m
29700 cic:/Lyon/GRAPHS-BASICS/Paths/Path_degree_two.con
\e[0;31mFAIL
\e[0m
29701 cic:/Lyon/GRAPHS-BASICS/Acyclic/one_le_one.con
\e[0;32mOK
\e[0m 0.05
29702 cic:/Lyon/FIRING-SQUAD/final/sommet_1.con
\e[0;31mFAIL
\e[0m
29703 cic:/Eindhoven/POCKLINGTON/prime/primezprime.con
\e[0;32mOK
\e[0m 0.04
29704 cic:/Eindhoven/POCKLINGTON/prime/zprimeprime.con
\e[0;32mOK
\e[0m 0.03
29705 cic:/Eindhoven/POCKLINGTON/natZ/abs_minus_pos.con
\e[0;32mOK
\e[0m 0.04
29706 cic:/Eindhoven/POCKLINGTON/natZ/abs_neq_lt.con
\e[0;32mOK
\e[0m 0.02
29707 cic:/Eindhoven/POCKLINGTON/modulo/mod_0not1.con
\e[0;32mOK
\e[0m 0.03
29708 cic:/Eindhoven/POCKLINGTON/modulo/mod_repr_non_0.con
\e[0;32mOK
\e[0m 0.02
29709 cic:/Eindhoven/POCKLINGTON/modulo/moddec.con
\e[0;32mOK
\e[0m 0.03
29710 cic:/Eindhoven/POCKLINGTON/modulo/zmod_exp_compat.con
\e[0;32mOK
\e[0m 0.02
29711 cic:/Eindhoven/POCKLINGTON/modulo/zmoda0_exp_compat.con
\e[0;32mOK
\e[0m 0.02
29712 cic:/Eindhoven/POCKLINGTON/gcd/euclid_gcd1.con
\e[0;32mOK
\e[0m 0.05
29713 cic:/Eindhoven/POCKLINGTON/gcd/zlincombmodlincombmod.con
\e[0;32mOK
\e[0m 0.03
29714 cic:/Eindhoven/POCKLINGTON/fermat/until_mod_all.con
\e[0;32mOK
\e[0m 0.05
29715 cic:/Eindhoven/POCKLINGTON/fermat/until_nodoubles1.con
\e[0;32mOK
\e[0m 0.03
29716 cic:/Eindhoven/POCKLINGTON/divides/zdivdec.con
\e[0;32mOK
\e[0m 0.03
29717 cic:/Coq/romega/ReflOmegaCore/do_normalize_list_valid.con
\e[0;32mOK
\e[0m 0.03
29718 cic:/Coq/romega/ReflOmegaCore/normalize_hyps_valid.con
\e[0;32mOK
\e[0m 0.04
29719 cic:/Coq/romega/ReflOmegaCore/omega_valid.con
\e[0;32mOK
\e[0m 0.06
29720 cic:/Coq/fourier/Fourier_util/Rle_mult_inv_pos.con
\e[0;32mOK
\e[0m 0.07
29721 cic:/Coq/fourier/Fourier_util/Rle_zero_pos_plus1.con
\e[0;32mOK
\e[0m 0.03
29722 cic:/Coq/ZArith/Zsqrt/Zsqrt_plain.con
\e[0;32mOK
\e[0m 0.03
29723 cic:/Coq/ZArith/Zpower/two_p_pred.con
\e[0;32mOK
\e[0m 0.10
29724 cic:/Coq/ZArith/Zorder/Zlt_square_simpl.con
\e[0;32mOK
\e[0m 0.03
29725 cic:/Coq/ZArith/Znumtheory/Zgcd_pos.con
\e[0;32mOK
\e[0m 0.06
29726 cic:/Coq/ZArith/Znumtheory/Zis_gcd_uniqueness_apart_sign.con
\e[0;32mOK
\e[0m 0.03
29727 cic:/Coq/ZArith/Znumtheory/prime_divisors.con
\e[0;32mOK
\e[0m 1.11
29728 cic:/Coq/ZArith/Zlogarithm/log_inf_correct.con
\e[0;32mOK
\e[0m 0.37
29729 cic:/Coq/ZArith/Zdiv/Z_div_exact_1.con
\e[0;32mOK
\e[0m 0.06
29730 cic:/Coq/ZArith/Zdiv/Z_div_exact_2.con
\e[0;32mOK
\e[0m 0.09
29731 cic:/Coq/ZArith/Zdiv/Z_div_lt.con
\e[0;32mOK
\e[0m 0.18
29732 cic:/Coq/ZArith/Zdiv/Z_div_mod_eq.con
\e[0;32mOK
\e[0m 0.03
29733 cic:/Coq/ZArith/Zdiv/Z_mod_lt.con
\e[0;32mOK
\e[0m 0.02
29734 cic:/Coq/ZArith/Zdiv/Zdiv_eucl_exist.con
\e[0;32mOK
\e[0m 0.02
29735 cic:/Coq/Reals/SeqProp/cauchy_min.con
\e[0;32mOK
\e[0m 0.03
29736 cic:/Coq/Reals/SeqProp/cv_cvabs.con
\e[0;32mOK
\e[0m 1.77
29737 cic:/Coq/Reals/Rtopology/closed_set_P1.con
\e[0;32mOK
\e[0m 0.04
29738 cic:/Coq/Reals/Rprod/INR_fact_lt_0.con
\e[0;32mOK
\e[0m 0.02
29739 cic:/Coq/Reals/Rpower/limit1_ext.con
\e[0;32mOK
\e[0m 0.04
29740 cic:/Coq/Reals/Rpower/limit1_imp.con
\e[0;32mOK
\e[0m 0.04
29741 cic:/Coq/Reals/Rlimit/Rlt_eps2_eps_subproof.con
\e[0;32mOK
\e[0m 0.04
29742 cic:/Coq/Reals/Rlimit/Rlt_eps2_eps_subproof0.con
\e[0;32mOK
\e[0m 0.04
29743 cic:/Coq/Reals/Rlimit/Rlt_eps4_eps_subproof.con
\e[0;32mOK
\e[0m 0.04
29744 cic:/Coq/Reals/Rlimit/Rlt_eps4_eps_subproof0.con
\e[0;32mOK
\e[0m 0.04
29745 cic:/Coq/Reals/Rlimit/Rlt_eps4_eps_subproof1.con
\e[0;32mOK
\e[0m 0.05
29746 cic:/Coq/Reals/Rlimit/eps2_Rgt_R0_subproof.con
\e[0;32mOK
\e[0m 0.06
29747 cic:/Coq/Reals/Rlimit/lim_x.con
\e[0;32mOK
\e[0m 0.08
29748 cic:/Coq/Reals/Rlimit/limit_Ropp.con
\e[0;32mOK
\e[0m 0.22
29749 cic:/Coq/Reals/Rlimit/limit_comp.con
\e[0;32mOK
\e[0m 0.12
29750 cic:/Coq/Reals/Rlimit/limit_free.con
\e[0;32mOK
\e[0m 0.08
29751 cic:/Coq/Reals/Rlimit/mul_factor_gt_f.con
\e[0;32mOK
\e[0m 0.02
29752 cic:/Coq/Reals/Rlimit/single_limit.con
\e[0;32mOK
\e[0m 0.22
29753 cic:/Coq/Reals/Rlimit/tech_limit.con
\e[0;32mOK
\e[0m 0.06
29754 cic:/Coq/Reals/RiemannInt/RiemannInt_P16.con
\e[0;32mOK
\e[0m 6.53
29755 cic:/Coq/Reals/Rfunctions/Rlt_pow.con
\e[0;32mOK
\e[0m 0.03
29756 cic:/Coq/Reals/Rfunctions/poly.con
\e[0;32mOK
\e[0m 0.10
29757 cic:/Coq/Reals/Rfunctions/powerRZ_le.con
\e[0;32mOK
\e[0m 0.01
29758 cic:/Coq/Reals/Rderiv/D_in.con
\e[0;32mOK
\e[0m 0.02
29759 cic:/Coq/Reals/Rderiv/cont_deriv_subproof.con
\e[0;32mOK
\e[0m 0.04
29760 cic:/Coq/Reals/Rderiv/cont_deriv_subproof0.con
\e[0;32mOK
\e[0m 0.04
29761 cic:/Coq/Reals/Rderiv/continue_in.con
\e[0;32mOK
\e[0m 0.01
29762 cic:/Coq/Reals/Rbasic_fun/RRle_abs_subproof.con
\e[0;32mOK
\e[0m 0.05
29763 cic:/Coq/Reals/Rbasic_fun/RRle_abs_subproof0.con
\e[0;32mOK
\e[0m 0.03
29764 cic:/Coq/Reals/Ranalysis1/derivable_const.con
\e[0;32mOK
\e[0m 0.02
29765 cic:/Coq/Reals/Ranalysis1/uniqueness_step2.con
\e[0;32mOK
\e[0m 0.18
29766 cic:/Coq/Reals/Ranalysis1/uniqueness_step3.con
\e[0;32mOK
\e[0m 0.19
29767 cic:/Coq/Reals/R_sqr/triangle_rectangle.con
\e[0;32mOK
\e[0m 0.02
29768 cic:/Coq/Reals/RIneq/INR_lt_1.con
\e[0;32mOK
\e[0m 0.02
29769 cic:/Coq/Reals/RIneq/INR_pos.con
\e[0;32mOK
\e[0m 0.01
29770 cic:/Coq/Reals/RIneq/Rmult_le_ge_compat_neg_l.con
\e[0;32mOK
\e[0m 0.02
29771 cic:/Coq/Reals/RIneq/not_nm_INR.con
\e[0;32mOK
\e[0m 0.02
29772 cic:/Coq/Reals/RIneq/pos_INR.con
\e[0;32mOK
\e[0m 0.02
29773 cic:/Coq/Reals/DiscrR/Rlt_R0_R2.con
\e[0;32mOK
\e[0m 0.03
29774 cic:/Coq/Reals/AltSeries/PI_tg_pos.con
\e[0;32mOK
\e[0m 0.05
29775 cic:/Coq/IntMap/Mapfold/MapFold_Merge_disjoint_1.con
\e[0;32mOK
\e[0m 0.12
29776 cic:/Coq/IntMap/Mapfold/MapFold_Put_behind_disjoint.con
\e[0;32mOK
\e[0m 0.02
29777 cic:/Coq/IntMap/Mapcard/MapMerge_Card_disjoint.con
\e[0;32mOK
\e[0m 0.18
29778 cic:/Coq/IntMap/Mapcard/MapSplit_Card.con
\e[0;32mOK
\e[0m 0.02
29779 cic:/Coq/IntMap/Mapcard/MapSubset_card_eq_1.con
\e[0;32mOK
\e[0m 0.12
29780 cic:/Coq/IntMap/Mapcanon/MapMerge_canon.con
\e[0;32mOK
\e[0m 0.04
29781 cic:/CoRN/model/structures/Qsec/Qlt_is_antisymmetric_unfolded.con
\e[0;32mOK
\e[0m 0.02
29782 cic:/CoRN/model/structures/Qsec/Qlt_wd_left.con
\e[0;32mOK
\e[0m 0.04
29783 cic:/CoRN/model/structures/Qsec/Qlt_wd_right.con
\e[0;32mOK
\e[0m 0.03
29784 cic:/CoRN/model/structures/Qsec/ap_Q_cotransitive0.con
\e[0;32mOK
\e[0m 0.02
29785 cic:/CoRN/model/structures/Nsec/k_zero.con
\e[0;32mOK
\e[0m 0.07
29786 cic:/CoRN/model/structures/Nsec/lexi_dec_subproof1.con
\e[0;32mOK
\e[0m 0.04
29787 cic:/CoRN/model/structures/Nsec/lexi_dec_subproof2.con
\e[0;32mOK
\e[0m 0.04
29788 cic:/CoRN/model/structures/Npossec/mult_resp_Npos0.con
\e[0;32mOK
\e[0m 0.24
29789 cic:/CoRN/model/setoids/Nsetoid/ex_3_ary.con
\e[0;32mOK
\e[0m 0.04
29790 cic:/CoRN/model/setoids/Nfinsetoid/Fap_tight.con
\e[0;32mOK
\e[0m 0.04
29791 cic:/CoRN/model/non_examples/Npos_no_monoid/no_rht_unit_Npos.con
\e[0;32mOK
\e[0m 0.31
29792 cic:/CoRN/model/monoids/freem_to_Nm/L_strext_subproof.con
\e[0;32mOK
\e[0m 0.16
29793 cic:/CoRN/model/monoids/Nm_to_cycm/f_strext.con
\e[0;32mOK
\e[0m 0.16
29794 cic:/CoRN/model/groups/Zgroup/Z_as_CGroup.con
\e[0;32mOK
\e[0m 0.03
29795 cic:/CoRN/model/Zmod/ZMod/Zmodeq_mult_compat.con
\e[0;32mOK
\e[0m 0.03
29796 cic:/CoRN/model/Zmod/ZMod/Zmodeq_plus_elim.con
\e[0;32mOK
\e[0m 0.02
29797 cic:/CoRN/model/Zmod/ZMod/Zmodeq_plus_elim_lft.con
\e[0;32mOK
\e[0m 0.02
29798 cic:/CoRN/model/Zmod/ZMod/Zmodeq_plus_elim_rht.con
\e[0;32mOK
\e[0m 0.02
29799 cic:/CoRN/model/Zmod/ZMod/Zmodeq_symm.con
\e[0;32mOK
\e[0m 0.02
29800 cic:/CoRN/model/Zmod/ZDivides/Zdivides_abs_elim_rht.con
\e[0;32mOK
\e[0m 0.03
29801 cic:/CoRN/model/Zmod/ZDivides/Zdivides_antisymm.con
\e[0;32mOK
\e[0m 0.04
29802 cic:/CoRN/model/Zmod/ZDivides/Zdivides_minus_elim.con
\e[0;32mOK
\e[0m 0.03
29803 cic:/CoRN/model/Zmod/ZDivides/Zdivides_opp_elim.con
\e[0;32mOK
\e[0m 0.03
29804 cic:/CoRN/model/Zmod/ZDivides/Zdivides_opp_intro_rht.con
\e[0;32mOK
\e[0m 0.03
29805 cic:/CoRN/model/Zmod/ZDivides/Zdivisor_pos_le.con
\e[0;32mOK
\e[0m 0.03
29806 cic:/CoRN/model/Zmod/ZBasics/Zabs_Zminus_triangle.con
\e[0;32mOK
\e[0m 0.08
29807 cic:/CoRN/model/Zmod/ZBasics/Zmult_pos_mon_lt_rht.con
\e[0;32mOK
\e[0m 0.03
29808 cic:/CoRN/ftc/Integral/partition_join_aux'.con
\e[0;32mOK
\e[0m 0.16
29809 cic:/CoRN/ftc/Integral/partition_join_aux.con
\e[0;32mOK
\e[0m 0.14
29810 cic:/CoRN/ftc/COrdLemmas/om_fun_lt_subproof.con
\e[0;32mOK
\e[0m 0.10
29811 cic:/CoRN/fta/KeyLemma/chfun_4.con
\e[0;32mOK
\e[0m 0.17
29812 cic:/CoRN/fta/KeyLemma/lem_1a.con
\e[0;32mOK
\e[0m 0.24
29813 cic:/CoRN/fta/KeyLemma/lem_1b.con
\e[0;32mOK
\e[0m 0.21
29814 cic:/CoRN/fta/KeyLemma/lem_1c.con
\e[0;32mOK
\e[0m 0.07
29815 cic:/CoRN/devel/loeb/per/lst2fun/Fap_tight.con
\e[0;32mOK
\e[0m 0.05
29816 cic:/CoRN/devel/loeb/IDA/Ch6_th17/Th17_partI_subproof.con
\e[0;32mOK
\e[0m 0.11
29817 cic:/CoRN/devel/loeb/IDA/Ch6_th17/Th17/gen.var
\e[0;32mOK
\e[0m 0.02
29818 cic:/CoRN/devel/loeb/IDA/Ch6_inf/cyc_to_nat.con
\e[0;32mOK
\e[0m 0.03
29819 cic:/CoRN/devel/loeb/IDA/Ch6_inf/CTN/gen.var
\e[0;32mOK
\e[0m 0.02
29820 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_as_CSetoid.con
\e[0;32mOK
\e[0m 0.03
29821 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char10_subproof2.con
\e[0;32mOK
\e[0m 0.14
29822 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char11_subproof.con
\e[0;32mOK
\e[0m 0.20
29823 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char12_subproof.con
\e[0;32mOK
\e[0m 0.15
29824 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char12_subproof0.con
\e[0;32mOK
\e[0m 0.22
29825 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char12_subproof1.con
\e[0;32mOK
\e[0m 0.13
29826 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char12_subproof2.con
\e[0;32mOK
\e[0m 0.19
29827 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char1_subproof4.con
\e[0;32mOK
\e[0m 0.14
29828 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof.con
\e[0;32mOK
\e[0m 0.11
29829 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof0.con
\e[0;32mOK
\e[0m 0.11
29830 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof1.con
\e[0;32mOK
\e[0m 0.12
29831 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof15.con
\e[0;32mOK
\e[0m 0.13
29832 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof2.con
\e[0;32mOK
\e[0m 0.12
29833 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof3.con
\e[0;32mOK
\e[0m 0.11
29834 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof4.con
\e[0;32mOK
\e[0m 0.11
29835 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof5.con
\e[0;32mOK
\e[0m 0.13
29836 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof6.con
\e[0;32mOK
\e[0m 0.12
29837 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3_subproof10.con
\e[0;32mOK
\e[0m 0.11
29838 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3_subproof11.con
\e[0;32mOK
\e[0m 0.10
29839 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3_subproof12.con
\e[0;32mOK
\e[0m 0.12
29840 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3_subproof13.con
\e[0;32mOK
\e[0m 0.12
29841 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3_subproof14.con
\e[0;32mOK
\e[0m 0.13
29842 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3_subproof6.con
\e[0;32mOK
\e[0m 0.10
29843 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3_subproof7.con
\e[0;32mOK
\e[0m 0.11
29844 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3_subproof8.con
\e[0;32mOK
\e[0m 0.11
29845 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3_subproof9.con
\e[0;32mOK
\e[0m 0.12
29846 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4_subproof.con
\e[0;32mOK
\e[0m 0.11
29847 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4_subproof0.con
\e[0;32mOK
\e[0m 0.10
29848 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4_subproof1.con
\e[0;32mOK
\e[0m 0.12
29849 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4_subproof14.con
\e[0;32mOK
\e[0m 0.13
29850 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4_subproof2.con
\e[0;32mOK
\e[0m 0.11
29851 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4_subproof3.con
\e[0;32mOK
\e[0m 0.11
29852 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4_subproof4.con
\e[0;32mOK
\e[0m 0.10
29853 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4_subproof5.con
\e[0;32mOK
\e[0m 0.12
29854 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4_subproof6.con
\e[0;32mOK
\e[0m 0.11
29855 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char5_subproof4.con
\e[0;32mOK
\e[0m 0.12
29856 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char6_subproof6.con
\e[0;32mOK
\e[0m 0.12
29857 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char7_subproof2.con
\e[0;32mOK
\e[0m 0.14
29858 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char8_subproof3.con
\e[0;32mOK
\e[0m 0.13
29859 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char9_subproof2.con
\e[0;32mOK
\e[0m 0.15
29860 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/generator.con
\e[0;32mOK
\e[0m 0.02
29861 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/generator_imp_cyclic.con
\e[0;32mOK
\e[0m 0.02
29862 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/k_zero.con
\e[0;32mOK
\e[0m 0.06
29863 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/lexi_dec_subproof1.con
\e[0;32mOK
\e[0m 0.03
29864 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/lexi_dec_subproof2.con
\e[0;32mOK
\e[0m 0.03
29865 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/lt_lt_minus_subproof.con
\e[0;32mOK
\e[0m 0.13
29866 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/minus3_subproof0.con
\e[0;32mOK
\e[0m 0.09
29867 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/minus3_subproof1.con
\e[0;32mOK
\e[0m 0.27
29868 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/minus4_subproof0.con
\e[0;32mOK
\e[0m 0.10
29869 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/minus4_subproof1.con
\e[0;32mOK
\e[0m 0.37
29870 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/power_k_subproof.con
\e[0;32mOK
\e[0m 0.76
29871 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/surj_le_subproof.con
\e[0;32mOK
\e[0m 0.04
29872 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/surj_lt_subproof.con
\e[0;32mOK
\e[0m 0.05
29873 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_subproof0.con
\e[0;32mOK
\e[0m 0.19
29874 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/weakly_inj1_subproof.con
\e[0;32mOK
\e[0m 0.16
29875 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/weakly_inj1_subproof0.con
\e[0;32mOK
\e[0m 0.16
29876 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/ZP/H6.var
\e[0;32mOK
\e[0m 0.02
29877 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/ZP/gen.var
\e[0;32mOK
\e[0m 0.01
29878 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/MP/H6.var
\e[0;32mOK
\e[0m 0.02
29879 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/MP/gen.var
\e[0;32mOK
\e[0m 0.01
29880 cic:/CoRN/devel/loeb/IDA/Ch6_bi/inj_surj/gen.var
\e[0;32mOK
\e[0m 0.02
29881 cic:/CoRN/devel/loeb/IDA/Ch6/Dbrack_unit.con
\e[0;32mOK
\e[0m 0.03
29882 cic:/CoRN/devel/loeb/IDA/Ch6/L_strext_subproof.con
\e[0;32mOK
\e[0m 0.14
29883 cic:/CoRN/devel/loeb/IDA/Ch6/automorphism.con
\e[0;32mOK
\e[0m 0.01
29884 cic:/CoRN/devel/loeb/IDA/Ch6/ex_3_ary.con
\e[0;32mOK
\e[0m 0.03
29885 cic:/CoRN/devel/loeb/IDA/Ch6/f_strext.con
\e[0;32mOK
\e[0m 0.13
29886 cic:/CoRN/devel/loeb/IDA/Ch6/isomorphic.con
\e[0;32mOK
\e[0m 0.02
29887 cic:/CoRN/devel/loeb/IDA/Ch6/Th14/isof.var
\e[0;32mOK
\e[0m 0.01
29888 cic:/CoRN/algebra/CMonoids/Dbrack_unit.con
\e[0;32mOK
\e[0m 0.03
29889 cic:/CoRN/algebra/CMonoids/automorphism.con
\e[0;32mOK
\e[0m 0.02
29890 cic:/CoRN/algebra/CMonoids/cm_lft_unit_unfolded.con
\e[0;32mOK
\e[0m 0.01
29891 cic:/CoRN/algebra/CMonoids/cm_rht_unit_unfolded.con
\e[0;32mOK
\e[0m 0.02
29892 cic:/CoRN/algebra/CMonoids/generator_imp_cyclic.con
\e[0;32mOK
\e[0m 0.02
29893 cic:/CoRN/algebra/CMonoids/isomorphic.con
\e[0;32mOK
\e[0m 0.02
29894 cic:/CoRN/algebra/CMonoids/power_k_subproof.con
\e[0;32mOK
\e[0m 0.72
29895 cic:/CoRN/algebra/CMonoids/weakly_inj1_subproof.con
\e[0;32mOK
\e[0m 0.15
29896 cic:/CoRN/algebra/CMonoids/weakly_inj1_subproof0.con
\e[0;32mOK
\e[0m 0.14
29897 cic:/CoRN/algebra/CMonoids/Th14/isof.var
\e[0;32mOK
\e[0m 0.01
29898 cic:/CoRN/algebra/CMonoidCyc/C_as_CSetoid.con
\e[0;32mOK
\e[0m 0.02
29899 cic:/CoRN/algebra/CMonoidCyc/Char10_subproof2.con
\e[0;32mOK
\e[0m 0.12
29900 cic:/CoRN/algebra/CMonoidCyc/Char11_subproof.con
\e[0;32mOK
\e[0m 0.16
29901 cic:/CoRN/algebra/CMonoidCyc/Char12_subproof.con
\e[0;32mOK
\e[0m 0.13
29902 cic:/CoRN/algebra/CMonoidCyc/Char12_subproof0.con
\e[0;32mOK
\e[0m 0.22
29903 cic:/CoRN/algebra/CMonoidCyc/Char12_subproof1.con
\e[0;32mOK
\e[0m 0.13
29904 cic:/CoRN/algebra/CMonoidCyc/Char12_subproof2.con
\e[0;32mOK
\e[0m 0.18
29905 cic:/CoRN/algebra/CMonoidCyc/Char1_subproof4.con
\e[0;32mOK
\e[0m 0.12
29906 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof.con
\e[0;32mOK
\e[0m 0.10
29907 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof0.con
\e[0;32mOK
\e[0m 0.10
29908 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof1.con
\e[0;32mOK
\e[0m 0.10
29909 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof15.con
\e[0;32mOK
\e[0m 0.11
29910 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof2.con
\e[0;32mOK
\e[0m 0.11
29911 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof3.con
\e[0;32mOK
\e[0m 0.11
29912 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof4.con
\e[0;32mOK
\e[0m 0.11
29913 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof5.con
\e[0;32mOK
\e[0m 0.11
29914 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof6.con
\e[0;32mOK
\e[0m 0.12
29915 cic:/CoRN/algebra/CMonoidCyc/Char3_subproof10.con
\e[0;32mOK
\e[0m 0.11
29916 cic:/CoRN/algebra/CMonoidCyc/Char3_subproof11.con
\e[0;32mOK
\e[0m 0.10
29917 cic:/CoRN/algebra/CMonoidCyc/Char3_subproof12.con
\e[0;32mOK
\e[0m 0.12
29918 cic:/CoRN/algebra/CMonoidCyc/Char3_subproof13.con
\e[0;32mOK
\e[0m 0.11
29919 cic:/CoRN/algebra/CMonoidCyc/Char3_subproof14.con
\e[0;32mOK
\e[0m 0.14
29920 cic:/CoRN/algebra/CMonoidCyc/Char3_subproof6.con
\e[0;32mOK
\e[0m 0.11
29921 cic:/CoRN/algebra/CMonoidCyc/Char3_subproof7.con
\e[0;32mOK
\e[0m 0.10
29922 cic:/CoRN/algebra/CMonoidCyc/Char3_subproof8.con
\e[0;32mOK
\e[0m 0.11
29923 cic:/CoRN/algebra/CMonoidCyc/Char3_subproof9.con
\e[0;32mOK
\e[0m 0.12
29924 cic:/CoRN/algebra/CMonoidCyc/Char4_subproof.con
\e[0;32mOK
\e[0m 0.11
29925 cic:/CoRN/algebra/CMonoidCyc/Char4_subproof0.con
\e[0;32mOK
\e[0m 0.10
29926 cic:/CoRN/algebra/CMonoidCyc/Char4_subproof1.con
\e[0;32mOK
\e[0m 0.12
29927 cic:/CoRN/algebra/CMonoidCyc/Char4_subproof14.con
\e[0;32mOK
\e[0m 0.13
29928 cic:/CoRN/algebra/CMonoidCyc/Char4_subproof2.con
\e[0;32mOK
\e[0m 0.16
29929 cic:/CoRN/algebra/CMonoidCyc/Char4_subproof3.con
\e[0;32mOK
\e[0m 0.13
29930 cic:/CoRN/algebra/CMonoidCyc/Char4_subproof4.con
\e[0;32mOK
\e[0m 0.12
29931 cic:/CoRN/algebra/CMonoidCyc/Char4_subproof5.con
\e[0;32mOK
\e[0m 0.12
29932 cic:/CoRN/algebra/CMonoidCyc/Char4_subproof6.con
\e[0;32mOK
\e[0m 0.12
29933 cic:/CoRN/algebra/CMonoidCyc/Char5_subproof4.con
\e[0;32mOK
\e[0m 0.13
29934 cic:/CoRN/algebra/CMonoidCyc/Char6_subproof6.con
\e[0;32mOK
\e[0m 0.14
29935 cic:/CoRN/algebra/CMonoidCyc/Char7_subproof2.con
\e[0;32mOK
\e[0m 0.14
29936 cic:/CoRN/algebra/CMonoidCyc/Char8_subproof3.con
\e[0;32mOK
\e[0m 0.15
29937 cic:/CoRN/algebra/CMonoidCyc/Char9_subproof2.con
\e[0;32mOK
\e[0m 0.14
29938 cic:/CoRN/algebra/CMonoidCyc/Th17_partI_subproof.con
\e[0;32mOK
\e[0m 0.11
29939 cic:/CoRN/algebra/CMonoidCyc/cyc_to_nat.con
\e[0;32mOK
\e[0m 0.03
29940 cic:/CoRN/algebra/CMonoidCyc/to_C_subproof0.con
\e[0;32mOK
\e[0m 0.21
29941 cic:/CoRN/algebra/CMonoidCyc/inj_surj/gen.var
\e[0;32mOK
\e[0m 0.02
29942 cic:/CoRN/algebra/CMonoidCyc/ZP/H6.var
\e[0;32mOK
\e[0m 0.02
29943 cic:/CoRN/algebra/CMonoidCyc/ZP/gen.var
\e[0;32mOK
\e[0m 0.01
29944 cic:/CoRN/algebra/CMonoidCyc/Th17/gen.var
\e[0;32mOK
\e[0m 0.02
29945 cic:/CoRN/algebra/CMonoidCyc/MP/H6.var
\e[0;32mOK
\e[0m 0.02
29946 cic:/CoRN/algebra/CMonoidCyc/MP/gen.var
\e[0;32mOK
\e[0m 0.01
29947 cic:/CoRN/algebra/CMonoidCyc/CTN/gen.var
\e[0;32mOK
\e[0m 0.02
29948 cic:/CoRN/algebra/CLogic/kseq_prop.con
\e[0;32mOK
\e[0m 0.77
29949 cic:/CoRN/algebra/CLogic/le_2.con
\e[0;32mOK
\e[0m 0.13
29950 cic:/CoRN/algebra/CLogic/lt_10.con
\e[0;32mOK
\e[0m 1.14
29951 cic:/CoRN/algebra/CLogic/plus_pred_pred_plus.con
\e[0;32mOK
\e[0m 0.95
29952 cic:/CoRN/algebra/CGroups/CGroup_rect.con
\e[0;32mOK
\e[0m 0.04
29953 cic:/CoRN/algebra/CGroups/cg_crr.con
\e[0;32mOK
\e[0m 0.02
29954 cic:/CoRN/algebra/CGroups/cgroups_apartness/G.var
\e[0;32mOK
\e[0m 0.02
29955 cic:/CoRN/algebra/CGroups/CGroup_basics/G.var
\e[0;32mOK
\e[0m 0.02
29956 cic:/CoRN/algebra/CGroups/CGroup_axioms/G.var
\e[0;32mOK
\e[0m 0.02
29957 cic:/CoRN/algebra/CGroups/CGroup_Ops/G.var
\e[0;32mOK
\e[0m 0.02
29958 cic:/CoRN/algebra/CGroups/Assoc_properties/G.var
\e[0;32mOK
\e[0m 0.11
29959 cic:/CoRN/algebra/CAbMonoids/CAbMonoid_ind.con
\e[0;32mOK
\e[0m 0.10
29960 cic:/CoRN/algebra/CAbMonoids/CAbMonoid_rec.con
\e[0;32mOK
\e[0m 0.02
29961 cic:/CoRN/algebra/CAbMonoids/cam_proof.con
\e[0;32mOK
\e[0m 0.04
29962 cic:/CoRN/algebra/CAbMonoids/Abelian_Monoids/SubCAbMonoids/P.var
\e[0;32mOK
\e[0m 0.02
29963 cic:/CoRN/algebra/CAbGroups/Build_CGroup'.con
\e[0;32mOK
\e[0m 0.05
29964 cic:/CoRN/algebra/Basics/lt_lt_minus_subproof.con
\e[0;32mOK
\e[0m 0.15
29965 cic:/CoRN/algebra/Basics/minus3_subproof0.con
\e[0;32mOK
\e[0m 0.24
29966 cic:/CoRN/algebra/Basics/minus3_subproof1.con
\e[0;32mOK
\e[0m 0.29
29967 cic:/CoRN/algebra/Basics/minus4_subproof0.con
\e[0;32mOK
\e[0m 0.14
29968 cic:/CoRN/algebra/Basics/minus4_subproof1.con
\e[0;32mOK
\e[0m 0.38
29969 cic:/CoRN/algebra/Basics/surj_le_subproof.con
\e[0;32mOK
\e[0m 0.04
29970 cic:/CoRN/algebra/Basics/surj_lt_subproof.con
\e[0;32mOK
\e[0m 0.05
29971 cic:/Cachan/SMC/op/BDDvar_make_list_OK.con
\e[0;32mOK
\e[0m 0.03
29972 cic:/Cachan/SMC/mu/Evar_env''LSU_finite.con
\e[0;32mOK
\e[0m 0.03
29973 cic:/Cachan/SMC/mu/card_Evar_env''LSU_lemma.con
\e[0;32mOK
\e[0m 0.02
29974 cic:/Cachan/SMC/mu/var_env''cardinal_one.con
\e[0;32mOK
\e[0m 0.03
29975 cic:/Cachan/SMC/make/BDDmake_bool_fun.con
\e[0;32mOK
\e[0m 0.86
29976 cic:/Cachan/SMC/make/BDDmake_node_OK.con
\e[0;32mOK
\e[0m 0.38
29977 cic:/Cachan/SMC/gc/new_bs_lemma_1.con
\e[0;32mOK
\e[0m 0.09
29978 cic:/Cachan/SMC/gc/new_bs_lemma_2.con
\e[0;32mOK
\e[0m 0.05
29979 cic:/Cachan/SMC/alloc/BDDalloc_keeps_neg_memo_OK.con
\e[0;32mOK
\e[0m 0.05
29980 cic:/Cachan/SMC/alloc/BDDalloc_keeps_or_memo_OK.con
\e[0;32mOK
\e[0m 0.05
29981 cic:/Cachan/SMC/alloc/BDDalloc_keeps_univ_memo_OK.con
\e[0;32mOK
\e[0m 0.05
29982 cic:/Suresnes/BDD/rauzy/algorithmes_2_et_3/Primes/Existence_BDT2.con
\e[0;32mOK
\e[0m 0.10
29983 cic:/Sophia-Antipolis/geometry/parallelisme_concours/barycentre_concours.con
\e[0;32mOK
\e[0m 0.04
29984 cic:/Sophia-Antipolis/geometry/Rutile/lR20.con
\e[0;32mOK
\e[0m 0.03
29985 cic:/Sophia-Antipolis/geometry/Plans_paralleles/plans_paralleles_vecteurs.con
\e[0;32mOK
\e[0m 0.06
29986 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/paralleles_plan_droite_non_secants.con
\e[0;32mOK
\e[0m 0.06
29987 cic:/Sophia-Antipolis/geometry/Droite_espace/droites_non_paralleles.con
\e[0;32mOK
\e[0m 0.45
29988 cic:/Sophia-Antipolis/Rsa/Fermat/Fermat1.con
\e[0;32mOK
\e[0m 0.10
29989 cic:/Sophia-Antipolis/RecursiveDefinition/data5/fact.con
\e[0;32mOK
\e[0m 0.03
29990 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_th1_Out.con
\e[0;31mFAIL
\e[0m
29991 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Doubleton_th4_a.con
\e[0;31mFAIL
\e[0m
29992 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Doubleton_th4_b.con
\e[0;31mFAIL
\e[0m
29993 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EV_th1.con
\e[0;31mFAIL
\e[0m
29994 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_th1_Out.con
\e[0;31mFAIL
\e[0m
29995 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_th1.con
\e[0;31mFAIL
\e[0m
29996 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/inverse_EV_th1.con
\e[0;31mFAIL
\e[0m
29997 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/powerplus2_Out.con
\e[0;31mFAIL
\e[0m
29998 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step/sublemma3.var
\e[0;31mFAIL
\e[0m
29999 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/inv_eval_in_domain_proof/step0.var
\e[0;31mFAIL
\e[0m
30000 cic:/Sophia-Antipolis/Float/Zdivides/ZdividesZquotient.con
\e[0;32mOK
\e[0m 0.14
30001 cic:/Sophia-Antipolis/Float/Zdivides/Zquotient1.con
\e[0;32mOK
\e[0m 0.07
30002 cic:/Sophia-Antipolis/Float/Zdivides/ZquotientPos.con
\e[0;32mOK
\e[0m 0.10
30003 cic:/Sophia-Antipolis/Float/Zdivides/ZquotientUnique.con
\e[0;32mOK
\e[0m 0.46
30004 cic:/Sophia-Antipolis/Float/Fodd/FevenSucProp.con
\e[0;32mOK
\e[0m 0.16
30005 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicBound.con
\e[0;32mOK
\e[0m 0.03
30006 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicFabs.con
\e[0;32mOK
\e[0m 0.02
30007 cic:/Sophia-Antipolis/Float/Fnorm/PosNormMin.con
\e[0;32mOK
\e[0m 0.03
30008 cic:/Sophia-Antipolis/Float/Fnorm/nNormPos.con
\e[0;32mOK
\e[0m 0.02
30009 cic:/Sophia-Antipolis/Float/Fmin/mBPadic_Fbounded.con
\e[0;32mOK
\e[0m 0.14
30010 cic:/Sophia-Antipolis/Float/Faux/INR_inv.con
\e[0;32mOK
\e[0m 0.04
30011 cic:/Sophia-Antipolis/Float/Faux/Rabsolu_Zabs.con
\e[0;32mOK
\e[0m 0.18
30012 cic:/Sophia-Antipolis/Float/Faux/RlIt2.con
\e[0;32mOK
\e[0m 0.01
30013 cic:/Sophia-Antipolis/Float/Faux/Rlt_INR1.con
\e[0;32mOK
\e[0m 0.01
30014 cic:/Sophia-Antipolis/Float/Faux/inject_nat_eq.con
\e[0;32mOK
\e[0m 0.01
30015 cic:/Sophia-Antipolis/Float/Faux/lt_Zlt_inv.con
\e[0;32mOK
\e[0m 0.01
30016 cic:/Sophia-Antipolis/Float/FSucc/FSuccSimpl2.con
\e[0;32mOK
\e[0m 0.05
30017 cic:/Sophia-Antipolis/Float/FSucc/FSuccSimpl3.con
\e[0;32mOK
\e[0m 0.06
30018 cic:/Sophia-Antipolis/Float/Digit/Zpower_nat_monotone_S.con
\e[0;32mOK
\e[0m 0.03
30019 cic:/Sophia-Antipolis/Float/Digit/pos_length_pow.con
\e[0;32mOK
\e[0m 0.06
30020 cic:/Sophia-Antipolis/Float/ClosestProp/ClosestM1.con
\e[0;32mOK
\e[0m 0.07
30021 cic:/Sophia-Antipolis/Buchberger/Pspoly/eqTerm_spolyf_red3.con
\e[0;31mFAIL
\e[0m
30022 cic:/Sophia-Antipolis/Buchberger/Pspminus/spminusf_minusTerm.con
\e[0;31mFAIL
\e[0m
30023 cic:/Sophia-Antipolis/Buchberger/Pspminus/spminusf_minusTerm_l.con
\e[0;31mFAIL
\e[0m
30024 cic:/Sophia-Antipolis/Buchberger/Pspminus/spminusf_minusTerm_r.con
\e[0;31mFAIL
\e[0m
30025 cic:/Sophia-Antipolis/Buchberger/Pspminus/spminusf_minuspf.con
\e[0;31mFAIL
\e[0m
30026 cic:/Sophia-Antipolis/Buchberger/Pspminus/spminusf_plusTerm_l.con
\e[0;31mFAIL
\e[0m
30027 cic:/Sophia-Antipolis/Buchberger/Pspminus/spminusf_plusTerm_r.con
\e[0;31mFAIL
\e[0m
30028 cic:/Sophia-Antipolis/Buchberger/Preduce/canonical_reduce.con
\e[0;32mOK
\e[0m 0.10
30029 cic:/Sophia-Antipolis/Buchberger/Pmult/multpf_com.con
\e[0;31mFAIL
\e[0m
30030 cic:/Sophia-Antipolis/Buchberger/Pcrit/sp_Rminus.con
\e[0;31mFAIL
\e[0m
30031 cic:/Sophia-Antipolis/Buchberger/Pcomb/CombLinear_compo.con
\e[0;31mFAIL
\e[0m
30032 cic:/Sophia-Antipolis/Buchberger/Pcomb/CombLinear_incl.con
\e[0;31mFAIL
\e[0m
30033 cic:/Sophia-Antipolis/Buchberger/Pcomb/CombLinear_minuspf.con
\e[0;31mFAIL
\e[0m
30034 cic:/Sophia-Antipolis/Buchberger/Pcomb/CombLinear_trans_cons_lem.con
\e[0;31mFAIL
\e[0m
30035 cic:/Sophia-Antipolis/Buchberger/BuchRed/divp_reduce1.con
\e[0;32mOK
\e[0m 0.66
30036 cic:/Sophia-Antipolis/Buchberger/BuchAux/CombLinear_trans1.con
\e[0;31mFAIL
\e[0m
30037 cic:/Sophia-Antipolis/Buchberger/Buch/genPcP_ind.con
\e[0;32mOK
\e[0m 4.78
30038 cic:/Sophia-Antipolis/Buchberger/Buch/genPcPf0.con
\e[0;32mOK
\e[0m 0.19
30039 cic:/Sophia-Antipolis/Buchberger/Buch/redIn_ind.con
\e[0;31mFAIL
\e[0m
30040 cic:/Sophia-Antipolis/Buchberger/Buch/reds_ind.con
\e[0;31mFAIL
\e[0m
30041 cic:/Sophia-Antipolis/Bertrand/Raux/Rle_pow.con
\e[0;32mOK
\e[0m 0.03
30042 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/prod_power_div_mult.con
\e[0;32mOK
\e[0m 539.46
30043 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/prod_prime_le.con
\e[0;32mOK
\e[0m 0.05
30044 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/prod_prime_lt.con
\e[0;31mSKIPPED
\e[0m
30045 cic:/Sophia-Antipolis/Bertrand/PowerDiv/power_div_fact_prime_div.con
\e[0;32mOK
\e[0m 0.13
30046 cic:/Sophia-Antipolis/Bertrand/Check128/postulate_correct_128.con cic:/Sophia-Antipolis/Algebra/Tiroirs/tiroirs.con
\e[0;31mFAIL
\e[0m
30047 cic:/Sophia-Antipolis/Algebra/Subcat/subcat_Hom_comp.con
\e[0;31mFAIL
\e[0m
30048 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_on.ind
\e[0;31mFAIL
\e[0m
30049 cic:/Sophia-Antipolis/Algebra/Monoid_util/fassoc.con
\e[0;31mFAIL
\e[0m
30050 cic:/Sophia-Antipolis/Algebra/Monoid_cat/unit_l.con
\e[0;31mFAIL
\e[0m
30051 cic:/Sophia-Antipolis/Algebra/Monoid_cat/unit_r.con
\e[0;31mFAIL
\e[0m
30052 cic:/Sophia-Antipolis/Algebra/Group_util/fassoc.con
\e[0;31mFAIL
\e[0m
30053 cic:/Sophia-Antipolis/Algebra/Group_cat/inverse_l.con
\e[0;31mFAIL
\e[0m
30054 cic:/Sophia-Antipolis/Algebra/Group_cat/inverse_r.con
\e[0;31mFAIL
\e[0m
30055 cic:/Sophia-Antipolis/Algebra/Free_monoid/FM_rect.con
\e[0;31mFAIL
\e[0m
30056 cic:/Sophia-Antipolis/Algebra/Free_monoid/eqFM.ind
\e[0;31mFAIL
\e[0m
30057 cic:/Sophia-Antipolis/Algebra/Free_group/FG_rect.con
\e[0;31mFAIL
\e[0m
30058 cic:/Sophia-Antipolis/Algebra/Free_group/eqFG.ind
\e[0;31mFAIL
\e[0m
30059 cic:/Sophia-Antipolis/Algebra/Free_abelian_monoid/FaM_rect.con
\e[0;31mFAIL
\e[0m
30060 cic:/Sophia-Antipolis/Algebra/Free_abelian_monoid/eqFaM.ind
\e[0;31mFAIL
\e[0m
30061 cic:/Sophia-Antipolis/Algebra/Free_abelian_group/FaG_rect.con
\e[0;31mFAIL
\e[0m
30062 cic:/Sophia-Antipolis/Algebra/Free_abelian_group/eqFaG.ind
\e[0;31mFAIL
\e[0m
30063 cic:/Sophia-Antipolis/Algebra/Fpart2/cardinal_union_inter.con
\e[0;31mFAIL
\e[0m
30064 cic:/Sophia-Antipolis/Algebra/Fmap/cardinal_image_strict_lesser.con
\e[0;31mFAIL
\e[0m
30065 cic:/Sophia-Antipolis/Algebra/Categories2/Cdistrib_prf.con
\e[0;31mFAIL
\e[0m
30066 cic:/Sophia-Antipolis/Algebra/Categories2/Cim_of_id_prf.con
\e[0;31mFAIL
\e[0m
30067 cic:/Sophia-Antipolis/Algebra/Categories2/distrib_prf.con
\e[0;31mFAIL
\e[0m
30068 cic:/Sophia-Antipolis/Algebra/Categories2/im_of_id_prf.con
\e[0;31mFAIL
\e[0m
30069 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Bernstein/PXeq.var
\e[0;31mFAIL
\e[0m
30070 cic:/Rocq/TreeAutomata/union/union_std.con
\e[0;32mOK
\e[0m 0.23
30071 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_semantics.con
\e[0;31mFAIL
\e[0m
30072 cic:/Rocq/TreeAutomata/non_coacc_kill/rec_nonco_kill.con
\e[0;31mFAIL
\e[0m
30073 cic:/Rocq/LAMBDA/Cube/cube.con
\e[0;32mOK
\e[0m 0.29
30074 cic:/Rocq/LAMBDA/Cube/prism.con
\e[0;32mOK
\e[0m 0.24
30075 cic:/Rocq/HIGMAN/Higman/higman.con
\e[0;31mFAIL
\e[0m
30076 cic:/Rocq/COC/Types/inv_typ_conv_kind.con
\e[0;32mOK
\e[0m 0.43
30077 cic:/Rocq/COC/Types/type_case.con
\e[0;32mOK
\e[0m 0.27
30078 cic:/Rocq/COC/Infer/red_to_prod.con
\e[0;32mOK
\e[0m 0.47
30079 cic:/Rocq/COC/Infer/red_to_sort.con
\e[0;32mOK
\e[0m 0.39
30080 cic:/Rocq/COC/Ered/Econv_sort_prod.con
\e[0;32mOK
\e[0m 0.31
30081 cic:/Rocq/COC/Ered/inv_Econv_prod_l.con
\e[0;32mOK
\e[0m 0.22
30082 cic:/Rocq/COC/Ered/inv_Econv_prod_r.con
\e[0;32mOK
\e[0m 0.18
30083 cic:/Rocq/COC/Equiv/normal_Econv_NF_conv.con
\e[0;32mOK
\e[0m 0.36
30084 cic:/Rocq/COC/ETypes/inv_Etyp_Econv_kind.con
\e[0;32mOK
\e[0m 0.21
30085 cic:/Rocq/COC/Conv_Dec/is_conv.con
\e[0;32mOK
\e[0m 0.37
30086 cic:/Rocq/COC/Conv/conv_sort_prod.con
\e[0;32mOK
\e[0m 0.20
30087 cic:/Rocq/COC/Conv/inv_conv_prod_l.con
\e[0;32mOK
\e[0m 0.26
30088 cic:/Rocq/COC/Conv/inv_conv_prod_r.con
\e[0;32mOK
\e[0m 0.25
30089 cic:/Rocq/COC/Conv/nf_uniqueness.con
\e[0;32mOK
\e[0m 0.22
30090 cic:/Rocq/COC/Consistency/conv_prod_atom.con
\e[0;32mOK
\e[0m 0.16
30091 cic:/Rocq/COC/Consistency/conv_sort_atom.con
\e[0;32mOK
\e[0m 0.37
30092 cic:/Rocq/ARITH/ZChinese/Zgcd/unicity_is_gcdZ.con
\e[0;32mOK
\e[0m 0.39
30093 cic:/Rocq/ARITH/Chinese/Zdiv/divZ.con
\e[0;32mOK
\e[0m 0.43
30094 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Monoid_ind.con
\e[0;32mOK
\e[0m 0.03
30095 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Monoid_rec.con
\e[0;32mOK
\e[0m 0.05
30096 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Mop.con
\e[0;32mOK
\e[0m 0.10
30097 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Munit.con
\e[0;32mOK
\e[0m 0.24
30098 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Group/group_laws/inv.var
\e[0;32mOK
\e[0m 0.12
30099 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/YonedaLemma/yoneda_lemma/ylpsi_tau_def/a.var
\e[0;32mOK
\e[0m 0.18
30100 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/YonedaLemma/yoneda_lemma/ylpsi_tau_def/ylpsi_arrow_def/ylpsi_map1_def/b.var
\e[0;32mOK
\e[0m 0.09
30101 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/YonedaLemma/yoneda_lemma/ylphi_tau_def/a.var
\e[0;32mOK
\e[0m 0.03
30102 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/YonedaEmbedding/yoneda_functor/funy_map_def/a.var
\e[0;32mOK
\e[0m 0.03
30103 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/YonedaEmbedding/yoneda_functor/funy_map_def/b.var
\e[0;32mOK
\e[0m 0.02
30104 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/funct_def0''/funct_laws0''/FOb0''.var
\e[0;32mOK
\e[0m 0.05
30105 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/NatIso/about_isIso/a.var
\e[0;32mOK
\e[0m 0.05
30106 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/HomFunctor_NT/funset_nt/a.var
\e[0;32mOK
\e[0m 0.05
30107 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/HomFunctor_NT/funset_nt/b.var
\e[0;32mOK
\e[0m 0.05
30108 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/HomFunctor_NT/funset_nt/nth_map_def/c.var
\e[0;32mOK
\e[0m 0.10
30109 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Category''_ind.con
\e[0;32mOK
\e[0m 0.09
30110 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Category''_rec.con
\e[0;32mOK
\e[0m 0.06
30111 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Hom''.con
\e[0;32mOK
\e[0m 0.08
30112 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Limits/thl/taudiese/c.var
\e[0;32mOK
\e[0m 0.10
30113 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/thi2/unique_mor_d/d.var
\e[0;32mOK
\e[0m 0.02
30114 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/thi2/thi2_mor_d_def/d.var
\e[0;32mOK
\e[0m 0.04
30115 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/SET_Complete/set_c/set_lcone_tau_def/i.var
\e[0;32mOK
\e[0m 0.04
30116 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/SET_Complete/set_c/set_diese/X.var
\e[0;32mOK
\e[0m 0.03
30117 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/SET_Complete/set_c/set_diese/set_diese1_def/set_diese1_tau_def/i.var
\e[0;32mOK
\e[0m 0.08
30118 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Pres_Limits/comp_cone/c.var
\e[0;32mOK
\e[0m 0.04
30119 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/HomFunctor_Continuous/funset_pres/c.var
\e[0;32mOK
\e[0m 0.05
30120 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/HomFunctor_Continuous/funset_pres/fs_diese/X.var
\e[0;32mOK
\e[0m 0.04
30121 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Comma_Complete/comma_complete/x.var
\e[0;32mOK
\e[0m 0.04
30122 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/ua_iso_def/b.var
\e[0;32mOK
\e[0m 0.03
30123 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/ua_def/b.var
\e[0;32mOK
\e[0m 0.03
30124 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/ua_def/isua_def/a.var
\e[0;32mOK
\e[0m 0.02
30125 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/pullback_limit_def/a.var
\e[0;32mOK
\e[0m 0.04
30126 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/pullback_limit_def/b.var
\e[0;32mOK
\e[0m 0.03
30127 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/pullback_limit_def/c.var
\e[0;32mOK
\e[0m 0.04
30128 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/Fpullback_limit_def/pb1_diese_def/r.var
\e[0;32mOK
\e[0m 0.04
30129 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Products1/products_limit_def/a.var
\e[0;32mOK
\e[0m 0.04
30130 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Products1/products_limit_def/pd1_diese_def/c.var
\e[0;32mOK
\e[0m 0.08
30131 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/pa_def/a.var
\e[0;32mOK
\e[0m 0.06
30132 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/pa_def/b.var
\e[0;32mOK
\e[0m 0.03
30133 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/limit_def/islimit_def/lim.var
\e[0;32mOK
\e[0m 0.07
30134 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/def_cone/c.var
\e[0;32mOK
\e[0m 0.04
30135 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Iso_Limit/iso_cone/c.var
\e[0;32mOK
\e[0m 0.05
30136 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/equaz_hom/a.var
\e[0;32mOK
\e[0m 0.04
30137 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/equaz_hom/b.var
\e[0;32mOK
\e[0m 0.05
30138 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/equaz_fg/a.var
\e[0;32mOK
\e[0m 0.03
30139 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/equaz_fg/b.var
\e[0;32mOK
\e[0m 0.05
30140 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/equalizer_limit_def/a.var
\e[0;32mOK
\e[0m 0.03
30141 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/equalizer_limit_def/b.var
\e[0;32mOK
\e[0m 0.08
30142 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/equalizer_limit_def/e1_diese_def/r.var
\e[0;32mOK
\e[0m 0.08
30143 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Const/constFun/b.var
\e[0;32mOK
\e[0m 0.03
30144 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Const/constFun/const_map_def/a1.var
\e[0;32mOK
\e[0m 0.03
30145 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Const/constFun/const_map_def/a2.var
\e[0;32mOK
\e[0m 0.04
30146 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Comma_UA/ua_comma/x.var
\e[0;32mOK
\e[0m 0.04
30147 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/coua_def1/b.var
\e[0;32mOK
\e[0m 0.03
30148 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/coua_def1/iscoua_def1/a.var
\e[0;32mOK
\e[0m 0.06
30149 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/coua_def/b.var
\e[0;32mOK
\e[0m 0.06
30150 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/coua_def/iscoua_def/a.var
\e[0;32mOK
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30151 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/def_cocone/c.var
\e[0;32mOK
\e[0m 0.12
30152 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/colimit_def/iscolimit_def/colim.var
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30153 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/IdCAT/Id_CAT_ob.con
\e[0;32mOK
\e[0m 0.26
30154 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/HomFunctor/funset/a.var
\e[0;32mOK
\e[0m 0.21
30155 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/HomFunctor/funset/funset_map_def/b.var
\e[0;32mOK
\e[0m 0.13
30156 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/HomFunctor/funset/funset_map_def/c.var
\e[0;32mOK
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30157 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/funct_def/funct_laws/FOb.var
\e[0;32mOK
\e[0m 0.09
30158 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Comp_F/comp_functor_map/a.var
\e[0;32mOK
\e[0m 0.08
30159 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Comp_F/comp_functor_map/b.var
\e[0;32mOK
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30160 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FSC_inc/fsc_inc_def/a.var
\e[0;32mOK
\e[0m 0.20
30161 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma_proj/comma_proj_def/x.var
\e[0;32mOK
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30162 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/comma_def/x.var
\e[0;32mOK
\e[0m 0.15
30163 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Category'_ind.con
\e[0;32mOK
\e[0m 0.31
30164 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Category'_rec.con
\e[0;32mOK
\e[0m 0.70
30165 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Hom'.con
\e[0;32mOK
\e[0m 0.51
30166 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PermCat/endo_mon/a.var
\e[0;32mOK
\e[0m 0.34
30167 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/POb.ind
\e[0;32mOK
\e[0m 1.11
30168 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/Id_MON_map.con
\e[0;32mOK
\e[0m 0.39
30169 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/equal_hom_equiv/a.var
\e[0;32mOK
\e[0m 0.22
30170 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/equal_hom_equiv/b.var
\e[0;32mOK
\e[0m 0.36
30171 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/equal_hom_equiv/c.var
\e[0;32mOK
\e[0m 0.34
30172 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/equal_hom_equiv/d.var
\e[0;32mOK
\e[0m 0.39
30173 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/equal_hom_equiv/i.var
\e[0;32mOK
\e[0m 0.06
30174 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/equal_hom_equiv/j.var
\e[0;32mOK
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30175 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/FullSubCat/fscat/a.var
\e[0;32mOK
\e[0m 0.18
30176 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Category_ind.con
\e[0;32mOK
\e[0m 0.35
30177 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Category_rec.con
\e[0;32mOK
\e[0m 0.39
30178 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Hom.con
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30179 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/pulbs_def/a.var
\e[0;32mOK
\e[0m 0.33
30180 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/pulbs_def/b.var
\e[0;32mOK
\e[0m 0.04
30181 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/pulbs_def/c.var
\e[0;32mOK
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30182 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/pulbs_def/pulbs_laws/Fibred_prod.var
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30183 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/prodts_def/a.var
\e[0;32mOK
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30184 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/prodts_def/prodts_laws/PI.var
\e[0;32mOK
\e[0m 0.13
30185 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/binprod'_def/a.var
\e[0;32mOK
\e[0m 0.06
30186 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/binprod'_def/b.var
\e[0;32mOK
\e[0m 0.12
30187 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/hasexponent_proj/a.var
\e[0;32mOK
\e[0m 0.44
30188 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/hasexponent_proj/b.var
\e[0;32mOK
\e[0m 0.06
30189 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/expo_def/a.var
\e[0;32mOK
\e[0m 0.18
30190 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/expo_def/b.var
\e[0;32mOK
\e[0m 0.14
30191 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/expo_def/expo_laws/Expo.var
\e[0;32mOK
\e[0m 0.26
30192 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/equaz_def/a.var
\e[0;32mOK
\e[0m 0.46
30193 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/equaz_def/b.var
\e[0;32mOK
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30194 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/equaz_def/equaz_laws/c.var
\e[0;32mOK
\e[0m 0.23
30195 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/iso_def/a.var
\e[0;32mOK
\e[0m 0.50
30196 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/iso_def/b.var
\e[0;32mOK
\e[0m 0.21
30197 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/epic_monic_def/a.var
\e[0;32mOK
\e[0m 0.12
30198 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/epic_monic_def/b.var
\e[0;32mOK
\e[0m 0.23
30199 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/mor_prod_def/a'.var
\e[0;32mOK
\e[0m 0.53
30200 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/mor_prod_def/a.var
\e[0;32mOK
\e[0m 0.32
30201 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/mor_prod_def/b'.var
\e[0;32mOK
\e[0m 0.25
30202 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/mor_prod_def/b.var
\e[0;32mOK
\e[0m 0.21
30203 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/mor_prod_def/c'.var
\e[0;32mOK
\e[0m 0.45
30204 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/mor_prod_def/c.var
\e[0;32mOK
\e[0m 0.21
30205 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/mor_prod_def/mor_prod_map2/a.var
\e[0;32mOK
\e[0m 0.17
30206 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/mor_prod_def/mor_prod_map2/b.var
\e[0;32mOK
\e[0m 0.10
30207 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/mor_prod_def/mor_prod_map2/c.var
\e[0;32mOK
\e[0m 0.19
30208 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/mor_prod_def/mor_prod_map2/d.var
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\e[0m 0.01
30209 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/hasbinprod_proj/a.var
\e[0;32mOK
\e[0m 0.32
30210 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/hasbinprod_proj/b.var
\e[0;32mOK
\e[0m 0.13
30211 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/bp_def/a.var
\e[0;32mOK
\e[0m 0.17
30212 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/bp_def/b.var
\e[0;32mOK
\e[0m 0.55
30213 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/bp_def/bp_laws/Obj_prod.var
\e[0;32mOK
\e[0m 0.44
30214 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_CoAdjoint/ua_to_radj/coadjoint_ua_map_def/c'.var
\e[0;32mOK
\e[0m 0.20
30215 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_CoAdjoint/ua_to_radj/coadjoint_ua_map_def/c.var
\e[0;32mOK
\e[0m 0.90
30216 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_Adjoint/ua_to_ladj/adjoint_ua_map_def/d'.var
\e[0;32mOK
\e[0m 0.33
30217 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_Adjoint/ua_to_ladj/adjoint_ua_map_def/d.var
\e[0;32mOK
\e[0m 0.61
30218 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Limit_Adj/ladj_pres/lp_diese/d.var
\e[0;32mOK
\e[0m 0.28
30219 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/ssc2_def/a.var
\e[0;32mOK
\e[0m 0.16
30220 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/ssc2_def/x.var
\e[0;32mOK
\e[0m 0.49
30221 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof2/freyd_th_2'/uaxG'/x.var
\e[0;32mOK
\e[0m 0.26
30222 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof1/freyd_th_2/uaxG/x.var
\e[0;32mOK
\e[0m 0.33
30223 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof1/freyd_th_2/uaxG/uaxG_verif/a'.var
\e[0;32mOK
\e[0m 0.09
30224 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part1/freyd_th_1/x.var
\e[0;32mOK
\e[0m 0.40
30225 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part1/freyd_th_1/cd2/r.var
\e[0;32mOK
\e[0m 0.17
30226 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunProd/fun_prod/a.var
\e[0;32mOK
\e[0m 0.91
30227 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunProd/fun_prod/fun_prod_map_def/c1.var
\e[0;32mOK
\e[0m 0.30
30228 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunProd/fun_prod/fun_prod_map_def/c2.var
\e[0;32mOK
\e[0m 0.26
30229 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunOne/FunOne_ob.con
\e[0;32mOK
\e[0m 0.47
30230 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunOne/Fun_One/funone_map_def/a.var
\e[0;32mOK
\e[0m 0.08
30231 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunOne/Fun_One/funone_map_def/b.var
\e[0;32mOK
\e[0m 0.36
30232 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/Diagonal/diag/diag_map_def/a.var
\e[0;32mOK
\e[0m 0.62
30233 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/Diagonal/diag/diag_map_def/b.var
\e[0;32mOK
\e[0m 0.28
30234 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/Cartesian1/diag_hasprod1/diag_prod1/a.var
\e[0;32mOK
\e[0m 0.76
30235 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/Cartesian1/diag_hasprod1/diag_prod1/b.var
\e[0;32mOK
\e[0m 0.26
30236 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/Cartesian1/diag_hasprod1/diag_prod1/together1_def/c.var
\e[0;32mOK
\e[0m 1.40
30237 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/CCC1/funprod_hasexpo/funprod_expo/a.var
\e[0;32mOK
\e[0m 0.60
30238 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/CCC1/funprod_hasexpo/funprod_expo/b.var
\e[0;32mOK
\e[0m 0.39
30239 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/CCC1/funprod_hasexpo/funprod_expo/lambda1_def/c.var
\e[0;32mOK
\e[0m 0.41
30240 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs1/c'.var
\e[0;32mOK
\e[0m 0.29
30241 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs1/c.var
\e[0;32mOK
\e[0m 0.31
30242 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs1/d'.var
\e[0;32mOK
\e[0m 0.24
30243 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs1/d.var
\e[0;32mOK
\e[0m 3.31
30244 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs/c'.var
\e[0;32mOK
\e[0m 2.56
30245 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs/c.var
\e[0;32mOK
\e[0m 0.75
30246 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs/d'.var
\e[0;32mOK
\e[0m 0.19
30247 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs/d.var
\e[0;32mOK
\e[0m 0.14
30248 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_def/c.var
\e[0;32mOK
\e[0m 0.30
30249 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_def/d.var
\e[0;32mOK
\e[0m 0.18
30250 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adj_UA/adj_to_ua/c.var
\e[0;32mOK
\e[0m 0.49
30251 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adj_UA/adj_to_ua/d.var
\e[0;32mOK
\e[0m 0.48
30252 cic:/Rocq/AILS/trajectory_def/init_tr_cond_phi.con
\e[0;32mOK
\e[0m 0.31
30253 cic:/Rocq/AILS/trajectory_def/init_tr_derivable_y.con
\e[0;32mOK
\e[0m 1.20
30254 cic:/Rocq/AILS/rrho/TypeSpeed_pos.con
\e[0;32mOK
\e[0m 0.58
30255 cic:/Rocq/AILS/math_prop/MinBeta_pos.con
\e[0;32mOK
\e[0m 0.52
30256 cic:/Rocq/AILS/alarm/AlertRange_pos.con
\e[0;32mOK
\e[0m 0.66
30257 cic:/Orsay/QArith/QArith_base/Qdiv_Qmult.con
\e[0;32mOK
\e[0m 0.54
30258 cic:/Orsay/Maths/prime/prime_rel_prime.con
\e[0;32mOK
\e[0m 0.42
30259 cic:/Orsay/Maths/gcd/euclid_rec.con
\e[0;32mOK
\e[0m 9.26
30260 cic:/Orsay/Maths/gcd/gcd_uniqueness_apart_sign.con
\e[0;32mOK
\e[0m 0.22
30261 cic:/Orsay/ExactRealArithmetic/sg/sg_neg.con
\e[0;32mOK
\e[0m 0.37
30262 cic:/Orsay/ExactRealArithmetic/sg/sg_nul.con
\e[0;32mOK
\e[0m 0.29
30263 cic:/Orsay/ExactRealArithmetic/sg/sg_pos.con
\e[0;32mOK
\e[0m 0.39
30264 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/derniere_chance_subproof0.con
\e[0;32mOK
\e[0m 0.15
30265 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/derniere_chance_subproof1.con
\e[0;32mOK
\e[0m 0.20
30266 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/powerRZ_croissance.con
\e[0;32mOK
\e[0m 0.36
30267 cic:/Orsay/ExactRealArithmetic/definition/racine_reelc.con
\e[0;32mOK
\e[0m 0.16
30268 cic:/Orsay/ExactRealArithmetic/Zsqrt_complements/Zsqrt_0.con
\e[0;32mOK
\e[0m 0.15
30269 cic:/Orsay/ExactRealArithmetic/Zsqrt_complements/Zsqrt_nul.con
\e[0;32mOK
\e[0m 0.19
30270 cic:/Orsay/ExactRealArithmetic/Zsqrt_complements/Zsqrt_plain_pos.con
\e[0;31mSKIPPED
\e[0m
30271 cic:/Orsay/ExactRealArithmetic/Zsqrt_complements/Zsqrt_sqrt_subproof.con
\e[0;32mOK
\e[0m 1.73
30272 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rge_minus.con
\e[0;32mOK
\e[0m 0.27
30273 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rle_add_compatibility.con
\e[0;32mOK
\e[0m 0.19
30274 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rle_sub_compatibility.con
\e[0;32mOK
\e[0m 0.15
30275 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rle_sub_compatibility2.con
\e[0;32mOK
\e[0m 0.41
30276 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rle_sub_r.con
\e[0;32mOK
\e[0m 0.36
30277 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rlt_add_compatibility.con
\e[0;32mOK
\e[0m 0.24
30278 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rlt_add_compatibility2.con
\e[0;32mOK
\e[0m 0.37
30279 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rlt_add_compatibility3.con
\e[0;32mOK
\e[0m 0.28
30280 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rlt_add_compatibility4.con
\e[0;32mOK
\e[0m 0.28
30281 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rlt_sub_O.con
\e[0;32mOK
\e[0m 0.22
30282 cic:/Orsay/ExactRealArithmetic/Rbase_inegalites/Rlt_sub_compatibility.con
\e[0;32mOK
\e[0m 0.18
30283 cic:/Orsay/ExactRealArithmetic/Racine/racine_correct_subproof1.con
\e[0;32mOK
\e[0m 0.70
30284 cic:/Orsay/ExactRealArithmetic/Racine/racine_correct_subproof4.con
\e[0;32mOK
\e[0m 0.47
30285 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof13.con
\e[0;32mOK
\e[0m 2.54
30286 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof14.con
\e[0;32mOK
\e[0m 0.73
30287 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof15.con
\e[0;32mOK
\e[0m 0.78
30288 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof18.con
\e[0;32mOK
\e[0m 0.44
30289 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof21.con
\e[0;32mOK
\e[0m 0.57
30290 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof23.con
\e[0;32mOK
\e[0m 0.36
30291 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof24.con
\e[0;32mOK
\e[0m 0.82
30292 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof28.con
\e[0;32mOK
\e[0m 0.66
30293 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof32.con
\e[0;32mOK
\e[0m 0.40
30294 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof33.con
\e[0;32mOK
\e[0m 0.33
30295 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof34.con
\e[0;32mOK
\e[0m 0.27
30296 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof37.con
\e[0;32mOK
\e[0m 0.12
30297 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof4.con
\e[0;32mOK
\e[0m 0.25
30298 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof40.con
\e[0;32mOK
\e[0m 0.22
30299 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof42.con
\e[0;32mOK
\e[0m 0.56
30300 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof43.con
\e[0;32mOK
\e[0m 0.85
30301 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof9.con
\e[0;32mOK
\e[0m 0.34
30302 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/Rabsolu_01.con
\e[0;32mOK
\e[0m 0.26
30303 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/Zsqr_cond_subproof.con
\e[0;32mOK
\e[0m 0.36
30304 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/Zsqr_cond_subproof0.con
\e[0;32mOK
\e[0m 0.41
30305 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/Zsqr_cond_subproof1.con
\e[0;32mOK
\e[0m 0.20
30306 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/Zsqr_cond_subproof2.con
\e[0;32mOK
\e[0m 0.20
30307 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/Zsqr_cond_subproof3.con
\e[0;32mOK
\e[0m 0.38
30308 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/Zsqr_cond_subproof4.con
\e[0;32mOK
\e[0m 0.24
30309 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/Zsqrt_non_negative.con
\e[0;32mOK
\e[0m 0.16
30310 cic:/Orsay/ExactRealArithmetic/Lemmes/Zsgn_to_sg_subproof1.con
\e[0;32mOK
\e[0m 0.20
30311 cic:/Orsay/ExactRealArithmetic/Lemmes/powerRZ_INR_B_non_nul.con
\e[0;32mOK
\e[0m 0.43
30312 cic:/Nijmegen/QArith/sqrt2/mult_lt.con
\e[0;32mOK
\e[0m 0.63
30313 cic:/Nijmegen/QArith/positive_fraction_encoding/Zminus2_wf.con
\e[0;32mOK
\e[0m 0.86
30314 cic:/Nijmegen/QArith/homographic_correctness/Qhomographic_Qpositive_to_Q_ind.con
\e[0;32mOK
\e[0m 0.67
30315 cic:/Nijmegen/QArith/general_Q/Qpositive_c_equal.con
\e[0;32mOK
\e[0m 0.36
30316 cic:/Nijmegen/QArith/general_Q/Qpositive_to_Z_Qpositive_le.con
\e[0;32mOK
\e[0m 1.20
30317 cic:/Nijmegen/QArith/general_Q/le_plus_Sn_1_SSn.con
\e[0;32mOK
\e[0m 0.11
30318 cic:/Nijmegen/QArith/general_Q/lt_minus_eq_0.con
\e[0;32mOK
\e[0m 0.33
30319 cic:/Nijmegen/QArith/general_Q/lt_minus_neq.con
\e[0;32mOK
\e[0m 0.24
30320 cic:/Nijmegen/QArith/general_Q/minus_pred.con
\e[0;32mOK
\e[0m 0.25
30321 cic:/Nijmegen/QArith/Zaux/Z_div_mod_eq_2.con
\e[0;32mOK
\e[0m 0.08
30322 cic:/Nijmegen/QArith/Zaux/Z_div_neg.con
\e[0;32mOK
\e[0m 0.06
30323 cic:/Nijmegen/QArith/Zaux/le_inj.con
\e[0;32mOK
\e[0m 0.03
30324 cic:/Nijmegen/QArith/Zaux/lt_absolu.con
\e[0;32mOK
\e[0m 0.11
30325 cic:/Nijmegen/QArith/Zaux/pred_absolu.con
\e[0;32mOK
\e[0m 0.12
30326 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_sign.con
\e[0;32mOK
\e[0m 9.35
30327 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Z8_lt_is_wf.con
\e[0;32mOK
\e[0m 1.91
30328 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_Qpositive_to_Q_subproof0.con
\e[0;32mOK
\e[0m 0.29
30329 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_Qpositive_to_Q_subproof4.con
\e[0;32mOK
\e[0m 0.29
30330 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_denom_nonzero_Zero_Zero_Zero_always_subproof.con
\e[0;32mOK
\e[0m 0.07
30331 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_denom_nonzero_Zero_Zero_always_Zero_subproof.con
\e[0;32mOK
\e[0m 0.09
30332 cic:/Nijmegen/QArith/Qpositive_sub/le_minus_left.con
\e[0;32mOK
\e[0m 0.06
30333 cic:/Nijmegen/QArith/Qpositive_order/Qpositive_le_add.con
\e[0;32mOK
\e[0m 0.62
30334 cic:/Nijmegen/QArith/Qpositive_order/Qpositive_le_mult.con
\e[0;32mOK
\e[0m 0.81
30335 cic:/Nijmegen/QArith/Qpositive/Qpositive_c_equiv'.con
\e[0;32mOK
\e[0m 0.37
30336 cic:/Nijmegen/QArith/Qpositive/construct_correct.con
\e[0;32mOK
\e[0m 0.83
30337 cic:/Nijmegen/QArith/Qpositive/construct_correct3.con
\e[0;32mOK
\e[0m 1.06
30338 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z4_lt_is_wf.con
\e[0;32mOK
\e[0m 1.88
30339 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/Qhomographic_Qpositive_to_Q_ind.con
\e[0;32mOK
\e[0m 1.36
30340 cic:/Lyon/IEEE754/Diadic/ZROUND_inf.con
\e[0;32mOK
\e[0m 0.27
30341 cic:/Lyon/IEEE754/Diadic/ZROUND_sup.con
\e[0;32mOK
\e[0m 0.64
30342 cic:/Lyon/GRAPHS-BASICS/Paths/Cycle_degree_two.con
\e[0;31mFAIL
\e[0m
30343 cic:/Lyon/GRAPHS-BASICS/Paths/Path_degree_zero_nil.con
\e[0;31mFAIL
\e[0m
30344 cic:/Lyon/FIRING-SQUAD/final/firing_squad.con
\e[0;31mFAIL
\e[0m
30345 cic:/Eindhoven/POCKLINGTON/prime/allprimeallzprime.con
\e[0;32mOK
\e[0m 0.32
30346 cic:/Eindhoven/POCKLINGTON/prime/allzprimeallprime.con
\e[0;32mOK
\e[0m 0.26
30347 cic:/Eindhoven/POCKLINGTON/prime/zprime2.con
\e[0;32mOK
\e[0m 0.35
30348 cic:/Eindhoven/POCKLINGTON/pock/alllincombzalllincomb.con
\e[0;32mOK
\e[0m 0.68
30349 cic:/Eindhoven/POCKLINGTON/order/order_ex1.con
\e[0;32mOK
\e[0m 0.46
30350 cic:/Eindhoven/POCKLINGTON/order/orderdec.con
\e[0;32mOK
\e[0m 0.35
30351 cic:/Eindhoven/POCKLINGTON/natZ/abs_pred_pos.con
\e[0;32mOK
\e[0m 0.66
30352 cic:/Eindhoven/POCKLINGTON/modulo/zmod_0not1.con
\e[0;32mOK
\e[0m 0.39
30353 cic:/Eindhoven/POCKLINGTON/modulo/zmod_repr_non_0.con
\e[0;32mOK
\e[0m 0.36
30354 cic:/Eindhoven/POCKLINGTON/modulo/zmoddec.con
\e[0;32mOK
\e[0m 0.27
30355 cic:/Eindhoven/POCKLINGTON/modprime/prime_div_or_gcd1.con
\e[0;32mOK
\e[0m 1.19
30356 cic:/Eindhoven/POCKLINGTON/gcd/euclid_gcd.con
\e[0;32mOK
\e[0m 0.32
30357 cic:/Eindhoven/POCKLINGTON/fermat/until_nodoubles.con
\e[0;32mOK
\e[0m 0.12
30358 cic:/Eindhoven/POCKLINGTON/fermat/until_not_0mod.con
\e[0;32mOK
\e[0m 0.10
30359 cic:/Coq/romega/ReflOmegaCore/decompose_solve_valid.con
\e[0;32mOK
\e[0m 0.38
30360 cic:/Coq/romega/ReflOmegaCore/execute_goal.con
\e[0;32mOK
\e[0m 0.07
30361 cic:/Coq/romega/ReflOmegaCore/normalize_goal.con
\e[0;32mOK
\e[0m 0.09
30362 cic:/Coq/romega/ReflOmegaCore/normalize_hyps_goal.con
\e[0;32mOK
\e[0m 0.15
30363 cic:/Coq/ZArith/Zsqrt/Zsqrt_interval.con
\e[0;32mOK
\e[0m 0.32
30364 cic:/Coq/ZArith/Znumtheory/Zgcd_spec.con
\e[0;32mOK
\e[0m 0.13
30365 cic:/Coq/ZArith/Znumtheory/Zmod_divide.con
\e[0;32mOK
\e[0m 0.12
30366 cic:/Coq/ZArith/Znumtheory/euclid_rec.con
\e[0;32mOK
\e[0m 4.66
30367 cic:/Coq/ZArith/Znumtheory/prime_rel_prime.con
\e[0;32mOK
\e[0m 0.11
30368 cic:/Coq/ZArith/Zlogarithm/log_inf_correct1.con
\e[0;32mOK
\e[0m 0.03
30369 cic:/Coq/ZArith/Zlogarithm/log_inf_correct2.con
\e[0;32mOK
\e[0m 0.02
30370 cic:/Coq/ZArith/Zdiv/Z_div_ge.con
\e[0;32mOK
\e[0m 8.42
30371 cic:/Coq/ZArith/Zdiv/Z_mod_plus.con
\e[0;32mOK
\e[0m 5.79
30372 cic:/Coq/ZArith/Zdiv/Z_mult_div_ge.con
\e[0;32mOK
\e[0m 0.27
30373 cic:/Coq/ZArith/Zdiv/Zdiv_eucl_extended.con
\e[0;32mOK
\e[0m 0.42
30374 cic:/Coq/Reals/SeqProp/maj_cv.con
\e[0;32mOK
\e[0m 0.18
30375 cic:/Coq/Reals/SeqProp/min_cv.con
\e[0;32mOK
\e[0m 0.22
30376 cic:/Coq/Reals/Rpower/D_in_ext.con
\e[0;32mOK
\e[0m 0.79
30377 cic:/Coq/Reals/Rpower/D_in_imp.con
\e[0;32mOK
\e[0m 0.72
30378 cic:/Coq/Reals/Rlimit/eps2_Rgt_R0.con
\e[0;32mOK
\e[0m 0.14
30379 cic:/Coq/Reals/Rlimit/limit_mul.con
\e[0;32mOK
\e[0m 0.89
30380 cic:/Coq/Reals/Rlimit/tech_limit_contr.con
\e[0;32mOK
\e[0m 0.25
30381 cic:/Coq/Reals/RiemannInt/RinvN_pos.con
\e[0;32mOK
\e[0m 0.10
30382 cic:/Coq/Reals/Rderiv/Dconst.con
\e[0;32mOK
\e[0m 0.45
30383 cic:/Coq/Reals/Rderiv/Dx.con
\e[0;32mOK
\e[0m 1.09
30384 cic:/Coq/Reals/Rbasic_fun/RRle_abs.con
\e[0;32mOK
\e[0m 0.24
30385 cic:/Coq/Reals/Rbasic_fun/Rabs_Zabs.con
\e[0;32mOK
\e[0m 0.48
30386 cic:/Coq/Reals/Ranalysis1/continuity_pt.con
\e[0;32mOK
\e[0m 0.15
30387 cic:/Coq/Reals/Ranalysis1/derivable_pt_lim_D_in.con
\e[0;32mOK
\e[0m 0.68
30388 cic:/Coq/Reals/Ranalysis1/derivable_pt_lim_opp.con
\e[0;32mOK
\e[0m 1.09
30389 cic:/Coq/Reals/RIneq/INR_eq.con
\e[0;32mOK
\e[0m 0.44
30390 cic:/Coq/Reals/RIneq/INR_lt.con
\e[0;32mOK
\e[0m 0.22
30391 cic:/Coq/Reals/RIneq/Rinv_lt_0_compat.con
\e[0;32mOK
\e[0m 0.21
30392 cic:/Coq/Reals/RIneq/eq_IZR_R0.con
\e[0;32mOK
\e[0m 0.16
30393 cic:/Coq/Reals/RIneq/lt_O_IZR.con
\e[0;32mOK
\e[0m 0.14
30394 cic:/Coq/Reals/RIneq/not_O_INR.con
\e[0;32mOK
\e[0m 0.15
30395 cic:/Coq/IntMap/Mapfold/MapFold_Merge_disjoint.con
\e[0;32mOK
\e[0m 0.11
30396 cic:/Coq/IntMap/Mapcard/MapDomRestrBy_Card_lb.con
\e[0;32mOK
\e[0m 0.25
30397 cic:/Coq/IntMap/Mapcard/MapDomRestrBy_Card_ub_l.con
\e[0;32mOK
\e[0m 0.57
30398 cic:/Coq/IntMap/Mapcard/MapDomRestrTo_Card_ub_l.con
\e[0;32mOK
\e[0m 0.31
30399 cic:/Coq/IntMap/Mapcanon/MapCollect_canon.con
\e[0;32mOK
\e[0m 0.18
30400 cic:/Coq/IntMap/Mapc/FSetInter_Union_l_c.con
\e[0;32mOK
\e[0m 0.21
30401 cic:/Coq/IntMap/Mapc/FSetInter_Union_r.con
\e[0;32mOK
\e[0m 0.11
30402 cic:/Coq/IntMap/Mapc/FSetUnion_Inter_l_c.con
\e[0;32mOK
\e[0m 0.18
30403 cic:/Coq/IntMap/Mapc/FSetUnion_Inter_r.con
\e[0;32mOK
\e[0m 0.17
30404 cic:/Coq/IntMap/Mapc/FSetUnion_comm_c.con
\e[0;32mOK
\e[0m 0.07
30405 cic:/Coq/IntMap/Mapc/MapDelta_as_DomRestrBy_2_c.con
\e[0;32mOK
\e[0m 0.28
30406 cic:/Coq/IntMap/Mapc/MapDelta_as_DomRestrBy_c.con
\e[0;32mOK
\e[0m 0.17
30407 cic:/Coq/IntMap/Mapc/MapDelta_as_Merge_c.con
\e[0;32mOK
\e[0m 0.20
30408 cic:/Coq/IntMap/Mapc/MapDelta_disjoint_c.con
\e[0;32mOK
\e[0m 0.28
30409 cic:/Coq/IntMap/Mapc/MapDom_Split_1_c.con
\e[0;32mOK
\e[0m 0.11
30410 cic:/Coq/IntMap/Mapc/MapDom_Split_2_c.con
\e[0;32mOK
\e[0m 0.17
30411 cic:/Coq/IntMap/Mapc/MapMerge_DomRestrBy_c.con
\e[0;32mOK
\e[0m 0.15
30412 cic:/Coq/IntMap/Mapc/MapMerge_DomRestrTo_c.con
\e[0;32mOK
\e[0m 0.17
30413 cic:/Coq/IntMap/Mapc/MapMerge_RestrTo_l_c.con
\e[0;32mOK
\e[0m 0.08
30414 cic:/Coq/IntMap/Mapc/MapMerge_assoc_c.con
\e[0;32mOK
\e[0m 0.08
30415 cic:/Coq/IntMap/Mapc/MapMerge_idempotent_c.con
\e[0;32mOK
\e[0m 0.06
30416 cic:/Coq/IntMap/Mapc/MapPut_as_Merge_c.con
\e[0;32mOK
\e[0m 0.07
30417 cic:/Coq/IntMap/Mapc/MapPut_behind_as_Merge_c.con
\e[0;32mOK
\e[0m 0.12
30418 cic:/CoRN/model/structures/Qsec/Qlt_gives_apartness.con
\e[0;32mOK
\e[0m 0.44
30419 cic:/CoRN/model/structures/Qsec/Qlt_strext_unfolded.con
\e[0;32mOK
\e[0m 0.18
30420 cic:/CoRN/model/structures/Nsec/lexi_dec.con
\e[0;32mOK
\e[0m 0.15
30421 cic:/CoRN/model/setoids/Qsetoid/ap_Q_cotransitive1.con
\e[0;32mOK
\e[0m 0.06
30422 cic:/CoRN/model/setoids/Npossetoid/mult_resp_Npos.con
\e[0;32mOK
\e[0m 0.05
30423 cic:/CoRN/model/setoids/Nfinsetoid/less.con
\e[0;32mOK
\e[0m 0.06
30424 cic:/CoRN/model/ordfields/Qordfield/Qlt_is_strict_order.con
\e[0;32mOK
\e[0m 0.16
30425 cic:/CoRN/model/non_examples/Npos_no_monoid/no_monoid_Npos.con
\e[0;32mOK
\e[0m 0.11
30426 cic:/CoRN/model/monoids/twoelemmonoid/not_isomorphic_M1_M2.con
\e[0;32mOK
\e[0m 0.30
30427 cic:/CoRN/model/monoids/freem_to_Nm/L_strext.con
\e[0;32mOK
\e[0m 0.09
30428 cic:/CoRN/model/monoids/Nm_to_cycm/f_as_CSetoid_fun.con
\e[0;32mOK
\e[0m 0.07
30429 cic:/CoRN/model/Zmod/Zm/Zmodap_symmetric.con
\e[0;32mOK
\e[0m 0.03
30430 cic:/CoRN/model/Zmod/ZMod/Zmod_one_rht.con
\e[0;32mOK
\e[0m 0.05
30431 cic:/CoRN/model/Zmod/ZMod/Zmodeq_mult_elim.con
\e[0;32mOK
\e[0m 0.05
30432 cic:/CoRN/model/Zmod/ZMod/Zmodeq_rem.con
\e[0;32mOK
\e[0m 0.09
30433 cic:/CoRN/model/Zmod/ZGcd/Zis_gcd_unique.con
\e[0;32mOK
\e[0m 2.15
30434 cic:/CoRN/model/Zmod/ZGcd/rem_lt.con
\e[0;32mOK
\e[0m 0.12
30435 cic:/CoRN/model/Zmod/ZDivides/Zdiv_POS.con
\e[0;32mOK
\e[0m 0.10
30436 cic:/CoRN/model/Zmod/ZDivides/Zdiv_Zopp.con
\e[0;32mOK
\e[0m 0.73
30437 cic:/CoRN/model/Zmod/ZDivides/Zdivides_Zmod0_pos.con
\e[0;32mOK
\e[0m 0.11
30438 cic:/CoRN/model/Zmod/ZDivides/Zdivides_abs_elim.con
\e[0;32mOK
\e[0m 0.06
30439 cic:/CoRN/model/Zmod/ZDivides/Zdivides_abs_intro_rht.con
\e[0;32mOK
\e[0m 0.04
30440 cic:/CoRN/model/Zmod/ZDivides/Zdivides_opp_intro.con
\e[0;32mOK
\e[0m 0.05
30441 cic:/CoRN/model/Zmod/ZDivides/Zdivisor_small.con
\e[0;32mOK
\e[0m 0.08
30442 cic:/CoRN/model/Zmod/ZDivides/Zmod0_Zopp.con
\e[0;32mOK
\e[0m 0.41
30443 cic:/CoRN/model/Zmod/ZDivides/Zmod_POS_nonNEG.con
\e[0;32mOK
\e[0m 0.08
30444 cic:/CoRN/model/Zmod/Cmod/Zmod_pos.con
\e[0;32mOK
\e[0m 0.07
30445 cic:/CoRN/ftc/COrdLemmas/om_fun_lt.con
\e[0;32mOK
\e[0m 0.05
30446 cic:/CoRN/devel/loeb/per/lst2fun/less.con
\e[0;32mOK
\e[0m 0.03
30447 cic:/CoRN/devel/loeb/IDA/Ch6_inv/not_inv_subproof.con
\e[0;32mOK
\e[0m 0.25
30448 cic:/CoRN/devel/loeb/IDA/Ch6_inv/not_inv_subproof0.con
\e[0;32mOK
\e[0m 0.18
30449 cic:/CoRN/devel/loeb/IDA/Ch6_inv/not_inv_subproof1.con
\e[0;32mOK
\e[0m 0.16
30450 cic:/CoRN/devel/loeb/IDA/Ch6_inv/not_inv_subproof2.con
\e[0;32mOK
\e[0m 0.12
30451 cic:/CoRN/devel/loeb/IDA/Ch6_inf/cyc_to_nat_strext.con
\e[0;32mOK
\e[0m 0.22
30452 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C0.con
\e[0;32mOK
\e[0m 0.10
30453 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus.con
\e[0;32mOK
\e[0m 0.13
30454 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_strext_subproof.con
\e[0;32mOK
\e[0m 0.50
30455 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_strext_subproof0.con
\e[0;32mOK
\e[0m 0.18
30456 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/c.con
\e[0;32mOK
\e[0m 0.08
30457 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/cm.con
\e[0;32mOK
\e[0m 0.07
30458 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/lexi_dec.con
\e[0;32mOK
\e[0m 0.15
30459 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/lt_lt_minus.con
\e[0;32mOK
\e[0m 0.07
30460 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/minus3.con
\e[0;32mOK
\e[0m 0.09
30461 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/minus4.con
\e[0;32mOK
\e[0m 0.08
30462 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/mod_pos.con
\e[0;32mOK
\e[0m 0.10
30463 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/power_plus.con
\e[0;32mOK
\e[0m 0.12
30464 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/surj_le.con
\e[0;32mOK
\e[0m 0.04
30465 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/surj_lt.con
\e[0;32mOK
\e[0m 0.08
30466 cic:/CoRN/devel/loeb/IDA/Ch6/L_strext.con
\e[0;32mOK
\e[0m 0.15
30467 cic:/CoRN/devel/loeb/IDA/Ch6/cm_Sum_app.con
\e[0;32mOK
\e[0m 0.10
30468 cic:/CoRN/devel/loeb/IDA/Ch6/e1e2_is_lft_unit.con
\e[0;32mOK
\e[0m 0.07
30469 cic:/CoRN/devel/loeb/IDA/Ch6/e1e2_is_rht_unit.con
\e[0;32mOK
\e[0m 0.07
30470 cic:/CoRN/devel/loeb/IDA/Ch6/f_as_CSetoid_fun.con
\e[0;32mOK
\e[0m 0.05
30471 cic:/CoRN/devel/loeb/IDA/Ch6/iso_imp_bij.con
\e[0;32mOK
\e[0m 0.09
30472 cic:/CoRN/devel/loeb/IDA/Ch6/not_isomorphic_M1_M2.con
\e[0;32mOK
\e[0m 0.21
30473 cic:/CoRN/algebra/CMonoids/cm_Sum_app.con
\e[0;32mOK
\e[0m 0.60
30474 cic:/CoRN/algebra/CMonoids/cm_unit_unique_lft.con
\e[0;32mOK
\e[0m 0.04
30475 cic:/CoRN/algebra/CMonoids/cm_unit_unique_rht.con
\e[0;32mOK
\e[0m 0.09
30476 cic:/CoRN/algebra/CMonoids/e1e2_is_lft_unit.con
\e[0;32mOK
\e[0m 0.08
30477 cic:/CoRN/algebra/CMonoids/e1e2_is_rht_unit.con
\e[0;32mOK
\e[0m 0.14
30478 cic:/CoRN/algebra/CMonoids/ismon_scrr.con
\e[0;32mOK
\e[0m 0.14
30479 cic:/CoRN/algebra/CMonoids/iso_imp_bij.con
\e[0;32mOK
\e[0m 0.09
30480 cic:/CoRN/algebra/CMonoids/power_plus.con
\e[0;32mOK
\e[0m 0.12
30481 cic:/CoRN/algebra/CMonoidCyc/C0.con
\e[0;32mOK
\e[0m 0.06
30482 cic:/CoRN/algebra/CMonoidCyc/C_plus.con
\e[0;32mOK
\e[0m 0.15
30483 cic:/CoRN/algebra/CMonoidCyc/C_plus_strext_subproof.con
\e[0;32mOK
\e[0m 0.11
30484 cic:/CoRN/algebra/CMonoidCyc/C_plus_strext_subproof0.con
\e[0;32mOK
\e[0m 0.10
30485 cic:/CoRN/algebra/CMonoidCyc/c.con
\e[0;32mOK
\e[0m 0.08
30486 cic:/CoRN/algebra/CMonoidCyc/cm.con
\e[0;32mOK
\e[0m 0.07
30487 cic:/CoRN/algebra/CMonoidCyc/cyc_to_nat_strext.con
\e[0;32mOK
\e[0m 0.26
30488 cic:/CoRN/algebra/CMonoidCyc/not_inv_subproof.con
\e[0;32mOK
\e[0m 0.14
30489 cic:/CoRN/algebra/CMonoidCyc/not_inv_subproof0.con
\e[0;32mOK
\e[0m 0.13
30490 cic:/CoRN/algebra/CMonoidCyc/not_inv_subproof1.con
\e[0;32mOK
\e[0m 0.17
30491 cic:/CoRN/algebra/CMonoidCyc/not_inv_subproof2.con
\e[0;32mOK
\e[0m 0.19
30492 cic:/CoRN/algebra/CGroups/CGroup_ind.con
\e[0;32mOK
\e[0m 0.06
30493 cic:/CoRN/algebra/CGroups/CGroup_rec.con
\e[0;32mOK
\e[0m 0.18
30494 cic:/CoRN/algebra/CGroups/cg_add_ap_zero.con
\e[0;32mOK
\e[0m 0.15
30495 cic:/CoRN/algebra/CGroups/cg_inv.con
\e[0;32mOK
\e[0m 0.03
30496 cic:/CoRN/algebra/CGroups/plus_resp_eq.con
\e[0;32mOK
\e[0m 0.05
30497 cic:/CoRN/algebra/CGroups/CGroup_basics/SubCGroups/P.var
\e[0;32mOK
\e[0m 0.03
30498 cic:/CoRN/algebra/CGroups/CGroup_Ops/F'.var
\e[0;32mOK
\e[0m 0.03
30499 cic:/CoRN/algebra/CGroups/CGroup_Ops/F.var
\e[0;32mOK
\e[0m 0.01
30500 cic:/CoRN/algebra/CGroups/CGroup_Ops/R.var
\e[0;32mOK
\e[0m 0.02
30501 cic:/CoRN/algebra/CAbMonoids/CAbMonoid_is_CAbMonoid.con
\e[0;32mOK
\e[0m 0.05
30502 cic:/CoRN/algebra/CAbMonoids/Abelian_Monoids/SubCAbMonoids/Punit.var
\e[0;32mOK
\e[0m 0.01
30503 cic:/CoRN/algebra/CAbMonoids/Abelian_Monoids/SubCAbMonoids/op_pres_P.var
\e[0;32mOK
\e[0m 0.02
30504 cic:/CoRN/algebra/CAbGroups/is_CAbGroup.con
\e[0;32mOK
\e[0m 0.08
30505 cic:/CoRN/algebra/Basics/lt_lt_minus.con
\e[0;32mOK
\e[0m 0.04
30506 cic:/CoRN/algebra/Basics/minus3.con
\e[0;32mOK
\e[0m 0.09
30507 cic:/CoRN/algebra/Basics/minus4.con
\e[0;32mOK
\e[0m 0.07
30508 cic:/CoRN/algebra/Basics/surj_le.con
\e[0;32mOK
\e[0m 0.04
30509 cic:/CoRN/algebra/Basics/surj_lt.con
\e[0;32mOK
\e[0m 0.03
30510 cic:/Cachan/SMC/op/BDDvar_make_is_var.con
\e[0;32mOK
\e[0m 0.36
30511 cic:/Cachan/SMC/op/BDDvar_make_node_OK.con
\e[0;32mOK
\e[0m 0.12
30512 cic:/Cachan/SMC/mu/Eenv_var''LU_finite.con
\e[0;32mOK
\e[0m 0.08
30513 cic:/Cachan/SMC/gc/new_bs_BDDhigh.con
\e[0;32mOK
\e[0m 0.10
30514 cic:/Cachan/SMC/gc/new_bs_BDDlow.con
\e[0;32mOK
\e[0m 0.06
30515 cic:/Cachan/SMC/gc/new_bs_one.con
\e[0;32mOK
\e[0m 0.05
30516 cic:/Cachan/SMC/gc/new_bs_used_nodes_preserved.con
\e[0;32mOK
\e[0m 0.05
30517 cic:/Cachan/SMC/gc/new_bs_zero.con
\e[0;32mOK
\e[0m 0.06
30518 cic:/Cachan/SMC/gc/new_cnt_OK.con
\e[0;32mOK
\e[0m 0.13
30519 cic:/Cachan/SMC/gc/no_new_node_new_bs.con
\e[0;32mOK
\e[0m 0.04
30520 cic:/Cachan/SMC/alloc/BDDalloc_keeps_config_OK.con
\e[0;32mOK
\e[0m 0.44
30521 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/droites_coplanaires.con
\e[0;32mOK
\e[0m 0.08
30522 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/position_relative_plan_droite_paralleles.con
\e[0;32mOK
\e[0m 0.10
30523 cic:/Sophia-Antipolis/geometry/Droite_espace/position_relative_droites_espace.con
\e[0;32mOK
\e[0m 0.12
30524 cic:/Sophia-Antipolis/Rsa/Fermat/Fermat2.con
\e[0;32mOK
\e[0m 0.06
30525 cic:/Sophia-Antipolis/RecursiveDefinition/data5/fact_equation.con
\e[0;32mOK
\e[0m 22.28
30526 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Domain_th1.con
\e[0;31mFAIL
\e[0m
30527 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PowerTotal_th2.con
\e[0;31mFAIL
\e[0m
30528 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Range_th1.con
\e[0;31mFAIL
\e[0m
30529 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_step_Out.con
\e[0;31mFAIL
\e[0m
30530 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1b/stepb3.var
\e[0;31mFAIL
\e[0m
30531 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1a/stepa1.var
\e[0;31mFAIL
\e[0m
30532 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_3/step5.var
\e[0;31mFAIL
\e[0m
30533 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/inv_eval_in_domain_proof/step1.var
\e[0;31mFAIL
\e[0m
30534 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/step5.var
\e[0;31mFAIL
\e[0m
30535 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain2/gd2B/step1.var
\e[0;31mFAIL
\e[0m
30536 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain2/gd2A/step1.var
\e[0;31mFAIL
\e[0m
30537 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain1/step1.var
\e[0;31mFAIL
\e[0m
30538 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/eval_in_range_proof/step1.var
\e[0;31mFAIL
\e[0m
30539 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/efdom/step1.var
\e[0;31mFAIL
\e[0m
30540 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/conclusionAC.var
\e[0;31mFAIL
\e[0m
30541 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_proof/conclusionBD.var
\e[0;31mFAIL
\e[0m
30542 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_2/step1.var
\e[0;31mFAIL
\e[0m
30543 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_2/step2.var
\e[0;31mFAIL
\e[0m
30544 cic:/Sophia-Antipolis/Float/Zdivides/ZdividesP.con
\e[0;32mOK
\e[0m 0.07
30545 cic:/Sophia-Antipolis/Float/Zdivides/ZquotientZopp.con
\e[0;32mOK
\e[0m 0.25
30546 cic:/Sophia-Antipolis/Float/Zdivides/Zquotient_mult_comp.con
\e[0;32mOK
\e[0m 0.52
30547 cic:/Sophia-Antipolis/Float/Power/Rlt_powerRZ.con
\e[0;32mOK
\e[0m 0.07
30548 cic:/Sophia-Antipolis/Float/Fodd/FevenSuc.con
\e[0;32mOK
\e[0m 0.03
30549 cic:/Sophia-Antipolis/Float/Fodd/FoddSuc.con
\e[0;32mOK
\e[0m 0.04
30550 cic:/Sophia-Antipolis/Float/Fnorm/FnormalNnormMin.con
\e[0;32mOK
\e[0m 0.05
30551 cic:/Sophia-Antipolis/Float/Fnorm/pUCanonic_absolu.con
\e[0;32mOK
\e[0m 0.02
30552 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct3.con
\e[0;32mOK
\e[0m 0.42
30553 cic:/Sophia-Antipolis/Float/Faux/IZR_zero_r.con
\e[0;32mOK
\e[0m 0.08
30554 cic:/Sophia-Antipolis/Float/Faux/NEq_INR1.con
\e[0;32mOK
\e[0m 0.02
30555 cic:/Sophia-Antipolis/Float/Faux/NEq_INRO.con
\e[0;32mOK
\e[0m 0.02
30556 cic:/Sophia-Antipolis/Float/Faux/Rlt_RinvDouble.con
\e[0;32mOK
\e[0m 0.06
30557 cic:/Sophia-Antipolis/Float/Faux/absolu_Zs_neg.con
\e[0;32mOK
\e[0m 0.03
30558 cic:/Sophia-Antipolis/Float/Faux/le_Rle.con
\e[0;32mOK
\e[0m 0.02
30559 cic:/Sophia-Antipolis/Float/FSucc/FSuccDiff2.con
\e[0;32mOK
\e[0m 0.56
30560 cic:/Sophia-Antipolis/Float/FSucc/FSuccDiff3.con
\e[0;32mOK
\e[0m 0.43
30561 cic:/Sophia-Antipolis/Float/FPred/FPredSimpl2.con
\e[0;32mOK
\e[0m 0.07
30562 cic:/Sophia-Antipolis/Float/Digit/Zpower_nat_monotone_lt.con
\e[0;32mOK
\e[0m 0.03
30563 cic:/Sophia-Antipolis/Buchberger/Preduceplus/canonical_reduceplus.con
\e[0;32mOK
\e[0m 0.04
30564 cic:/Sophia-Antipolis/Buchberger/Preduceplus/order_reduceplus.con
\e[0;32mOK
\e[0m 0.06
30565 cic:/Sophia-Antipolis/Buchberger/Preduceplus/reduceplus_eqp_com.con
\e[0;32mOK
\e[0m 0.09
30566 cic:/Sophia-Antipolis/Buchberger/Preduceplus/reduceplus_mults.con
\e[0;32mOK
\e[0m 0.08
30567 cic:/Sophia-Antipolis/Buchberger/Preduceplus/reduceplus_mults_invf0.con
\e[0;32mOK
\e[0m 0.23
30568 cic:/Sophia-Antipolis/Buchberger/Preduceplus/reduceplus_skip.con
\e[0;32mOK
\e[0m 0.12
30569 cic:/Sophia-Antipolis/Buchberger/Preduce/reduce_inv2.con
\e[0;31mFAIL
\e[0m
30570 cic:/Sophia-Antipolis/Buchberger/Pmult/multpf_dist_plusr.con
\e[0;31mFAIL
\e[0m
30571 cic:/Sophia-Antipolis/Buchberger/Pcomb/CombLinear_spoly.con
\e[0;31mFAIL
\e[0m
30572 cic:/Sophia-Antipolis/Buchberger/BuchRed/Cb_comp.con
\e[0;31mFAIL
\e[0m
30573 cic:/Sophia-Antipolis/Buchberger/BuchRed/reduceplus_divp_lem.con
\e[0;32mOK
\e[0m 1.76
30574 cic:/Sophia-Antipolis/Buchberger/BuchAux/Cb_incl.con
\e[0;31mFAIL
\e[0m
30575 cic:/Sophia-Antipolis/Buchberger/BuchAux/Cb_sp.con
\e[0;31mFAIL
\e[0m
30576 cic:/Sophia-Antipolis/Buchberger/BuchAux/Cb_trans.con
\e[0;31mFAIL
\e[0m
30577 cic:/Sophia-Antipolis/Buchberger/Buch/genPcP_incl.con
\e[0;32mOK
\e[0m 0.07
30578 cic:/Sophia-Antipolis/Buchberger/Buch/genPcP_spolyp1.con
\e[0;32mOK
\e[0m 0.59
30579 cic:/Sophia-Antipolis/Buchberger/Buch/genPcPf.con
\e[0;32mOK
\e[0m 0.02
30580 cic:/Sophia-Antipolis/Buchberger/Buch/lem_redln_cons.con
\e[0;31mFAIL
\e[0m
30581 cic:/Sophia-Antipolis/Buchberger/Buch/redInInclQ.con
\e[0;31mFAIL
\e[0m
30582 cic:/Sophia-Antipolis/Buchberger/Buch/redInclP.con
\e[0;31mFAIL
\e[0m
30583 cic:/Sophia-Antipolis/Buchberger/Buch/spolyp_cons_genPcP0.con
\e[0;32mOK
\e[0m 3.70
30584 cic:/Sophia-Antipolis/Bertrand/PrimeDirac/factorization.con
\e[0;31mSKIPPED
\e[0m
30585 cic:/Sophia-Antipolis/Bertrand/PowerBinomial/power_div_binomial.con
\e[0;32mOK
\e[0m 0.38
30586 cic:/Sophia-Antipolis/Algebra/Subcat/subcat.con
\e[0;31mFAIL
\e[0m
30587 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup.ind
\e[0;31mFAIL
\e[0m
30588 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_law_map.con
\e[0;31mFAIL
\e[0m
30589 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_on_rect.con
\e[0;31mFAIL
\e[0m
30590 cic:/Sophia-Antipolis/Algebra/Monoid_util/eunitl.con
\e[0;31mFAIL
\e[0m
30591 cic:/Sophia-Antipolis/Algebra/Monoid_util/eunitr.con
\e[0;31mFAIL
\e[0m
30592 cic:/Sophia-Antipolis/Algebra/Group_util/eunitl.con
\e[0;31mFAIL
\e[0m
30593 cic:/Sophia-Antipolis/Algebra/Group_util/eunitr.con
\e[0;31mFAIL
\e[0m
30594 cic:/Sophia-Antipolis/Algebra/Group_util/invl.con
\e[0;31mFAIL
\e[0m
30595 cic:/Sophia-Antipolis/Algebra/Group_util/invr.con
\e[0;31mFAIL
\e[0m
30596 cic:/Sophia-Antipolis/Algebra/Free_monoid/FM_ind.con
\e[0;31mFAIL
\e[0m
30597 cic:/Sophia-Antipolis/Algebra/Free_monoid/FM_rec.con
\e[0;31mFAIL
\e[0m
30598 cic:/Sophia-Antipolis/Algebra/Free_monoid/eqFM_Equiv.con
\e[0;31mFAIL
\e[0m
30599 cic:/Sophia-Antipolis/Algebra/Free_monoid/eqFM_ind.con
\e[0;31mFAIL
\e[0m
30600 cic:/Sophia-Antipolis/Algebra/Free_group/FG_ind.con
\e[0;31mFAIL
\e[0m
30601 cic:/Sophia-Antipolis/Algebra/Free_group/FG_rec.con
\e[0;31mFAIL
\e[0m
30602 cic:/Sophia-Antipolis/Algebra/Free_group/eqFG_Equiv.con
\e[0;31mFAIL
\e[0m
30603 cic:/Sophia-Antipolis/Algebra/Free_group/eqFG_ind.con
\e[0;31mFAIL
\e[0m
30604 cic:/Sophia-Antipolis/Algebra/Free_abelian_monoid/FaM_ind.con
\e[0;31mFAIL
\e[0m
30605 cic:/Sophia-Antipolis/Algebra/Free_abelian_monoid/FaM_rec.con
\e[0;31mFAIL
\e[0m
30606 cic:/Sophia-Antipolis/Algebra/Free_abelian_monoid/eqFaM_Equiv.con
\e[0;31mFAIL
\e[0m
30607 cic:/Sophia-Antipolis/Algebra/Free_abelian_monoid/eqFaM_ind.con
\e[0;31mFAIL
\e[0m
30608 cic:/Sophia-Antipolis/Algebra/Free_abelian_group/FaG_ind.con
\e[0;31mFAIL
\e[0m
30609 cic:/Sophia-Antipolis/Algebra/Free_abelian_group/FaG_rec.con
\e[0;31mFAIL
\e[0m
30610 cic:/Sophia-Antipolis/Algebra/Free_abelian_group/eqFaG_Equiv.con
\e[0;31mFAIL
\e[0m
30611 cic:/Sophia-Antipolis/Algebra/Free_abelian_group/eqFaG_ind.con
\e[0;31mFAIL
\e[0m
30612 cic:/Sophia-Antipolis/Algebra/Fmap/cardinal_image_equal_injective.con
\e[0;31mFAIL
\e[0m
30613 cic:/Sophia-Antipolis/Algebra/Fmap/cardinal_image_injective.con
\e[0;31mFAIL
\e[0m
30614 cic:/Sophia-Antipolis/Algebra/Fmap/map_not_injective.con
\e[0;31mFAIL
\e[0m
30615 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Bernstein/img.var
\e[0;31mFAIL
\e[0m
30616 cic:/Rocq/TreeAutomata/union/union_sd.con
\e[0;32mOK
\e[0m 0.04
30617 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_kill_empty_1.con
\e[0;31mFAIL
\e[0m
30618 cic:/Rocq/TreeAutomata/states_kill_empty/dta_kill_empty_states_semantics.con
\e[0;31mFAIL
\e[0m
30619 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_dir.con
\e[0;31mFAIL
\e[0m
30620 cic:/Rocq/THREE_GAP/tools/exist_first.con
\e[0;32mOK
\e[0m 0.42
30621 cic:/Rocq/THREE_GAP/tools/exist_last.con
\e[0;32mOK
\e[0m 0.49
30622 cic:/Rocq/LAMBDA/Cube/paving.con
\e[0;32mOK
\e[0m 0.09
30623 cic:/Rocq/COC/Types/subj_red.con
\e[0;32mOK
\e[0m 0.57
30624 cic:/Rocq/COC/Types/typ_unique.con
\e[0;32mOK
\e[0m 0.10
30625 cic:/Rocq/COC/Types/type_free_db.con
\e[0;32mOK
\e[0m 0.04
30626 cic:/Rocq/COC/Equiv/Etyp_NF_Econv_Econv.con
\e[0;32mOK
\e[0m 0.11
30627 cic:/Rocq/COC/Conv/conv_sort.con
\e[0;32mOK
\e[0m 0.16
30628 cic:/Rocq/COC/Consistency/atom_inhabitants.con
\e[0;32mOK
\e[0m 0.09
30629 cic:/Rocq/COC/Consistency/prod_inhabitants.con
\e[0;32mOK
\e[0m 0.29
30630 cic:/Rocq/COC/Class/class_knd.con
\e[0;32mOK
\e[0m 0.17
30631 cic:/Rocq/ARITH/ZChinese/Zgcd/acc_P.con
\e[0;32mOK
\e[0m 0.14
30632 cic:/Rocq/ARITH/Chinese/Zgcd/acc_P.con
\e[0;32mOK
\e[0m 0.08
30633 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/ApMop.con
\e[0;32mOK
\e[0m 0.04
30634 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/MonUnit_law.con
\e[0;32mOK
\e[0m 0.04
30635 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Prf_monoid_ass.con
\e[0;32mOK
\e[0m 0.33
30636 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Prf_monoid_idl.con
\e[0;32mOK
\e[0m 0.12
30637 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Prf_monoid_idr.con
\e[0;32mOK
\e[0m 0.10
30638 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/funct_def0''/funct_laws0''/FMap0''.var
\e[0;32mOK
\e[0m 0.02
30639 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/HomFunctor_NT/funset_nt/f.var
\e[0;32mOK
\e[0m 0.02
30640 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Id''.con
\e[0;32mOK
\e[0m 0.05
30641 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Op_comp''.con
\e[0;32mOK
\e[0m 0.11
30642 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/Cond1.ind
\e[0;32mOK
\e[0m 2.46
30643 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/SET_Complete/set_c/set_diese/set_diese1_def/x.var
\e[0;32mOK
\e[0m 0.02
30644 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/HomFunctor_Continuous/funset_pres/fs_diese/fs_diese_mor_def/x.var
\e[0;32mOK
\e[0m 0.02
30645 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/Fpulb_ob.con
\e[0;32mOK
\e[0m 0.05
30646 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/pullback_limit_def/f.var
\e[0;32mOK
\e[0m 0.03
30647 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/pullback_limit_def/g.var
\e[0;32mOK
\e[0m 0.01
30648 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Products1/FunDiscr_ob.con
\e[0;32mOK
\e[0m 0.03
30649 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/pa_def/k.var
\e[0;32mOK
\e[0m 0.02
30650 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/K_hom.con
\e[0;32mOK
\e[0m 0.05
30651 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/equaz_fg/f.var
\e[0;32mOK
\e[0m 0.02
30652 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/equaz_fg/g.var
\e[0;32mOK
\e[0m 0.02
30653 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/equalizer_limit_def/k.var
\e[0;32mOK
\e[0m 0.04
30654 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/equalizer_limit_def/e1_diese_def/h.var
\e[0;32mOK
\e[0m 0.02
30655 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Const/Const_ob.con
\e[0;32mOK
\e[0m 0.03
30656 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/IdCAT/Id_CAT_map.con
\e[0;32mOK
\e[0m 0.03
30657 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/HomFunctor/FunSET_ob.con
\e[0;32mOK
\e[0m 0.04
30658 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/HomFunctor/funset/funset_map_def/funset_mor_def/f.var
\e[0;32mOK
\e[0m 0.02
30659 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/funct_def/funct_laws/FMap.var
\e[0;32mOK
\e[0m 0.03
30660 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Id'.con
\e[0;32mOK
\e[0m 0.04
30661 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Op_comp'.con
\e[0;32mOK
\e[0m 0.07
30662 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Ob_l.con
\e[0;32mOK
\e[0m 0.04
30663 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Ob_r.con
\e[0;32mOK
\e[0m 0.03
30664 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/POb_rect.con
\e[0;32mOK
\e[0m 0.03
30665 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/ProdCat/pmor_setoid_def/t.var
\e[0;32mOK
\e[0m 0.03
30666 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/ProdCat/pmor_setoid_def/u.var
\e[0;32mOK
\e[0m 0.01
30667 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/Arrs.ind
\e[0;32mOK
\e[0m 2.66
30668 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/Equal_hom.ind
\e[0;32mOK
\e[0m 4.34
30669 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/equal_hom_equiv/f.var
\e[0;32mOK
\e[0m 0.01
30670 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/equal_hom_equiv/g.var
\e[0;32mOK
\e[0m 0.00
30671 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/equal_hom_equiv/h.var
\e[0;32mOK
\e[0m 0.00
30672 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/FullSubCat/FSC_mor_setoid.con
\e[0;32mOK
\e[0m 0.02
30673 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Dual/DHom.con
\e[0;32mOK
\e[0m 0.02
30674 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Id.con
\e[0;32mOK
\e[0m 0.02
30675 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Op_comp.con
\e[0;32mOK
\e[0m 0.05
30676 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/pulbs_def/f.var
\e[0;32mOK
\e[0m 0.02
30677 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/pulbs_def/g.var
\e[0;32mOK
\e[0m 0.00
30678 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/pulbs_def/pulbs_laws/Fibred_p.var
\e[0;32mOK
\e[0m 0.02
30679 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/pulbs_def/pulbs_laws/Fibred_q.var
\e[0;32mOK
\e[0m 0.01
30680 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/Fam2.con
\e[0;32mOK
\e[0m 0.03
30681 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/prodts_def/prodts_laws/Pd_diese.var
\e[0;32mOK
\e[0m 0.02
30682 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/prodts_def/prodts_laws/Proj.var
\e[0;32mOK
\e[0m 0.01
30683 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/equaz_def/k.var
\e[0;32mOK
\e[0m 0.02
30684 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/equaz_def/equaz_laws/e.var
\e[0;32mOK
\e[0m 0.01
30685 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/At_most_1mor.con
\e[0;32mOK
\e[0m 0.04
30686 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/IsInitial.con
\e[0;32mOK
\e[0m 0.04
30687 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/IsTerminal.con
\e[0;32mOK
\e[0m 0.03
30688 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/mor_prod_def/f'.var
\e[0;32mOK
\e[0m 0.03
30689 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/mor_prod_def/f.var
\e[0;32mOK
\e[0m 0.04
30690 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/mor_prod_def/g'.var
\e[0;32mOK
\e[0m 0.04
30691 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/mor_prod_def/g.var
\e[0;32mOK
\e[0m 0.02
30692 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/bp_def/bp_laws/Op.var
\e[0;32mOK
\e[0m 0.02
30693 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/bp_def/bp_laws/Proj1_prod.var
\e[0;32mOK
\e[0m 0.02
30694 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/bp_def/bp_laws/Proj2_prod.var
\e[0;32mOK
\e[0m 0.01
30695 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunOne/FunOne_mor.con
\e[0;32mOK
\e[0m 0.04
30696 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/Diagonal/Diag_ob.con
\e[0;32mOK
\e[0m 0.03
30697 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs1/h.var
\e[0;32mOK
\e[0m 0.04
30698 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs1/k.var
\e[0;32mOK
\e[0m 0.01
30699 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs/h.var
\e[0;32mOK
\e[0m 0.03
30700 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs/k.var
\e[0;32mOK
\e[0m 0.01
30701 cic:/Orsay/Maths/gcd/euclid.con
\e[0;32mOK
\e[0m 0.18
30702 cic:/Orsay/ExactRealArithmetic/sg/Rabsolu_sg.con
\e[0;32mOK
\e[0m 0.08
30703 cic:/Orsay/ExactRealArithmetic/sg/Rabsolu_sg_bis.con
\e[0;32mOK
\e[0m 0.06
30704 cic:/Orsay/ExactRealArithmetic/sg/sg_mult.con
\e[0;32mOK
\e[0m 0.14
30705 cic:/Orsay/ExactRealArithmetic/sg/sg_sqr.con
\e[0;32mOK
\e[0m 0.07
30706 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/derniere_chance.con
\e[0;32mOK
\e[0m 0.06
30707 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/powerRZ_lt_r.con
\e[0;32mOK
\e[0m 0.04
30708 cic:/Orsay/ExactRealArithmetic/Rbase_doubles_inegalites/Rlt_le_2_gauss.con
\e[0;32mOK
\e[0m 10.93
30709 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/Zsqr_cond.con
\e[0;32mOK
\e[0m 36.61
30710 cic:/Orsay/ExactRealArithmetic/Addition/addition_correct.con
\e[0;32mOK
\e[0m 6.87
30711 cic:/Nijmegen/QArith/sqrt2/square_monotonic.con
\e[0;32mOK
\e[0m 0.27
30712 cic:/Nijmegen/QArith/positive_fraction_encoding/positive_fraction_encoding.con
\e[0;31mFAIL
\e[0m
30713 cic:/Nijmegen/QArith/general_Q/Q_to_Z_monotone.con
\e[0;32mOK
\e[0m 0.04
30714 cic:/Nijmegen/QArith/general_Q/Qpositive_c_dL.con
\e[0;32mOK
\e[0m 0.24
30715 cic:/Nijmegen/QArith/general_Q/Qpositive_c_equal_strong.con
\e[0;32mOK
\e[0m 0.23
30716 cic:/Nijmegen/QArith/general_Q/Qpositive_c_nR.con
\e[0;32mOK
\e[0m 0.08
30717 cic:/Nijmegen/QArith/general_Q/minus_pred_nat.con
\e[0;32mOK
\e[0m 0.12
30718 cic:/Nijmegen/QArith/general_Q/pred_nat_absolu.con
\e[0;32mOK
\e[0m 0.04
30719 cic:/Nijmegen/QArith/Zaux/Z_div_le.con
\e[0;32mOK
\e[0m 0.03
30720 cic:/Nijmegen/QArith/Zaux/le_absolu.con
\e[0;32mOK
\e[0m 0.05
30721 cic:/Nijmegen/QArith/Qquadratic_sign/Qquadratic_sign_sign_dec.con
\e[0;32mOK
\e[0m 0.05
30722 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Z8_as_well_ordering.con
\e[0;32mOK
\e[0m 0.03
30723 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_denom_nonzero_Zero_Zero_Zero_always.con
\e[0;32mOK
\e[0m 0.03
30724 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_denom_nonzero_Zero_Zero_always_Zero.con
\e[0;32mOK
\e[0m 0.03
30725 cic:/Nijmegen/QArith/Qpositive_plus_mult/Qpositive_mult_One.con
\e[0;32mOK
\e[0m 0.04
30726 cic:/Nijmegen/QArith/Qpositive_plus_mult/Qpositive_plus_1.con
\e[0;32mOK
\e[0m 0.05
30727 cic:/Nijmegen/QArith/Qpositive_plus_mult/Qpositive_plus_diff.con
\e[0;32mOK
\e[0m 0.07
30728 cic:/Nijmegen/QArith/Qpositive/construct_correct4.con
\e[0;32mOK
\e[0m 2.58
30729 cic:/Nijmegen/QArith/Qpositive/interp_inject.con
\e[0;32mOK
\e[0m 0.03
30730 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Z4_as_well_ordering.con
\e[0;32mOK
\e[0m 0.02
30731 cic:/Lyon/IEEE754/Diadic/ZROUND_correct.con
\e[0;32mOK
\e[0m 0.20
30732 cic:/Lyon/GRAPHS-BASICS/Paths/Cycle_consx_degree_two.con
\e[0;31mFAIL
\e[0m
30733 cic:/Lyon/FIRING-SQUAD/algo/nth_line_2N_is_fire.con
\e[0;31mFAIL
\e[0m
30734 cic:/Eindhoven/POCKLINGTON/prime/zprime2a.con
\e[0;32mOK
\e[0m 0.03
30735 cic:/Eindhoven/POCKLINGTON/gcd/gcd_lincomb_nat.con
\e[0;32mOK
\e[0m 0.14
30736 cic:/Coq/romega/ReflOmegaCore/do_omega.con
\e[0;32mOK
\e[0m 0.03
30737 cic:/Coq/ZArith/Znumtheory/Zdivide_mod.con
\e[0;32mOK
\e[0m 0.03
30738 cic:/Coq/ZArith/Znumtheory/Zgcd.con
\e[0;32mOK
\e[0m 0.02
30739 cic:/Coq/ZArith/Znumtheory/euclid.con
\e[0;32mOK
\e[0m 0.03
30740 cic:/Coq/ZArith/Zlogarithm/ZERO_le_N_digits.con
\e[0;32mOK
\e[0m 0.02
30741 cic:/Coq/ZArith/Zlogarithm/log_sup_correct1.con
\e[0;32mOK
\e[0m 0.03
30742 cic:/Coq/ZArith/Zdiv/Z_div_plus.con
\e[0;32mOK
\e[0m 0.36
30743 cic:/Coq/ZArith/Zdiv/Z_mod_same.con
\e[0;32mOK
\e[0m 0.03
30744 cic:/Coq/ZArith/Zdiv/Z_mod_zero_opp.con
\e[0;32mOK
\e[0m 0.06
30745 cic:/Coq/Reals/SeqProp/growing_ineq.con
\e[0;32mOK
\e[0m 0.07
30746 cic:/Coq/Reals/Rtopology/compact_P1.con
\e[0;32mOK
\e[0m 0.23
30747 cic:/Coq/Reals/Rtopology/continuity_P1.con
\e[0;32mOK
\e[0m 0.15
30748 cic:/Coq/Reals/Rsqrt_def/continuity_seq.con
\e[0;32mOK
\e[0m 0.19
30749 cic:/Coq/Reals/Rsigma/sigma_split.con
\e[0;32mOK
\e[0m 0.30
30750 cic:/Coq/Reals/Rprod/prod_SO_split.con
\e[0;32mOK
\e[0m 0.17
30751 cic:/Coq/Reals/RiemannInt_SF/StepFun_P7.con
\e[0;32mOK
\e[0m 0.16
30752 cic:/Coq/Reals/RiemannInt/RinvN.con
\e[0;32mOK
\e[0m 0.03
30753 cic:/Coq/Reals/Rfunctions/INR_fact_neq_0.con
\e[0;32mOK
\e[0m 0.02
30754 cic:/Coq/Reals/Rfunctions/pow_Rabs.con
\e[0;32mOK
\e[0m 0.07
30755 cic:/Coq/Reals/Rfunctions/pow_Rsqr.con
\e[0;32mOK
\e[0m 0.10
30756 cic:/Coq/Reals/Rfunctions/pow_mult.con
\e[0;32mOK
\e[0m 0.12
30757 cic:/Coq/Reals/Rbasic_fun/Rabs_Rinv.con
\e[0;32mOK
\e[0m 0.06
30758 cic:/Coq/Reals/Ranalysis1/continuity.con
\e[0;32mOK
\e[0m 0.02
30759 cic:/Coq/Reals/Ranalysis1/continuity_pt_comp.con
\e[0;32mOK
\e[0m 0.41
30760 cic:/Coq/Reals/Ranalysis1/continuity_pt_const.con
\e[0;32mOK
\e[0m 0.04
30761 cic:/Coq/Reals/Ranalysis1/continuity_pt_mult.con
\e[0;32mOK
\e[0m 0.13
30762 cic:/Coq/Reals/Ranalysis1/continuity_pt_opp.con
\e[0;32mOK
\e[0m 0.13
30763 cic:/Coq/Reals/Ranalysis1/continuity_pt_scal.con
\e[0;32mOK
\e[0m 0.23
30764 cic:/Coq/Reals/Ranalysis1/derivable_pt_opp.con
\e[0;32mOK
\e[0m 0.02
30765 cic:/Coq/Reals/RList/RList_P11.con
\e[0;32mOK
\e[0m 0.06
30766 cic:/Coq/Reals/RList/RList_P24.con
\e[0;32mOK
\e[0m 0.16
30767 cic:/Coq/Reals/RIneq/INR_le.con
\e[0;32mOK
\e[0m 0.02
30768 cic:/Coq/Reals/RIneq/double_var.con
\e[0;32mOK
\e[0m 0.03
30769 cic:/Coq/Reals/RIneq/eq_IZR.con
\e[0;32mOK
\e[0m 0.04
30770 cic:/Coq/Reals/RIneq/le_O_IZR.con
\e[0;32mOK
\e[0m 0.02
30771 cic:/Coq/Reals/RIneq/le_epsilon.con
\e[0;32mOK
\e[0m 0.16
30772 cic:/Coq/Reals/RIneq/lt_IZR.con
\e[0;32mOK
\e[0m 0.02
30773 cic:/Coq/Reals/RIneq/not_1_INR.con
\e[0;32mOK
\e[0m 0.02
30774 cic:/Coq/Reals/PartSum/sum_decomposition.con
\e[0;32mOK
\e[0m 0.33
30775 cic:/Coq/Reals/PartSum/tech2.con
\e[0;32mOK
\e[0m 0.23
30776 cic:/Coq/Reals/Exp_prop/div2_S_double.con
\e[0;32mOK
\e[0m 0.08
30777 cic:/Coq/Reals/Exp_prop/div2_double.con
\e[0;32mOK
\e[0m 0.08
30778 cic:/Coq/Reals/ArithProp/tech8.con
\e[0;32mOK
\e[0m 0.08
30779 cic:/Coq/Reals/AltSeries/CV_ALT_step2.con
\e[0;32mOK
\e[0m 0.50
30780 cic:/Coq/Reals/AltSeries/PI_tg_decreasing.con
\e[0;32mOK
\e[0m 0.33
30781 cic:/Coq/IntMap/Mapcard/MapMerge_Card_lb_r.con
\e[0;32mOK
\e[0m 0.03
30782 cic:/Coq/IntMap/Mapcard/MapSubset_Card_le.con
\e[0;32mOK
\e[0m 0.03
30783 cic:/Coq/IntMap/Mapc/FSetUnion_assoc_c.con
\e[0;32mOK
\e[0m 0.04
30784 cic:/Coq/IntMap/Mapc/FSetUnion_idempotent.con
\e[0;32mOK
\e[0m 0.01
30785 cic:/CoRN/model/structures/Qpossec/pos_imp_nonzero.con
\e[0;32mOK
\e[0m 0.03
30786 cic:/CoRN/model/setoids/Qsetoid/ap_Q_is_apartness.con
\e[0;32mOK
\e[0m 0.05
30787 cic:/CoRN/model/setoids/Npossetoid/Npos_mult.con
\e[0;32mOK
\e[0m 0.01
30788 cic:/CoRN/model/setoids/Nfinsetoid/CSetoid_of_less.con
\e[0;32mOK
\e[0m 0.01
30789 cic:/CoRN/model/monoids/twoelemmonoid/not_injective_f.con
\e[0;32mOK
\e[0m 0.05
30790 cic:/CoRN/model/monoids/freem_to_Nm/L_as_CSetoid_fun.con
\e[0;32mOK
\e[0m 0.02
30791 cic:/CoRN/model/monoids/Nm_to_cycm/surjective_f.con
\e[0;32mOK
\e[0m 0.04
30792 cic:/CoRN/model/abgroups/Zabgroup/Z_is_CAbGroup.con
\e[0;32mOK
\e[0m 0.05
30793 cic:/CoRN/model/Zmod/ZMod/Zmod_cancel_multiple.con
\e[0;32mOK
\e[0m 0.04
30794 cic:/CoRN/model/Zmod/ZMod/Zmodeq_opp_elim.con
\e[0;32mOK
\e[0m 0.02
30795 cic:/CoRN/model/Zmod/ZGcd/rem_dec.con
\e[0;32mOK
\e[0m 0.04
30796 cic:/CoRN/model/Zmod/ZDivides/Zdivides_Zmod0.con
\e[0;32mOK
\e[0m 0.03
30797 cic:/CoRN/model/Zmod/ZDivides/Zdivides_abs_intro.con
\e[0;32mOK
\e[0m 0.01
30798 cic:/CoRN/model/Zmod/ZDivides/Zmodeq_small.con
\e[0;32mOK
\e[0m 0.02
30799 cic:/CoRN/model/Zmod/Cmod/mod_nat.con
\e[0;32mOK
\e[0m 0.03
30800 cic:/CoRN/devel/loeb/per/lst2fun/CSetoid_of_less.con
\e[0;32mOK
\e[0m 0.02
30801 cic:/CoRN/devel/loeb/IDA/Ch6_inf/cyc_to_nat_as_csf.con
\e[0;32mOK
\e[0m 0.02
30802 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_strext.con
\e[0;32mOK
\e[0m 0.42
30803 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char11.con
\e[0;32mOK
\e[0m 0.85
30804 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/cyc_imp_comm.con
\e[0;32mOK
\e[0m 0.29
30805 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/mod_nat.con
\e[0;32mOK
\e[0m 0.04
30806 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/power_k.con
\e[0;32mOK
\e[0m 0.90
30807 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/weakly_inj1.con
\e[0;32mOK
\e[0m 18.22
30808 cic:/CoRN/devel/loeb/IDA/Ch6/L_as_CSetoid_fun.con
\e[0;32mOK
\e[0m 0.03
30809 cic:/CoRN/devel/loeb/IDA/Ch6/direct_product_is_CMonoid.con
\e[0;32mOK
\e[0m 0.05
30810 cic:/CoRN/devel/loeb/IDA/Ch6/iso_inv.con
\e[0;32mOK
\e[0m 0.73
30811 cic:/CoRN/devel/loeb/IDA/Ch6/not_injective_f.con
\e[0;32mOK
\e[0m 0.22
30812 cic:/CoRN/devel/loeb/IDA/Ch6/op_pres_Dbrack.con
\e[0;32mOK
\e[0m 3.37
30813 cic:/CoRN/devel/loeb/IDA/Ch6/surjective_f.con
\e[0;32mOK
\e[0m 0.05
30814 cic:/CoRN/algebra/CRings/cr_inv.con
\e[0;32mOK
\e[0m 0.03
30815 cic:/CoRN/algebra/CMonoids/Build_SubCMonoid.con
\e[0;32mOK
\e[0m 0.03
30816 cic:/CoRN/algebra/CMonoids/cyc_imp_comm.con
\e[0;32mOK
\e[0m 0.23
30817 cic:/CoRN/algebra/CMonoids/direct_product_is_CMonoid.con
\e[0;32mOK
\e[0m 0.04
30818 cic:/CoRN/algebra/CMonoids/iso_inv.con
\e[0;32mOK
\e[0m 0.48
30819 cic:/CoRN/algebra/CMonoids/op_pres_Dbrack.con
\e[0;32mOK
\e[0m 2.71
30820 cic:/CoRN/algebra/CMonoids/power_k.con
\e[0;32mOK
\e[0m 0.67
30821 cic:/CoRN/algebra/CMonoids/weakly_inj1.con
\e[0;32mOK
\e[0m 14.24
30822 cic:/CoRN/algebra/CMonoidCyc/C_plus_strext.con
\e[0;32mOK
\e[0m 0.46
30823 cic:/CoRN/algebra/CMonoidCyc/Char11.con
\e[0;32mOK
\e[0m 0.86
30824 cic:/CoRN/algebra/CMonoidCyc/cyc_to_nat_as_csf.con
\e[0;32mOK
\e[0m 0.02
30825 cic:/CoRN/algebra/CGroups/cg_minus.con
\e[0;32mOK
\e[0m 0.07
30826 cic:/CoRN/algebra/CGroups/cg_proof.con
\e[0;32mOK
\e[0m 0.15
30827 cic:/CoRN/algebra/CGroups/CGroup_basics/SubCGroups/Punit.var
\e[0;32mOK
\e[0m 0.02
30828 cic:/CoRN/algebra/CGroups/CGroup_basics/SubCGroups/inv_pres_P.var
\e[0;32mOK
\e[0m 0.01
30829 cic:/CoRN/algebra/CGroups/CGroup_basics/SubCGroups/op_pres_P.var
\e[0;32mOK
\e[0m 0.01
30830 cic:/CoRN/algebra/CGroups/CGroup_Ops/P.var
\e[0;32mOK
\e[0m 0.02
30831 cic:/CoRN/algebra/CGroups/CGroup_Ops/Q.var
\e[0;32mOK
\e[0m 0.02
30832 cic:/CoRN/algebra/CAbMonoids/cam_commutes.con
\e[0;32mOK
\e[0m 0.05
30833 cic:/CoRN/algebra/CAbGroups/CAbGroup.ind
\e[0;32mOK
\e[0m 71.91
30834 cic:/Cachan/SMC/op/BDDvar_make_list_OK_cons.con
\e[0;32mOK
\e[0m 0.05
30835 cic:/Cachan/SMC/mu/Eenv''_var''finite.con
\e[0;32mOK
\e[0m 0.03
30836 cic:/Cachan/SMC/mu/Eenv_var''LU_card.con
\e[0;32mOK
\e[0m 0.04
30837 cic:/Cachan/SMC/mu/bool_expr_to_var_env''_finite.con
\e[0;32mOK
\e[0m 0.03
30838 cic:/Cachan/SMC/make/BDDmake_keeps_config_OK.con
\e[0;32mOK
\e[0m 5.57
30839 cic:/Cachan/SMC/gc/new_bsBDDbounded_1.con
\e[0;32mOK
\e[0m 0.17
30840 cic:/Cachan/SMC/gc/new_fl_OK.con
\e[0;32mOK
\e[0m 0.34
30841 cic:/Cachan/SMC/gc/used_node_bs_1_preserved.con
\e[0;32mOK
\e[0m 0.08
30842 cic:/Sophia-Antipolis/geometry/Droite_espace/position_relative_droites_coplanaires.con
\e[0;32mOK
\e[0m 0.04
30843 cic:/Sophia-Antipolis/Rsa/Fermat/Fermat.con
\e[0;32mOK
\e[0m 0.06
30844 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_prop_th1.con
\e[0;31mFAIL
\e[0m
30845 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_prop_th2.con
\e[0;31mFAIL
\e[0m
30846 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/doubleton_uniqueness_Out.con
\e[0;31mFAIL
\e[0m
30847 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/efdom_Out.con
\e[0;31mFAIL
\e[0m
30848 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/eval_in_range_Out.con
\e[0;31mFAIL
\e[0m
30849 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/inv_eval_in_domain_Out.con
\e[0;31mFAIL
\e[0m
30850 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_next.con
\e[0;31mFAIL
\e[0m
30851 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1a/stepa2.var
\e[0;31mFAIL
\e[0m
30852 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1a/stepa3.var
\e[0;31mFAIL
\e[0m
30853 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2/step6.var
\e[0;31mFAIL
\e[0m
30854 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relations_in_cartesian_proof/step5.var
\e[0;31mFAIL
\e[0m
30855 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/relations_in_cartesian_proof/step6.var
\e[0;31mFAIL
\e[0m
30856 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_bounded_proof/cpb1/step7.var
\e[0;31mFAIL
\e[0m
30857 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluC/Cstep1.var
\e[0;31mFAIL
\e[0m
30858 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluC/Cstep2.var
\e[0;31mFAIL
\e[0m
30859 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluB/Bstep1.var
\e[0;31mFAIL
\e[0m
30860 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluB/Bstep2.var
\e[0;31mFAIL
\e[0m
30861 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain2/gd2B/step2.var
\e[0;31mFAIL
\e[0m
30862 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain2/gd2A/step2.var
\e[0;31mFAIL
\e[0m
30863 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain1/gd1b/step3.var
\e[0;31mFAIL
\e[0m
30864 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain1/gd1a/step2.var
\e[0;31mFAIL
\e[0m
30865 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_section_1/step1.var
\e[0;31mFAIL
\e[0m
30866 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_evaluation_proof/step1.var
\e[0;31mFAIL
\e[0m
30867 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/step7.var
\e[0;31mFAIL
\e[0m
30868 cic:/Sophia-Antipolis/Float/Zdivides/ZquotientMonotone.con
\e[0;32mOK
\e[0m 0.17
30869 cic:/Sophia-Antipolis/Float/Power/Rle_powerRZ.con
\e[0;32mOK
\e[0m 0.04
30870 cic:/Sophia-Antipolis/Float/Power/pow_R1.con
\e[0;32mOK
\e[0m 0.14
30871 cic:/Sophia-Antipolis/Float/MSB/maxDiv.con
\e[0;32mOK
\e[0m 0.03
30872 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicNnormMin.con
\e[0;32mOK
\e[0m 0.02
30873 cic:/Sophia-Antipolis/Float/Fnorm/firstNormalPosNormal.con
\e[0;32mOK
\e[0m 0.05
30874 cic:/Sophia-Antipolis/Float/Fnorm/nNrMMimLevNum.con
\e[0;32mOK
\e[0m 0.02
30875 cic:/Sophia-Antipolis/Float/Fnorm/vNumbMoreThanOne.con
\e[0;32mOK
\e[0m 0.03
30876 cic:/Sophia-Antipolis/Float/Faux/NEq_IZRO.con
\e[0;32mOK
\e[0m 0.03
30877 cic:/Sophia-Antipolis/Float/FSucc/ZltNormMinVnum.con
\e[0;32mOK
\e[0m 0.04
30878 cic:/Sophia-Antipolis/Float/FSucc/nNormMimLtvNum.con
\e[0;32mOK
\e[0m 0.14
30879 cic:/Sophia-Antipolis/Float/Digit/Zpower_nat_anti_monotone_le.con
\e[0;32mOK
\e[0m 0.05
30880 cic:/Sophia-Antipolis/Float/Digit/Zpower_nat_anti_monotone_lt.con
\e[0;32mOK
\e[0m 0.03
30881 cic:/Sophia-Antipolis/Float/Digit/Zpower_nat_monotone_le.con
\e[0;32mOK
\e[0m 0.03
30882 cic:/Sophia-Antipolis/Float/Digit/digitAuxMore.con
\e[0;32mOK
\e[0m 0.11
30883 cic:/Sophia-Antipolis/Buchberger/Preducestar/Reducef.con
\e[0;32mOK
\e[0m 2.95
30884 cic:/Sophia-Antipolis/Buchberger/Preducestar/reducestar_eqp_com.con
\e[0;32mOK
\e[0m 0.06
30885 cic:/Sophia-Antipolis/Buchberger/Preduceplus/reduce_plus_top.con
\e[0;31mFAIL
\e[0m
30886 cic:/Sophia-Antipolis/Buchberger/Preduceplus/reduceplus_mults_inv.con
\e[0;32mOK
\e[0m 0.04
30887 cic:/Sophia-Antipolis/Buchberger/Preduceplus/reduceplus_mults_invr_lem.con
\e[0;32mOK
\e[0m 0.14
30888 cic:/Sophia-Antipolis/Buchberger/Preduceplus/reduceplus_trans.con
\e[0;32mOK
\e[0m 0.05
30889 cic:/Sophia-Antipolis/Buchberger/Preduceplus/rep_plus_reduce.con
\e[0;31mFAIL
\e[0m
30890 cic:/Sophia-Antipolis/Buchberger/Pmult/multpf_assoc.con
\e[0;31mFAIL
\e[0m
30891 cic:/Sophia-Antipolis/Buchberger/Pmult/multpf_dist_plusl.con
\e[0;31mFAIL
\e[0m
30892 cic:/Sophia-Antipolis/Buchberger/Pcomb/CombLinear_reduce.con
\e[0;31mFAIL
\e[0m
30893 cic:/Sophia-Antipolis/Buchberger/Pcomb/reduce_cb.con
\e[0;31mFAIL
\e[0m
30894 cic:/Sophia-Antipolis/Buchberger/Pcomb/reduce_cb1.con
\e[0;31mFAIL
\e[0m
30895 cic:/Sophia-Antipolis/Buchberger/Pcomb/reduce_cb2.con
\e[0;31mFAIL
\e[0m
30896 cic:/Sophia-Antipolis/Buchberger/BuchRed/Cb_addEnd_cons.con
\e[0;31mFAIL
\e[0m
30897 cic:/Sophia-Antipolis/Buchberger/BuchRed/Cb_compo.con
\e[0;31mFAIL
\e[0m
30898 cic:/Sophia-Antipolis/Buchberger/BuchRed/Cb_cons_addEnd.con
\e[0;31mFAIL
\e[0m
30899 cic:/Sophia-Antipolis/Buchberger/BuchRed/reduceplus_divp.con
\e[0;32mOK
\e[0m 0.04
30900 cic:/Sophia-Antipolis/Buchberger/BuchRed/zerop_elim_Cb.con
\e[0;31mFAIL
\e[0m
30901 cic:/Sophia-Antipolis/Buchberger/BuchRed/zerop_elim_cb.con
\e[0;31mFAIL
\e[0m
30902 cic:/Sophia-Antipolis/Buchberger/BuchAux/Cb_in.con
\e[0;31mFAIL
\e[0m
30903 cic:/Sophia-Antipolis/Buchberger/BuchAux/Cb_in1.con
\e[0;31mFAIL
\e[0m
30904 cic:/Sophia-Antipolis/Buchberger/BuchAux/red_com.con
\e[0;32mOK
\e[0m 0.29
30905 cic:/Sophia-Antipolis/Buchberger/Buch/Cb_genPcP.con
\e[0;31mFAIL
\e[0m
30906 cic:/Sophia-Antipolis/Buchberger/Buch/genOCPf.con
\e[0;32mOK
\e[0m 0.02
30907 cic:/Sophia-Antipolis/Buchberger/Buch/genPcPf_incl.con
\e[0;32mOK
\e[0m 0.15
30908 cic:/Sophia-Antipolis/Buchberger/Buch/redln_cons.con
\e[0;31mFAIL
\e[0m
30909 cic:/Sophia-Antipolis/Bertrand/PowerBinomial/power_div_binomial1.con
\e[0;32mOK
\e[0m 0.07
30910 cic:/Sophia-Antipolis/Bertrand/PowerBinomial/power_div_binomial3.con
\e[0;32mOK
\e[0m 0.09
30911 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_assoc_prf.con
\e[0;31mFAIL
\e[0m
30912 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_on_ind.con
\e[0;31mFAIL
\e[0m
30913 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_on_rec.con
\e[0;31mFAIL
\e[0m
30914 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_rect.con
\e[0;31mFAIL
\e[0m
30915 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_set.con
\e[0;31mFAIL
\e[0m
30916 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/Hom/E.var
\e[0;31mFAIL
\e[0m
30917 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/Hom/F.var
\e[0;31mFAIL
\e[0m
30918 cic:/Sophia-Antipolis/Algebra/Monoid_util/sg.con
\e[0;31mFAIL
\e[0m
30919 cic:/Sophia-Antipolis/Algebra/Group_util/sg.con
\e[0;31mFAIL
\e[0m
30920 cic:/Sophia-Antipolis/Algebra/Free_monoid/FM_set.con
\e[0;31mFAIL
\e[0m
30921 cic:/Sophia-Antipolis/Algebra/Free_group/FG_set.con
\e[0;31mFAIL
\e[0m
30922 cic:/Sophia-Antipolis/Algebra/Free_abelian_monoid/FaM_set.con
\e[0;31mFAIL
\e[0m
30923 cic:/Sophia-Antipolis/Algebra/Free_abelian_group/FaG_set.con
\e[0;31mFAIL
\e[0m
30924 cic:/Sophia-Antipolis/Algebra/Fmap/finite_injective_surjective.con
\e[0;31mFAIL
\e[0m
30925 cic:/Sophia-Antipolis/Algebra/Fmap/finite_surjective_injective.con
\e[0;31mFAIL
\e[0m
30926 cic:/Sophia-Antipolis/Algebra/Cantor_Bernstein/Cantor_Berstein.con
\e[0;31mFAIL
\e[0m
30927 cic:/Rocq/TreeAutomata/union/union_state.con
\e[0;32mOK
\e[0m 0.03
30928 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_kill_empty_3.con
\e[0;31mFAIL
\e[0m
30929 cic:/Rocq/TreeAutomata/states_kill_empty/dta_kill_empty_states_lazy_semantics.con
\e[0;31mFAIL
\e[0m
30930 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_semantics.con
\e[0;31mFAIL
\e[0m
30931 cic:/Rocq/THREE_GAP/tools/first.con
\e[0;32mOK
\e[0m 0.03
30932 cic:/Rocq/THREE_GAP/tools/last.con
\e[0;32mOK
\e[0m 0.02
30933 cic:/Rocq/LAMBDA/Confluence/parallel_moves.con
\e[0;32mOK
\e[0m 0.04
30934 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_bounded_card.con
\e[0;32mOK
\e[0m 0.03
30935 cic:/Rocq/COC/Types/subject_reduction.con
\e[0;32mOK
\e[0m 0.03
30936 cic:/Rocq/COC/Types/type_kind_not_conv.con
\e[0;32mOK
\e[0m 0.02
30937 cic:/Rocq/COC/Machine/transl_message.con
\e[0;31mFAIL
\e[0m
30938 cic:/Rocq/COC/Machine/transl_ty_error.con
\e[0;31mFAIL
\e[0m
30939 cic:/Rocq/COC/Infer/inf_error_no_type.con
\e[0;31mFAIL
\e[0m
30940 cic:/Rocq/COC/Equiv/Econv_eq.con
\e[0;32mOK
\e[0m 0.18
30941 cic:/Rocq/COC/Conv/conv_kind_prop.con
\e[0;32mOK
\e[0m 0.03
30942 cic:/Rocq/COC/Consistency/hnf_proofs_sound.con
\e[0;32mOK
\e[0m 0.11
30943 cic:/Rocq/ARITH/ZChinese/Zgcd/gcdZ_exists.con
\e[0;32mOK
\e[0m 0.03
30944 cic:/Rocq/ARITH/Chinese/Zgcd/gcdZ_exists.con
\e[0;32mOK
\e[0m 0.03
30945 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Mass.con
\e[0;32mOK
\e[0m 0.03
30946 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Midl.con
\e[0;32mOK
\e[0m 0.02
30947 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Midr.con
\e[0;32mOK
\e[0m 0.02
30948 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/MonOp_law.con
\e[0;32mOK
\e[0m 0.02
30949 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Group/Inverses_rel.con
\e[0;32mOK
\e[0m 0.02
30950 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Fid_law0''.con
\e[0;32mOK
\e[0m 0.03
30951 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Comp''.con
\e[0;32mOK
\e[0m 0.03
30952 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Prf_ass''.con
\e[0;32mOK
\e[0m 0.19
30953 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Prf_idl''.con
\e[0;32mOK
\e[0m 0.06
30954 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Category_dup2/Prf_idr''.con
\e[0;32mOK
\e[0m 0.06
30955 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/Cond1_i.con
\e[0;32mOK
\e[0m 0.03
30956 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/Cond1_rect.con
\e[0;32mOK
\e[0m 0.03
30957 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/SSC1.ind
\e[0;32mOK
\e[0m 1.26
30958 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/Fpulb_mor.con
\e[0;32mOK
\e[0m 0.03
30959 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Products1/FunDiscr_arrow.con
\e[0;32mOK
\e[0m 0.03
30960 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/Equal_PA_mor.con
\e[0;32mOK
\e[0m 0.03
30961 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/K_fg.con
\e[0;32mOK
\e[0m 0.03
30962 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Const/Const_mor.con
\e[0;32mOK
\e[0m 0.03
30963 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Fid_law.con
\e[0;32mOK
\e[0m 0.04
30964 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunFreeMon/Dist_map_unit_law.con
\e[0;32mOK
\e[0m 0.03
30965 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Comp'.con
\e[0;32mOK
\e[0m 0.03
30966 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Prf_ass'.con
\e[0;32mOK
\e[0m 0.19
30967 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Prf_idl'.con
\e[0;32mOK
\e[0m 0.06
30968 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Category_dup1/Prf_idr'.con
\e[0;32mOK
\e[0m 0.08
30969 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/POb_ind.con
\e[0;32mOK
\e[0m 0.03
30970 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/POb_rec.con
\e[0;32mOK
\e[0m 0.02
30971 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Pmor.ind
\e[0;32mOK
\e[0m 4.22
30972 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Prod_Hom'.con
\e[0;32mOK
\e[0m 0.04
30973 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/Id_MON_unit_law.con
\e[0;32mOK
\e[0m 0.04
30974 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/Arrs_rect.con
\e[0;32mOK
\e[0m 0.03
30975 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/Codom.con
\e[0;32mOK
\e[0m 0.02
30976 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/Dom.con
\e[0;32mOK
\e[0m 0.02
30977 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/Equal_hom_ind.con
\e[0;32mOK
\e[0m 0.06
30978 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/Equal_hom_refl.con
\e[0;32mOK
\e[0m 0.03
30979 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/FullSubCat/Comp_FSC.con
\e[0;32mOK
\e[0m 0.14
30980 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/FullSubCat/Id_FSC.con
\e[0;32mOK
\e[0m 0.02
30981 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Comp.con
\e[0;32mOK
\e[0m 0.04
30982 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Prf_ass.con
\e[0;32mOK
\e[0m 0.20
30983 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Prf_idl.con
\e[0;32mOK
\e[0m 0.07
30984 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Prf_idr.con
\e[0;32mOK
\e[0m 0.08
30985 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Terminal/Single_is_Terminal.con
\e[0;32mOK
\e[0m 0.03
30986 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Initial.ind
\e[0;32mOK
\e[0m 4.23
30987 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Terminal.ind
\e[0;32mOK
\e[0m 4.23
30988 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Together_prod.con
\e[0;32mOK
\e[0m 0.06
30989 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunOne/FunOne_map_law.con
\e[0;32mOK
\e[0m 0.04
30990 cic:/Orsay/QArith/Qreduction/Qred.con
\e[0;32mOK
\e[0m 0.03
30991 cic:/Orsay/Maths/gcd/gcd_bezout.con
\e[0;32mOK
\e[0m 0.23
30992 cic:/Orsay/ExactRealArithmetic/sg/plus_tard.con
\e[0;32mOK
\e[0m 0.05
30993 cic:/Orsay/ExactRealArithmetic/sg/sg_mult_neg.con
\e[0;32mOK
\e[0m 0.11
30994 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/Rle_powerRZ.con
\e[0;32mOK
\e[0m 0.06
30995 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/powerRZ_Rabsolu.con
\e[0;32mOK
\e[0m 0.29
30996 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/encadrement_bis_prop2.con
\e[0;32mOK
\e[0m 0.16
30997 cic:/Nijmegen/QArith/sqrt2/root_monotonic.con
\e[0;32mOK
\e[0m 0.03
30998 cic:/Nijmegen/QArith/positive_fraction_encoding/fraction_encoding.con
\e[0;31mFAIL
\e[0m
30999 cic:/Nijmegen/QArith/positive_fraction_encoding/positive_fraction_encoding_0.con
\e[0;31mFAIL
\e[0m
31000 cic:/Nijmegen/QArith/positive_fraction_encoding/positive_fraction_encoding_1.con
\e[0;31mFAIL
\e[0m
31001 cic:/Nijmegen/QArith/positive_fraction_encoding/positive_fraction_encoding_2.con
\e[0;31mFAIL
\e[0m
31002 cic:/Nijmegen/QArith/positive_fraction_encoding/positive_fraction_encoding_equal.con
\e[0;31mFAIL
\e[0m
31003 cic:/Nijmegen/QArith/positive_fraction_encoding/positive_fraction_encoding_equal_strong.con
\e[0;31mFAIL
\e[0m
31004 cic:/Nijmegen/QArith/general_Q/Qpositive_i_c.con
\e[0;32mOK
\e[0m 0.05
31005 cic:/Nijmegen/QArith/general_Q/Qpositive_to_Z_is_integer_part.con
\e[0;32mOK
\e[0m 0.07
31006 cic:/Nijmegen/QArith/general_Q/length_of_Qpositive_is_length.con
\e[0;32mOK
\e[0m 0.05
31007 cic:/Nijmegen/QArith/general_Q/what_nR_does.con
\e[0;32mOK
\e[0m 0.09
31008 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/octet_lt_wf_rec_without_zeros_and_One.con
\e[0;32mOK
\e[0m 0.78
31009 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_denom_nonzero_Zero_Zero_ONE_Zero.con
\e[0;32mOK
\e[0m 0.03
31010 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_denom_nonzero_Zero_Zero_Zero_ONE.con
\e[0;32mOK
\e[0m 0.02
31011 cic:/Nijmegen/QArith/Qpositive/construct_correct4'.con
\e[0;32mOK
\e[0m 0.09
31012 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Qhomographic_Qpositive_to_Qpositive.con
\e[0;31mFAIL
\e[0m
31013 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/qlt_wf_rec_without_zeros_and_One.con
\e[0;32mOK
\e[0m 0.21
31014 cic:/Nijmegen/QArith/Q_order/Qmult_one_left.con
\e[0;32mOK
\e[0m 0.02
31015 cic:/Lyon/IEEE754/Diadic/ZROUND.con
\e[0;32mOK
\e[0m 0.04
31016 cic:/Lyon/GRAPHS-BASICS/Paths/Cycle_degree_one_nil.con
\e[0;31mFAIL
\e[0m
31017 cic:/Eindhoven/POCKLINGTON/gcd/gcd_lincomb_pos.con
\e[0;32mOK
\e[0m 0.21
31018 cic:/Coq/ZArith/Znumtheory/Zdivide_dec.con
\e[0;32mOK
\e[0m 0.05
31019 cic:/Coq/ZArith/Znumtheory/Zgcd_is_gcd.con
\e[0;32mOK
\e[0m 0.03
31020 cic:/Coq/ZArith/Znumtheory/Zgcd_is_pos.con
\e[0;32mOK
\e[0m 0.06
31021 cic:/Coq/ZArith/Znumtheory/Zis_gcd_bezout.con
\e[0;32mOK
\e[0m 0.22
31022 cic:/Coq/ZArith/Zlogarithm/log_sup_log_inf.con
\e[0;32mOK
\e[0m 0.41
31023 cic:/Coq/ZArith/Zdiv/Z_div_mult.con
\e[0;32mOK
\e[0m 0.04
31024 cic:/Coq/ZArith/Zdiv/Z_div_same.con
\e[0;32mOK
\e[0m 0.04
31025 cic:/Coq/Reals/SeqProp/CV_Cauchy.con
\e[0;32mOK
\e[0m 0.08
31026 cic:/Coq/Reals/SeqProp/CV_plus.con
\e[0;32mOK
\e[0m 0.18
31027 cic:/Coq/Reals/SeqProp/UL_sequence.con
\e[0;32mOK
\e[0m 0.10
31028 cic:/Coq/Reals/SeqProp/cv_infty_cv_R0.con
\e[0;32mOK
\e[0m 0.18
31029 cic:/Coq/Reals/SeqProp/decreasing_ineq.con
\e[0;32mOK
\e[0m 0.02
31030 cic:/Coq/Reals/Rtrigo_def/exp_cof_no_R0.con
\e[0;32mOK
\e[0m 0.02
31031 cic:/Coq/Reals/Rtopology/Rsepare.con
\e[0;32mOK
\e[0m 0.11
31032 cic:/Coq/Reals/Rtopology/ValAdh_un_prop.con
\e[0;32mOK
\e[0m 0.06
31033 cic:/Coq/Reals/Rtopology/compact_P2.con
\e[0;32mOK
\e[0m 0.38
31034 cic:/Coq/Reals/Rtopology/continuity_P2.con
\e[0;32mOK
\e[0m 0.03
31035 cic:/Coq/Reals/Rsigma/sigma_diff.con
\e[0;32mOK
\e[0m 0.04
31036 cic:/Coq/Reals/Rsigma/sigma_diff_neg.con
\e[0;32mOK
\e[0m 0.03
31037 cic:/Coq/Reals/Rsigma/sigma_first.con
\e[0;32mOK
\e[0m 0.03
31038 cic:/Coq/Reals/Rsigma/sigma_last.con
\e[0;32mOK
\e[0m 0.05
31039 cic:/Coq/Reals/Rprod/RfactN_fact2N_factk.con
\e[0;32mOK
\e[0m 0.24
31040 cic:/Coq/Reals/Rlimit/eps2.con
\e[0;32mOK
\e[0m 0.03
31041 cic:/Coq/Reals/RiemannInt_SF/StepFun_P10.con
\e[0;32mOK
\e[0m 1.17
31042 cic:/Coq/Reals/RiemannInt_SF/StepFun_P44.con
\e[0;32mOK
\e[0m 0.47
31043 cic:/Coq/Reals/RiemannInt_SF/StepFun_P45.con
\e[0;32mOK
\e[0m 0.32
31044 cic:/Coq/Reals/RiemannInt_SF/StepFun_P8.con
\e[0;32mOK
\e[0m 0.19
31045 cic:/Coq/Reals/RiemannInt/C1_fun.ind
\e[0;32mOK
\e[0m 92.79
31046 cic:/Coq/Reals/Rfunctions/pow_R1.con
\e[0;32mOK
\e[0m 0.14
31047 cic:/Coq/Reals/Rfunctions/pow_maj_Rabs.con
\e[0;32mOK
\e[0m 0.06
31048 cic:/Coq/Reals/Rfunctions/simpl_fact.con
\e[0;32mOK
\e[0m 0.03
31049 cic:/Coq/Reals/Ranalysis1/continuity_comp.con
\e[0;32mOK
\e[0m 0.03
31050 cic:/Coq/Reals/Ranalysis1/continuity_const.con
\e[0;32mOK
\e[0m 0.02
31051 cic:/Coq/Reals/Ranalysis1/continuity_mult.con
\e[0;32mOK
\e[0m 0.02
31052 cic:/Coq/Reals/Ranalysis1/continuity_opp.con
\e[0;32mOK
\e[0m 0.02
31053 cic:/Coq/Reals/Ranalysis1/continuity_scal.con
\e[0;32mOK
\e[0m 0.02
31054 cic:/Coq/Reals/Ranalysis1/derivable_opp.con
\e[0;32mOK
\e[0m 0.02
31055 cic:/Coq/Reals/RList/RList_P15.con
\e[0;32mOK
\e[0m 0.07
31056 cic:/Coq/Reals/RList/RList_P16.con
\e[0;32mOK
\e[0m 0.11
31057 cic:/Coq/Reals/RIneq/IZR_ge.con
\e[0;32mOK
\e[0m 0.04
31058 cic:/Coq/Reals/RIneq/IZR_le.con
\e[0;32mOK
\e[0m 0.03
31059 cic:/Coq/Reals/RIneq/le_IZR.con
\e[0;32mOK
\e[0m 0.02
31060 cic:/Coq/Reals/RIneq/not_O_IZR.con
\e[0;32mOK
\e[0m 0.02
31061 cic:/Coq/Reals/RIneq/one_IZR_lt1.con
\e[0;32mOK
\e[0m 0.02
31062 cic:/Coq/Reals/PartSum/cauchy_abs.con
\e[0;32mOK
\e[0m 1.57
31063 cic:/Coq/Reals/PartSum/cv_cauchy_1.con
\e[0;32mOK
\e[0m 0.24
31064 cic:/Coq/Reals/DiscrR/IZR_neq.con
\e[0;32mOK
\e[0m 0.02
31065 cic:/Coq/Reals/Cos_rel/pow_sqr.con
\e[0;32mOK
\e[0m 0.03
31066 cic:/Coq/Reals/Cauchy_prod/cauchy_finite.con
\e[0;32mOK
\e[0m 1.63
31067 cic:/Coq/Reals/Binomial/pascal_step2.con
\e[0;32mOK
\e[0m 0.14
31068 cic:/Coq/Reals/Binomial/pascal_step3.con
\e[0;32mOK
\e[0m 0.18
31069 cic:/Coq/Reals/ArithProp/le_double.con
\e[0;32mOK
\e[0m 0.03
31070 cic:/Coq/Reals/AltSeries/CV_ALT_step3.con
\e[0;32mOK
\e[0m 0.08
31071 cic:/Coq/IntMap/Maplists/Elems_app.con
\e[0;32mOK
\e[0m 0.05
31072 cic:/Coq/IntMap/Mapcard/MapSubset_card_eq.con
\e[0;32mOK
\e[0m 0.04
31073 cic:/CoRN/tactics/GroupReflection/Group_NormCorrect/G.var
\e[0;32mOK
\e[0m 0.02
31074 cic:/CoRN/tactics/GroupReflection/Group_Interpretation_Function/G.var
\e[0;32mOK
\e[0m 0.03
31075 cic:/CoRN/model/structures/Qpossec/QTWOpos_is_left_unit0.con
\e[0;32mOK
\e[0m 0.08
31076 cic:/CoRN/model/structures/Qpossec/QTWOpos_is_rht_unit0.con
\e[0;32mOK
\e[0m 0.10
31077 cic:/CoRN/model/structures/Qpossec/inv_pres_pos0.con
\e[0;32mOK
\e[0m 0.04
31078 cic:/CoRN/model/structures/Qpossec/multdiv2_is_inv.con
\e[0;32mOK
\e[0m 0.27
31079 cic:/CoRN/model/setoids/Qsetoid/Q_as_CSetoid.con
\e[0;32mOK
\e[0m 0.03
31080 cic:/CoRN/model/setoids/Npossetoid/no_inverse_Nposmult1.con
\e[0;32mOK
\e[0m 0.21
31081 cic:/CoRN/model/semigroups/Npossemigroup/Nposmult_is_CSemiGroup.con
\e[0;32mOK
\e[0m 0.53
31082 cic:/CoRN/model/monoids/freem_to_Nm/L_is_morphism.con
\e[0;32mOK
\e[0m 0.06
31083 cic:/CoRN/model/monoids/Nposmonoid/lftunitNpos.con
\e[0;32mOK
\e[0m 0.10
31084 cic:/CoRN/model/monoids/Nposmonoid/rhtunitNpos.con
\e[0;32mOK
\e[0m 0.08
31085 cic:/CoRN/model/monoids/Nm_to_freem/p70text/A.var
\e[0;32mOK
\e[0m 0.02
31086 cic:/CoRN/model/abgroups/Zabgroup/Z_as_CAbGroup.con
\e[0;32mOK
\e[0m 0.04
31087 cic:/CoRN/model/Zmod/ZMod/Zmod_minus_intro.con
\e[0;32mOK
\e[0m 0.03
31088 cic:/CoRN/model/Zmod/ZMod/Zmod_multiple.con
\e[0;32mOK
\e[0m 0.02
31089 cic:/CoRN/model/Zmod/ZMod/Zmod_same.con
\e[0;32mOK
\e[0m 0.02
31090 cic:/CoRN/model/Zmod/ZMod/Zmod_small.con
\e[0;32mOK
\e[0m 0.03
31091 cic:/CoRN/model/Zmod/ZMod/Zmodeq_opp_intro.con
\e[0;32mOK
\e[0m 0.02
31092 cic:/CoRN/model/Zmod/ZGcd/pp_gcd_ind.con
\e[0;32mOK
\e[0m 0.04
31093 cic:/CoRN/model/Zmod/ZDivides/Zdiv_remainder_unique.con
\e[0;32mOK
\e[0m 0.04
31094 cic:/CoRN/model/Zmod/Cmod/mod_nat_correct.con
\e[0;32mOK
\e[0m 0.06
31095 cic:/CoRN/model/Zmod/Cmod/nat_Z_div_subproof0.con
\e[0;32mOK
\e[0m 0.07
31096 cic:/CoRN/devel/loeb/per/csetfun/PS_as_CMonoid.con
\e[0;32mOK
\e[0m 0.04
31097 cic:/CoRN/devel/loeb/IDA/Ch6_th17/Th17_partII.con
\e[0;32mOK
\e[0m 0.40
31098 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_as_bin_fun.con
\e[0;32mOK
\e[0m 0.03
31099 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/mod_nat_correct.con
\e[0;32mOK
\e[0m 0.05
31100 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/mod_nat_pi.con
\e[0;32mOK
\e[0m 0.11
31101 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/nat_Z_div_subproof0.con
\e[0;32mOK
\e[0m 0.07
31102 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/power_k_n_subproof.con
\e[0;32mOK
\e[0m 0.06
31103 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/power_k_n_subproof0.con
\e[0;32mOK
\e[0m 0.64
31104 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char/power_mod.var
\e[0;32mOK
\e[0m 0.02
31105 cic:/CoRN/devel/loeb/IDA/Ch6_bi/inj_surj/IL/power_mod.var
\e[0;32mOK
\e[0m 0.02
31106 cic:/CoRN/devel/loeb/IDA/Ch6/Dbrack_as_CMonoid.con
\e[0;32mOK
\e[0m 0.02
31107 cic:/CoRN/devel/loeb/IDA/Ch6/K_is_Monoid.con
\e[0;32mOK
\e[0m 0.02
31108 cic:/CoRN/devel/loeb/IDA/Ch6/L_is_morphism.con
\e[0;32mOK
\e[0m 0.05
31109 cic:/CoRN/devel/loeb/IDA/Ch6/direct_product_as_CMonoid.con
\e[0;32mOK
\e[0m 0.02
31110 cic:/CoRN/devel/loeb/IDA/Ch6/p70text/A.var
\e[0;32mOK
\e[0m 0.02
31111 cic:/CoRN/algebra/CSums/Sums/G.var
\e[0;32mOK
\e[0m 0.02
31112 cic:/CoRN/algebra/CSums/More_Sums/G.var
\e[0;32mOK
\e[0m 0.02
31113 cic:/CoRN/algebra/CRings/cr_minus.con
\e[0;32mOK
\e[0m 0.03
31114 cic:/CoRN/algebra/CMonoids/Dbrack_as_CMonoid.con
\e[0;32mOK
\e[0m 0.03
31115 cic:/CoRN/algebra/CMonoids/K_is_Monoid.con
\e[0;32mOK
\e[0m 0.02
31116 cic:/CoRN/algebra/CMonoids/PS_as_CMonoid.con
\e[0;32mOK
\e[0m 0.04
31117 cic:/CoRN/algebra/CMonoids/direct_product_as_CMonoid.con
\e[0;32mOK
\e[0m 0.02
31118 cic:/CoRN/algebra/CMonoids/power_k_n_subproof.con
\e[0;32mOK
\e[0m 0.06
31119 cic:/CoRN/algebra/CMonoids/power_k_n_subproof0.con
\e[0;32mOK
\e[0m 0.63
31120 cic:/CoRN/algebra/CMonoidCyc/C_plus_as_bin_fun.con
\e[0;32mOK
\e[0m 0.03
31121 cic:/CoRN/algebra/CMonoidCyc/Th17_partII.con
\e[0;32mOK
\e[0m 0.40
31122 cic:/CoRN/algebra/CMonoidCyc/mod_nat_pi.con
\e[0;32mOK
\e[0m 0.12
31123 cic:/CoRN/algebra/CMonoidCyc/inj_surj/IL/power_mod.var
\e[0;32mOK
\e[0m 0.03
31124 cic:/CoRN/algebra/CMonoidCyc/Char/power_mod.var
\e[0;32mOK
\e[0m 0.02
31125 cic:/CoRN/algebra/CGroups/assoc_2.con
\e[0;32mOK
\e[0m 0.03
31126 cic:/CoRN/algebra/CGroups/cg_inverse.con
\e[0;32mOK
\e[0m 0.02
31127 cic:/CoRN/algebra/CGroups/cg_minus_strext.con
\e[0;32mOK
\e[0m 0.07
31128 cic:/CoRN/algebra/CGroups/cg_minus_unfolded.con
\e[0;32mOK
\e[0m 0.02
31129 cic:/CoRN/algebra/CGroups/cg_minus_wd.con
\e[0;32mOK
\e[0m 0.06
31130 cic:/CoRN/algebra/CGroups/part_function_inv_strext.con
\e[0;32mOK
\e[0m 0.04
31131 cic:/CoRN/algebra/CGroups/zero_minus.con
\e[0;32mOK
\e[0m 0.02
31132 cic:/CoRN/algebra/CGroups/CGroup_basics/SubCGroups/subcrr.var
\e[0;32mOK
\e[0m 0.02
31133 cic:/CoRN/algebra/CAbMonoids/cam_commutes_unfolded.con
\e[0;32mOK
\e[0m 0.03
31134 cic:/CoRN/algebra/CAbMonoids/Abelian_Monoids/SubCAbMonoids/subcrr.var
\e[0;32mOK
\e[0m 0.02
31135 cic:/CoRN/algebra/CAbGroups/Build_CAbGroup'.con
\e[0;32mOK
\e[0m 0.04
31136 cic:/CoRN/algebra/CAbGroups/CAbGroup_rect.con
\e[0;32mOK
\e[0m 0.03
31137 cic:/CoRN/algebra/CAbGroups/cag_crr.con
\e[0;32mOK
\e[0m 0.02
31138 cic:/CoRN/algebra/CAbGroups/Group_Extras/G.var
\e[0;32mOK
\e[0m 0.02
31139 cic:/CoRN/algebra/CAbGroups/Abelian_Groups/Various/G.var
\e[0;32mOK
\e[0m 0.03
31140 cic:/CoRN/algebra/CAbGroups/Abelian_Groups/SubCAbGroups/G.var
\e[0;32mOK
\e[0m 0.03
31141 cic:/CoRN/algebra/CAbGroups/Abelian_Groups/AbGroup_Axioms/G.var
\e[0;32mOK
\e[0m 0.02
31142 cic:/Cachan/SMC/or/BDDor_1_lemma.con
\e[0;32mOK
\e[0m 51.63
31143 cic:/Cachan/SMC/op/BDDvar_make_config_OK.con
\e[0;32mOK
\e[0m 1.70
31144 cic:/Cachan/SMC/neg/BDDneg_1_lemma.con
\e[0;32mOK
\e[0m 25.61
31145 cic:/Cachan/SMC/muset/env_to_be_lemma1.con
\e[0;32mOK
\e[0m 0.03
31146 cic:/Cachan/SMC/mu/Eenv''_var''card.con
\e[0;32mOK
\e[0m 0.02
31147 cic:/Cachan/SMC/mu/bool_expr_to_var_env''_card.con
\e[0;32mOK
\e[0m 0.03
31148 cic:/Cachan/SMC/mu/decreasing_be_seq.con
\e[0;32mOK
\e[0m 0.04
31149 cic:/Cachan/SMC/gc/new_bs_OK.con
\e[0;32mOK
\e[0m 0.10
31150 cic:/Cachan/SMC/gc/new_share_OK.con
\e[0;32mOK
\e[0m 0.23
31151 cic:/Sophia-Antipolis/geometry/vecteur/vecteur_nul_conf.con
\e[0;32mOK
\e[0m 0.06
31152 cic:/Sophia-Antipolis/geometry/operations_complexes/argument_module_un.con
\e[0;32mOK
\e[0m 0.03
31153 cic:/Sophia-Antipolis/geometry/milieu/add_PP_milieu.con
\e[0;32mOK
\e[0m 0.03
31154 cic:/Sophia-Antipolis/geometry/milieu/alignes_milieu.con
\e[0;32mOK
\e[0m 0.02
31155 cic:/Sophia-Antipolis/geometry/milieu/milieu_permute.con
\e[0;32mOK
\e[0m 0.03
31156 cic:/Sophia-Antipolis/geometry/milieu/prop_vecteur_milieu.con
\e[0;32mOK
\e[0m 0.20
31157 cic:/Sophia-Antipolis/geometry/dilatations/homothetie_bipoint.con
\e[0;32mOK
\e[0m 0.30
31158 cic:/Sophia-Antipolis/geometry/dilatations/homothetie_milieu.con
\e[0;32mOK
\e[0m 0.60
31159 cic:/Sophia-Antipolis/geometry/dilatations/homothetie_vecteur.con
\e[0;32mOK
\e[0m 0.15
31160 cic:/Sophia-Antipolis/geometry/dilatations/rec_translation_vecteur.con
\e[0;32mOK
\e[0m 0.15
31161 cic:/Sophia-Antipolis/geometry/dilatations/translation_vecteur.con
\e[0;32mOK
\e[0m 0.15
31162 cic:/Sophia-Antipolis/geometry/dilatations/vecteur_homothetie.con
\e[0;32mOK
\e[0m 0.16
31163 cic:/Sophia-Antipolis/geometry/composee_dilatations/compo_homothetie_IJ.con
\e[0;32mOK
\e[0m 0.11
31164 cic:/Sophia-Antipolis/geometry/composee_dilatations/composee_homothetie_translation.con
\e[0;32mOK
\e[0m 0.41
31165 cic:/Sophia-Antipolis/geometry/barycentre/existence_representant_som_vecteur.con
\e[0;32mOK
\e[0m 0.23
31166 cic:/Sophia-Antipolis/geometry/barycentre/existence_representant_vecteur.con
\e[0;32mOK
\e[0m 0.14
31167 cic:/Sophia-Antipolis/geometry/alignement/cas_degenere_alignes1.con
\e[0;32mOK
\e[0m 0.10
31168 cic:/Sophia-Antipolis/geometry/Rutile/deux_demi.con
\e[0;32mOK
\e[0m 0.04
31169 cic:/Sophia-Antipolis/geometry/Rutile/lR15.con
\e[0;32mOK
\e[0m 0.18
31170 cic:/Sophia-Antipolis/geometry/Rutile/nonzero_deux.con
\e[0;32mOK
\e[0m 0.02
31171 cic:/Sophia-Antipolis/geometry/Rutile/nonzero_invtrois.con
\e[0;32mOK
\e[0m 0.03
31172 cic:/Sophia-Antipolis/geometry/Rutile/nonzero_oppdeux.con
\e[0;32mOK
\e[0m 0.03
31173 cic:/Sophia-Antipolis/geometry/Rutile/nonzero_opptrois.con
\e[0;32mOK
\e[0m 0.02
31174 cic:/Sophia-Antipolis/geometry/Rutile/nonzero_oppun.con
\e[0;32mOK
\e[0m 0.02
31175 cic:/Sophia-Antipolis/geometry/Rutile/nonzero_trois.con
\e[0;32mOK
\e[0m 0.01
31176 cic:/Sophia-Antipolis/geometry/Rutile/nonzero_un.con
\e[0;32mOK
\e[0m 0.01
31177 cic:/Sophia-Antipolis/geometry/Rutile/opp_inv_demi_nonzero.con
\e[0;32mOK
\e[0m 0.03
31178 cic:/Sophia-Antipolis/Rsa/Rsa/rsa_correct.con
\e[0;32mOK
\e[0m 0.09
31179 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Doubleton_uniqueness.con
\e[0;31mFAIL
\e[0m
31180 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/EV_in_range.con
\e[0;31mFAIL
\e[0m
31181 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cpb1_Out.con
\e[0;31mFAIL
\e[0m
31182 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/empty_function_domain_empty.con
\e[0;31mFAIL
\e[0m
31183 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/gd1a_Out.con
\e[0;31mFAIL
\e[0m
31184 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/gd1b_Out.con
\e[0;31mFAIL
\e[0m
31185 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/gd2A_Out.con
\e[0;31mFAIL
\e[0m
31186 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/gd2B_Out.con
\e[0;31mFAIL
\e[0m
31187 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/inverse_EV_in_domain.con
\e[0;31mFAIL
\e[0m
31188 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_induction_next_1.con
\e[0;31mFAIL
\e[0m
31189 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1a/stepa6.var
\e[0;31mFAIL
\e[0m
31190 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2/step7.var
\e[0;31mFAIL
\e[0m
31191 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluC/Cstep6.var
\e[0;31mFAIL
\e[0m
31192 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluB/Bstep6.var
\e[0;31mFAIL
\e[0m
31193 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_section_1/step3.var
\e[0;31mFAIL
\e[0m
31194 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_evaluation_proof/step2.var
\e[0;31mFAIL
\e[0m
31195 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/step8.var
\e[0;31mFAIL
\e[0m
31196 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_prop_3/step2.var
\e[0;31mFAIL
\e[0m
31197 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_prop_3/step3.var
\e[0;31mFAIL
\e[0m
31198 cic:/Sophia-Antipolis/Float/Power/Rpow_R1.con
\e[0;32mOK
\e[0m 0.05
31199 cic:/Sophia-Antipolis/Float/Power/Zlt_powerRZ.con
\e[0;32mOK
\e[0m 0.02
31200 cic:/Sophia-Antipolis/Float/MSB/Fexp_le_LSB_subproof.con
\e[0;32mOK
\e[0m 0.06
31201 cic:/Sophia-Antipolis/Float/MSB/LSB.con
\e[0;32mOK
\e[0m 0.02
31202 cic:/Sophia-Antipolis/Float/MSB/maxDivCorrect.con
\e[0;32mOK
\e[0m 0.04
31203 cic:/Sophia-Antipolis/Float/MSB/maxDivLess.con
\e[0;32mOK
\e[0m 0.03
31204 cic:/Sophia-Antipolis/Float/MSB/maxDivSimplAux.con
\e[0;32mOK
\e[0m 0.11
31205 cic:/Sophia-Antipolis/Float/MSB/maxDivSimplInvAux_subproof.con
\e[0;32mOK
\e[0m 0.08
31206 cic:/Sophia-Antipolis/Float/MSB/maxDivSimplInv_subproof.con
\e[0;32mOK
\e[0m 0.15
31207 cic:/Sophia-Antipolis/Float/MSB/maxDivSimpl_subproof.con
\e[0;32mOK
\e[0m 0.27
31208 cic:/Sophia-Antipolis/Float/MSB/maxDivUniqueInverse.con
\e[0;32mOK
\e[0m 0.15
31209 cic:/Sophia-Antipolis/Float/MSB/maxDiv_abs.con
\e[0;32mOK
\e[0m 0.15
31210 cic:/Sophia-Antipolis/Float/MSB/maxDiv_opp.con
\e[0;32mOK
\e[0m 0.13
31211 cic:/Sophia-Antipolis/Float/Fop/Fmult_correct.con
\e[0;32mOK
\e[0m 0.07
31212 cic:/Sophia-Antipolis/Float/Fop/Fplus_correct.con
\e[0;32mOK
\e[0m 0.14
31213 cic:/Sophia-Antipolis/Float/Fnorm/FboundNext.con
\e[0;32mOK
\e[0m 0.11
31214 cic:/Sophia-Antipolis/Float/Fnorm/FboundedOne.con
\e[0;32mOK
\e[0m 0.02
31215 cic:/Sophia-Antipolis/Float/Fnorm/FnormalPpred.con
\e[0;32mOK
\e[0m 0.08
31216 cic:/Sophia-Antipolis/Float/FminOp/NotR0NotZero.con
\e[0;32mOK
\e[0m 0.03
31217 cic:/Sophia-Antipolis/Float/Fmin/boundBoundNat.con
\e[0;32mOK
\e[0m 0.03
31218 cic:/Sophia-Antipolis/Float/Fmin/mBFadic_correct2.con
\e[0;32mOK
\e[0m 0.07
31219 cic:/Sophia-Antipolis/Float/Fmin/mBFadic_correct3.con
\e[0;32mOK
\e[0m 0.07
31220 cic:/Sophia-Antipolis/Float/Float/FshiftCorrect.con
\e[0;32mOK
\e[0m 0.04
31221 cic:/Sophia-Antipolis/Float/Float/FtoREqInv2.con
\e[0;32mOK
\e[0m 0.03
31222 cic:/Sophia-Antipolis/Float/Float/is_Fzero_rep2.con
\e[0;32mOK
\e[0m 0.03
31223 cic:/Sophia-Antipolis/Float/Fcomp/Fdiff_correct.con
\e[0;32mOK
\e[0m 0.14
31224 cic:/Sophia-Antipolis/Float/Fbound/FvalScale.con
\e[0;32mOK
\e[0m 0.07
31225 cic:/Sophia-Antipolis/Float/Faux/Rlt_IZR.con
\e[0;32mOK
\e[0m 0.02
31226 cic:/Sophia-Antipolis/Float/FSucc/FBoundedSuc.con
\e[0;32mOK
\e[0m 0.13
31227 cic:/Sophia-Antipolis/Float/FSucc/FSucFSucMid.con
\e[0;32mOK
\e[0m 0.16
31228 cic:/Sophia-Antipolis/Float/FSucc/FSuccNormNegNormMin.con
\e[0;32mOK
\e[0m 0.17
31229 cic:/Sophia-Antipolis/Float/FSucc/FSuccSubnormNearNormMin.con
\e[0;32mOK
\e[0m 0.16
31230 cic:/Sophia-Antipolis/Float/FPred/FPredSimpl3.con
\e[0;32mOK
\e[0m 0.08
31231 cic:/Sophia-Antipolis/Float/FPred/FPredSuc.con
\e[0;32mOK
\e[0m 0.43
31232 cic:/Sophia-Antipolis/Float/FPred/FSucPred.con
\e[0;32mOK
\e[0m 0.46
31233 cic:/Sophia-Antipolis/Float/Digit/Zpower_nat_anti_eq.con
\e[0;32mOK
\e[0m 0.03
31234 cic:/Sophia-Antipolis/Float/Digit/digitMore.con
\e[0;32mOK
\e[0m 0.04
31235 cic:/Sophia-Antipolis/Float/ClosestPlus/pPredMoreThanOne.con
\e[0;32mOK
\e[0m 0.03
31236 cic:/Sophia-Antipolis/Float/ClosestPlus/pPredMoreThanRadix.con
\e[0;32mOK
\e[0m 0.03
31237 cic:/Sophia-Antipolis/Buchberger/Preducestar/reduce0_reducestar.con
\e[0;32mOK
\e[0m 0.18
31238 cic:/Sophia-Antipolis/Buchberger/Preducestar/reducestar_in_pO.con
\e[0;32mOK
\e[0m 0.04
31239 cic:/Sophia-Antipolis/Buchberger/Preducestar/reducestar_trans.con
\e[0;32mOK
\e[0m 0.05
31240 cic:/Sophia-Antipolis/Buchberger/Preduceplus/one_plus_reduceplus.con
\e[0;31mFAIL
\e[0m
31241 cic:/Sophia-Antipolis/Buchberger/Preduceplus/reduceplus_mults_invr.con
\e[0;32mOK
\e[0m 0.04
31242 cic:/Sophia-Antipolis/Buchberger/Preduceplus/rep_plus_zero_reduce.con
\e[0;31mFAIL
\e[0m
31243 cic:/Sophia-Antipolis/Buchberger/Pcrit/Rminus_is_reduceplus.con
\e[0;32mOK
\e[0m 0.33
31244 cic:/Sophia-Antipolis/Buchberger/Pcrit/spoly_reduceplus_pO.con
\e[0;31mFAIL
\e[0m
31245 cic:/Sophia-Antipolis/Buchberger/Pcomb/CombLinear_reduceplus.con
\e[0;31mFAIL
\e[0m
31246 cic:/Sophia-Antipolis/Buchberger/Pcomb/reduceplus_cb.con
\e[0;31mFAIL
\e[0m
31247 cic:/Sophia-Antipolis/Buchberger/Pcomb/reduceplus_cb1_lem.con
\e[0;31mFAIL
\e[0m
31248 cic:/Sophia-Antipolis/Buchberger/Pcomb/reduceplus_cb2_lem.con
\e[0;31mFAIL
\e[0m
31249 cic:/Sophia-Antipolis/Buchberger/BuchRed/Cb_trans_cons.con
\e[0;31mFAIL
\e[0m
31250 cic:/Sophia-Antipolis/Buchberger/BuchRed/grobner_def.con
\e[0;32mOK
\e[0m 0.36
31251 cic:/Sophia-Antipolis/Buchberger/BuchRed/reducestar_divp.con
\e[0;32mOK
\e[0m 0.09
31252 cic:/Sophia-Antipolis/Buchberger/BuchAux/nf.con
\e[0;32mOK
\e[0m 0.06
31253 cic:/Sophia-Antipolis/Buchberger/Buch/Cb_genPcPf.con
\e[0;31mFAIL
\e[0m
31254 cic:/Sophia-Antipolis/Buchberger/Buch/Cb_stable.con
\e[0;31mFAIL
\e[0m
31255 cic:/Sophia-Antipolis/Buchberger/Buch/reds_SpolyQ.con
\e[0;31mFAIL
\e[0m
31256 cic:/Sophia-Antipolis/Buchberger/Buch/reds_com.con
\e[0;31mFAIL
\e[0m
31257 cic:/Sophia-Antipolis/Bertrand/PowerBinomial/power_div_binomial2.con
\e[0;32mOK
\e[0m 0.03
31258 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_ind.con
\e[0;31mFAIL
\e[0m
31259 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_on_def.con
\e[0;31mFAIL
\e[0m
31260 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_rec.con
\e[0;31mFAIL
\e[0m
31261 cic:/Rocq/TreeAutomata/union/insert_ostate_5.con
\e[0;32mOK
\e[0m 0.03
31262 cic:/Rocq/TreeAutomata/states_kill_empty/dt_kill_empty_kill_empty.con
\e[0;31mFAIL
\e[0m
31263 cic:/Rocq/TreeAutomata/non_coacc_kill/predta_kill_non_coacc_lazy_semantics.con
\e[0;31mFAIL
\e[0m
31264 cic:/Rocq/THREE_GAP/three_gap/num1.con
\e[0;32mOK
\e[0m 0.04
31265 cic:/Rocq/THREE_GAP/three_gap/num2.con
\e[0;32mOK
\e[0m 0.01
31266 cic:/Rocq/THREE_GAP/three_gap/num3.con
\e[0;32mOK
\e[0m 0.01
31267 cic:/Rocq/THREE_GAP/prop_elem/first_0.con
\e[0;32mOK
\e[0m 0.18
31268 cic:/Rocq/THREE_GAP/prop_elem/first_N.con
\e[0;32mOK
\e[0m 0.16
31269 cic:/Rocq/THREE_GAP/prop_elem/first_N01.con
\e[0;32mOK
\e[0m 0.13
31270 cic:/Rocq/THREE_GAP/prop_elem/first_n.con
\e[0;32mOK
\e[0m 0.67
31271 cic:/Rocq/THREE_GAP/prop_elem/last_0.con
\e[0;32mOK
\e[0m 0.29
31272 cic:/Rocq/THREE_GAP/prop_elem/last_N.con
\e[0;32mOK
\e[0m 0.16
31273 cic:/Rocq/THREE_GAP/prop_elem/last_N01.con
\e[0;32mOK
\e[0m 0.13
31274 cic:/Rocq/THREE_GAP/prop_elem/last_n.con
\e[0;32mOK
\e[0m 0.66
31275 cic:/Rocq/THREE_GAP/preuve1/M.con
\e[0;32mOK
\e[0m 0.03
31276 cic:/Rocq/LAMBDA/Confluence/confluence_parallel_reduction.con
\e[0;32mOK
\e[0m 0.02
31277 cic:/Rocq/GRAPHS/cgraph/ad_1_path_dist_big_enough_1.con
\e[0;32mOK
\e[0m 0.33
31278 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_dist_correct_1.con
\e[0;32mOK
\e[0m 0.02
31279 cic:/Rocq/COC/Types/typ_conv_conv.con
\e[0;32mOK
\e[0m 0.02
31280 cic:/Rocq/COC/Types/type_reduction.con
\e[0;32mOK
\e[0m 0.05
31281 cic:/Rocq/COC/Machine/transl_error.con
\e[0;31mFAIL
\e[0m
31282 cic:/Rocq/COC/Infer/chk_error_no_type.con
\e[0;31mFAIL
\e[0m
31283 cic:/Rocq/COC/Infer/decl_err_not_wf.con
\e[0;31mFAIL
\e[0m
31284 cic:/Rocq/COC/Consistency/coc_consistency_nf.con
\e[0;32mOK
\e[0m 0.20
31285 cic:/Rocq/ARITH/ZChinese/Zgcd/gcdZ.con
\e[0;32mOK
\e[0m 0.03
31286 cic:/Rocq/ARITH/Chinese/Zgcd/gcdZ.con
\e[0;32mOK
\e[0m 0.02
31287 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Mass1.con
\e[0;32mOK
\e[0m 0.03
31288 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Midl1.con
\e[0;32mOK
\e[0m 0.02
31289 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Midr1.con
\e[0;32mOK
\e[0m 0.02
31290 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/MonMor.ind
\e[0;31mSKIPPED
\e[0m
31291 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inverses.ind
\e[0;31mSKIPPED
\e[0m
31292 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inverses_unit_invs.con
\e[0;32mOK
\e[0m 0.04
31293 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Group/Group_invl.con
\e[0;32mOK
\e[0m 0.02
31294 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Group/Group_invr.con
\e[0;32mOK
\e[0m 0.02
31295 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Fcomp_law0''.con
\e[0;32mOK
\e[0m 0.03
31296 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/HomFunctor_NT/NtH_arrow.con
\e[0;32mOK
\e[0m 0.03
31297 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/Cond1_f.con
\e[0;32mOK
\e[0m 0.04
31298 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/Cond1_ind.con
\e[0;32mOK
\e[0m 0.02
31299 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/Cond1_rec.con
\e[0;32mOK
\e[0m 0.02
31300 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/SSC1_I.con
\e[0;32mOK
\e[0m 0.01
31301 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/SSC1_rect.con
\e[0;32mOK
\e[0m 0.02
31302 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/thi2/SSC1_D.var
\e[0;32mOK
\e[0m 0.02
31303 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/thi1/D_initial.var
\e[0;32mOK
\e[0m 0.02
31304 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/Fpulb_map_law.con
\e[0;32mOK
\e[0m 0.11
31305 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Products1/FunDiscr_map_law.con
\e[0;32mOK
\e[0m 0.05
31306 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/Equal_PA_mor_Equiv.con
\e[0;32mOK
\e[0m 0.08
31307 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Const/Const_mor_map_law.con
\e[0;32mOK
\e[0m 0.04
31308 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/IdCAT/Id_CAT_id_law.con
\e[0;32mOK
\e[0m 0.03
31309 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/HomFunctor/FunSET_mor1.con
\e[0;32mOK
\e[0m 0.03
31310 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Fcomp_law.con
\e[0;32mOK
\e[0m 0.04
31311 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunFreeMon/Dist_map_op_law.con
\e[0;32mOK
\e[0m 0.09
31312 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PermCat/Endo_Monoid.con
\e[0;32mOK
\e[0m 0.75
31313 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Hom_l.con
\e[0;32mOK
\e[0m 0.03
31314 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Hom_r.con
\e[0;32mOK
\e[0m 0.02
31315 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Id_PROD.con
\e[0;32mOK
\e[0m 0.02
31316 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Pmor_rect.con
\e[0;32mOK
\e[0m 0.02
31317 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/Id_MON_op_law.con
\e[0;32mOK
\e[0m 0.03
31318 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/Arrow.con
\e[0;32mOK
\e[0m 0.03
31319 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/Arrs_ind.con
\e[0;32mOK
\e[0m 0.02
31320 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/Arrs_rec.con
\e[0;32mOK
\e[0m 0.02
31321 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/Equal_hom_sym.con
\e[0;32mOK
\e[0m 0.05
31322 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/Equal_hom_trans.con
\e[0;32mOK
\e[0m 0.06
31323 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Dual/Comp_Darrow.con
\e[0;32mOK
\e[0m 0.03
31324 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Ass.con
\e[0;32mOK
\e[0m 0.03
31325 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Comp_l.con
\e[0;32mOK
\e[0m 0.26
31326 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Comp_lr.con
\e[0;32mOK
\e[0m 0.26
31327 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Comp_r.con
\e[0;32mOK
\e[0m 0.26
31328 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Idl.con
\e[0;32mOK
\e[0m 0.02
31329 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Idr.con
\e[0;32mOK
\e[0m 0.02
31330 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Terminal/SET_Terminal.con
\e[0;32mOK
\e[0m 0.02
31331 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Pullback_eq1.con
\e[0;32mOK
\e[0m 0.03
31332 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Pullback_eq2.con
\e[0;32mOK
\e[0m 0.03
31333 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/Product_eq.con
\e[0;32mOK
\e[0m 0.02
31334 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/Equalizer_eq.con
\e[0;32mOK
\e[0m 0.03
31335 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Epic_law.con
\e[0;32mOK
\e[0m 0.03
31336 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Initial_ob.con
\e[0;32mOK
\e[0m 0.02
31337 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Initial_rect.con
\e[0;32mOK
\e[0m 0.03
31338 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Monic_law.con
\e[0;32mOK
\e[0m 0.02
31339 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/RIso_law.con
\e[0;32mOK
\e[0m 0.02
31340 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Terminal_ob.con
\e[0;32mOK
\e[0m 0.02
31341 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Terminal_rect.con
\e[0;32mOK
\e[0m 0.03
31342 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Eq1_prod_law.con
\e[0;32mOK
\e[0m 0.02
31343 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Eq2_prod_law.con
\e[0;32mOK
\e[0m 0.02
31344 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Unique_together_law.con
\e[0;32mOK
\e[0m 0.07
31345 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunOne/FunOne_map.con
\e[0;32mOK
\e[0m 0.04
31346 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/Diagonal/Diag_mor.con
\e[0;32mOK
\e[0m 0.03
31347 cic:/Rocq/AILS/rrho/g_pos.con
\e[0;32mOK
\e[0m 0.12
31348 cic:/Rocq/AILS/rrho/tan_lb_MaxBank_pos.con
\e[0;32mOK
\e[0m 0.08
31349 cic:/Orsay/QArith/Qreduction/Qmult'.con
\e[0;32mOK
\e[0m 0.03
31350 cic:/Orsay/QArith/Qreduction/Qplus'.con
\e[0;32mOK
\e[0m 0.02
31351 cic:/Orsay/QArith/Qreduction/Qred_correct.con
\e[0;32mOK
\e[0m 6.13
31352 cic:/Orsay/QArith/Qreals/IZR_nz.con
\e[0;32mOK
\e[0m 0.03
31353 cic:/Orsay/Maths/prime/rel_prime_bezout.con
\e[0;32mOK
\e[0m 0.03
31354 cic:/Orsay/Maths/gcd/gcd_mult.con
\e[0;32mOK
\e[0m 0.81
31355 cic:/Orsay/ExactRealArithmetic/powerRZ_complements/powerRZ_lt_r_bis.con
\e[0;32mOK
\e[0m 0.04
31356 cic:/Orsay/ExactRealArithmetic/Rind_complements/sg_ind_bis.con
\e[0;32mOK
\e[0m 0.03
31357 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof16.con
\e[0;32mOK
\e[0m 22.20
31358 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct_subproof35.con
\e[0;32mOK
\e[0m 23.03
31359 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/encadrement_bis_prop1.con
\e[0;32mOK
\e[0m 0.16
31360 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/gauss_sur_B_O_subproof0.con
\e[0;32mOK
\e[0m 2.45
31361 cic:/Orsay/ExactRealArithmetic/Lemmes/sg_Zsgn.con
\e[0;32mOK
\e[0m 0.07
31362 cic:/Orsay/ExactRealArithmetic/Lemmes/sg_Zsgn_2.con
\e[0;32mOK
\e[0m 0.04
31363 cic:/Orsay/ExactRealArithmetic/Lemmes/sg_Zsgn_abs.con
\e[0;32mOK
\e[0m 0.08
31364 cic:/Orsay/ExactRealArithmetic/Axiomes/msd_c_4.con
\e[0;32mOK
\e[0m 0.04
31365 cic:/Orsay/ExactRealArithmetic/Axiomes/xc_nul.con
\e[0;32mOK
\e[0m 0.07
31366 cic:/Nijmegen/QArith/sqrt2/comparison1.con
\e[0;32mOK
\e[0m 0.06
31367 cic:/Nijmegen/QArith/sqrt2/comparison2.con
\e[0;32mOK
\e[0m 0.04
31368 cic:/Nijmegen/QArith/sqrt2/comparison3.con
\e[0;32mOK
\e[0m 0.05
31369 cic:/Nijmegen/QArith/homographic_correctness/spec_coding.con
\e[0;32mOK
\e[0m 0.12
31370 cic:/Nijmegen/QArith/general_Q/Q_to_Z_to_Q.con
\e[0;32mOK
\e[0m 0.03
31371 cic:/Nijmegen/QArith/general_Q/Qmult_one_right.con
\e[0;32mOK
\e[0m 0.03
31372 cic:/Nijmegen/QArith/general_Q/Qpos_nR.con
\e[0;32mOK
\e[0m 0.02
31373 cic:/Nijmegen/QArith/general_Q/Z_to_Qmult_NEG.con
\e[0;32mOK
\e[0m 0.06
31374 cic:/Nijmegen/QArith/general_Q/Z_to_Qmult_POS.con
\e[0;32mOK
\e[0m 0.05
31375 cic:/Nijmegen/QArith/general_Q/Z_to_Qmult_POS_NEG.con
\e[0;32mOK
\e[0m 0.04
31376 cic:/Nijmegen/QArith/general_Q/Z_to_Qplus_POS.con
\e[0;32mOK
\e[0m 0.05
31377 cic:/Nijmegen/QArith/general_Q/what_dL_does.con
\e[0;32mOK
\e[0m 0.20
31378 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Qquadratic_Qpositive_to_Qpositive.con
\e[0;31mFAIL
\e[0m
31379 cic:/Nijmegen/QArith/Qpositive_sub/Qpositive_le_sub_l.con
\e[0;32mOK
\e[0m 0.38
31380 cic:/Nijmegen/QArith/Qpositive_sub/Qpositive_le_sub_r.con
\e[0;32mOK
\e[0m 0.40
31381 cic:/Nijmegen/QArith/Qpositive_sub/Qpositive_sub_correct.con
\e[0;32mOK
\e[0m 0.23
31382 cic:/Nijmegen/QArith/Qpositive_sub/Qpositive_sub_correct2.con
\e[0;32mOK
\e[0m 0.36
31383 cic:/Nijmegen/QArith/Qpositive_plus_mult/Qpositive_mult_assoc.con
\e[0;32mOK
\e[0m 0.50
31384 cic:/Nijmegen/QArith/Qpositive_plus_mult/Qpositive_mult_distr.con
\e[0;32mOK
\e[0m 1.86
31385 cic:/Nijmegen/QArith/Qpositive_plus_mult/Qpositive_plus_assoc.con
\e[0;32mOK
\e[0m 1.46
31386 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Qhomographic_Qpositive_to_Qpositive_equal.con
\e[0;31mFAIL
\e[0m
31387 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/homographicAcc_wf.con
\e[0;32mOK
\e[0m 0.15
31388 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/fraction_encoding_equal_subproof.con
\e[0;31mFAIL
\e[0m
31389 cic:/Lyon/IEEE754/Diadic/ANTIROUND.con
\e[0;32mOK
\e[0m 0.02
31390 cic:/Lyon/IEEE754/Diadic/NEG_ROUND.con
\e[0;32mOK
\e[0m 0.02
31391 cic:/Lyon/IEEE754/Diadic/POS_ROUND.con
\e[0;32mOK
\e[0m 0.02
31392 cic:/Lyon/GRAPHS-BASICS/Acyclic/Acyclic_no_cycle.con
\e[0;31mFAIL
\e[0m
31393 cic:/Eindhoven/POCKLINGTON/gcd/gcd_lincomb.con
\e[0;32mOK
\e[0m 0.04
31394 cic:/Coq/ZArith/Znumtheory/Zis_gcd_mult.con
\e[0;32mOK
\e[0m 0.80
31395 cic:/Coq/ZArith/Znumtheory/rel_prime_bezout.con
\e[0;32mOK
\e[0m 0.02
31396 cic:/Coq/ZArith/Zlogarithm/log_near_correct2.con
\e[0;32mOK
\e[0m 0.35
31397 cic:/Coq/ZArith/Zlogarithm/log_sup_correct2.con
\e[0;32mOK
\e[0m 0.11
31398 cic:/Coq/Reals/SeqSeries/Cesaro.con
\e[0;32mOK
\e[0m 3.26
31399 cic:/Coq/Reals/SeqProp/CV_minus.con
\e[0;32mOK
\e[0m 0.11
31400 cic:/Coq/Reals/SeqProp/cv_speed_pow_fact.con
\e[0;32mOK
\e[0m 1.78
31401 cic:/Coq/Reals/SeqProp/maj_by_pos.con
\e[0;32mOK
\e[0m 1.80
31402 cic:/Coq/Reals/SeqProp/tech13.con
\e[0;32mOK
\e[0m 1.40
31403 cic:/Coq/Reals/Rtrigo_fun/Alembert_exp.con
\e[0;32mOK
\e[0m 1.62
31404 cic:/Coq/Reals/Rtrigo_def/archimed_cor1.con
\e[0;32mOK
\e[0m 0.08
31405 cic:/Coq/Reals/Rtrigo_def/cosn_no_R0.con
\e[0;32mOK
\e[0m 0.04
31406 cic:/Coq/Reals/Rtrigo_def/simpl_cos_n.con
\e[0;32mOK
\e[0m 0.36
31407 cic:/Coq/Reals/Rtrigo_def/simpl_sin_n.con
\e[0;32mOK
\e[0m 0.53
31408 cic:/Coq/Reals/Rtrigo_def/sin_no_R0.con
\e[0;32mOK
\e[0m 0.04
31409 cic:/Coq/Reals/Rtopology/Bolzano_Weierstrass.con
\e[0;32mOK
\e[0m 0.11
31410 cic:/Coq/Reals/Rtopology/Heine.con
\e[0;32mOK
\e[0m 4.61
31411 cic:/Coq/Reals/Rtopology/compact_P3.con
\e[0;32mOK
\e[0m 0.45
31412 cic:/Coq/Reals/Rtopology/continuity_P3.con
\e[0;32mOK
\e[0m 0.10
31413 cic:/Coq/Reals/Rtopology/continuity_compact.con
\e[0;32mOK
\e[0m 0.05
31414 cic:/Coq/Reals/Rsqrt_def/dicho_comp.con
\e[0;32mOK
\e[0m 0.09
31415 cic:/Coq/Reals/Rsqrt_def/dicho_lb_dicho_up.con
\e[0;32mOK
\e[0m 0.29
31416 cic:/Coq/Reals/Rsqrt_def/pow_2_n_infty.con
\e[0;32mOK
\e[0m 0.09
31417 cic:/Coq/Reals/Rsqrt_def/pow_2_n_neq_R0.con
\e[0;32mOK
\e[0m 0.03
31418 cic:/Coq/Reals/Rprod/C_maj.con
\e[0;32mOK
\e[0m 0.09
31419 cic:/Coq/Reals/Rlimit/Rlt_eps2_eps.con
\e[0;32mOK
\e[0m 0.04
31420 cic:/Coq/Reals/Rlimit/Rlt_eps4_eps.con
\e[0;32mOK
\e[0m 0.08
31421 cic:/Coq/Reals/Rlimit/eps4.con
\e[0;32mOK
\e[0m 0.08
31422 cic:/Coq/Reals/Rlimit/limit_inv.con
\e[0;32mOK
\e[0m 0.56
31423 cic:/Coq/Reals/Rlimit/limit_plus.con
\e[0;32mOK
\e[0m 0.18
31424 cic:/Coq/Reals/RiemannInt_SF/Nzorn.con
\e[0;32mOK
\e[0m 0.18
31425 cic:/Coq/Reals/RiemannInt_SF/StepFun_P11.con
\e[0;32mOK
\e[0m 0.43
31426 cic:/Coq/Reals/RiemannInt_SF/StepFun_P16.con
\e[0;32mOK
\e[0m 0.03
31427 cic:/Coq/Reals/RiemannInt_SF/StepFun_P21.con
\e[0;32mOK
\e[0m 0.16
31428 cic:/Coq/Reals/RiemannInt_SF/StepFun_P26.con
\e[0;32mOK
\e[0m 0.23
31429 cic:/Coq/Reals/RiemannInt_SF/StepFun_P35.con
\e[0;32mOK
\e[0m 0.16
31430 cic:/Coq/Reals/RiemannInt_SF/StepFun_P40.con
\e[0;32mOK
\e[0m 0.71
31431 cic:/Coq/Reals/RiemannInt/C1_fun_rect.con
\e[0;32mOK
\e[0m 0.02
31432 cic:/Coq/Reals/RiemannInt/RinvN_cv.con
\e[0;32mOK
\e[0m 245.98
31433 cic:/Coq/Reals/RiemannInt/Rle_cv_lim.con
\e[0;32mOK
\e[0m 0.26
31434 cic:/Coq/Reals/RiemannInt/c1.con
\e[0;32mOK
\e[0m 0.02
31435 cic:/Coq/Reals/Rfunctions/Pow_x_infinity.con
\e[0;32mOK
\e[0m 0.29
31436 cic:/Coq/Reals/Rderiv/cont_deriv.con
\e[0;32mOK
\e[0m 0.80
31437 cic:/Coq/Reals/Rcomplete/R_complete.con
\e[0;32mOK
\e[0m 32.06
31438 cic:/Coq/Reals/Ranalysis2/maj_term1.con
\e[0;32mOK
\e[0m 0.43
31439 cic:/Coq/Reals/Ranalysis2/maj_term2.con
\e[0;32mOK
\e[0m 1.10
31440 cic:/Coq/Reals/Ranalysis2/maj_term3.con
\e[0;32mOK
\e[0m 1.09
31441 cic:/Coq/Reals/Ranalysis2/maj_term4.con
\e[0;32mOK
\e[0m 1.82
31442 cic:/Coq/Reals/Ranalysis2/quadruple_var.con
\e[0;32mOK
\e[0m 0.04
31443 cic:/Coq/Reals/Ranalysis1/uniqueness_step1.con
\e[0;32mOK
\e[0m 0.20
31444 cic:/Coq/Reals/R_sqr/canonical_Rsqr.con
\e[0;32mOK
\e[0m 0.55
31445 cic:/Coq/Reals/RIneq/IZR_lt.con
\e[0;32mOK
\e[0m 0.06
31446 cic:/Coq/Reals/RIneq/le_IZR_R1.con
\e[0;32mOK
\e[0m 0.02
31447 cic:/Coq/Reals/RIneq/one_IZR_r_R1.con
\e[0;32mOK
\e[0m 0.05
31448 cic:/Coq/Reals/PartSum/sum_cv_maj.con
\e[0;32mOK
\e[0m 0.96
31449 cic:/Coq/Reals/PartSum/uniqueness_sum.con
\e[0;32mOK
\e[0m 0.27
31450 cic:/Coq/Reals/PSeries_reg/CVU_continuity.con
\e[0;32mOK
\e[0m 0.47
31451 cic:/Coq/Reals/Binomial/pascal.con
\e[0;32mOK
\e[0m 0.14
31452 cic:/Coq/Reals/AltSeries/CV_ALT_step4.con
\e[0;32mOK
\e[0m 0.04
31453 cic:/Coq/Reals/AltSeries/PI_tg_cv.con
\e[0;32mOK
\e[0m 0.35
31454 cic:/Coq/Reals/AltSeries/alternated_series_ineq.con
\e[0;32mOK
\e[0m 0.45
31455 cic:/Coq/Reals/Alembert/Alembert_C1.con
\e[0;32mOK
\e[0m 1.96
31456 cic:/Coq/IntMap/Maplists/Elems_rev.con
\e[0;32mOK
\e[0m 0.04
31457 cic:/Coq/IntMap/Maplists/ad_list_stutters_permute.con
\e[0;32mOK
\e[0m 0.03
31458 cic:/CoRN/tactics/GroupReflection/Group_NormCorrect/binop.var
\e[0;32mOK
\e[0m 0.03
31459 cic:/CoRN/tactics/GroupReflection/Group_NormCorrect/pfun.var
\e[0;32mOK
\e[0m 0.01
31460 cic:/CoRN/tactics/GroupReflection/Group_NormCorrect/unop.var
\e[0;32mOK
\e[0m 0.01
31461 cic:/CoRN/tactics/GroupReflection/Group_NormCorrect/val.var
\e[0;32mOK
\e[0m 0.01
31462 cic:/CoRN/tactics/GroupReflection/Group_Interpretation_Function/binop.var
\e[0;32mOK
\e[0m 0.03
31463 cic:/CoRN/tactics/GroupReflection/Group_Interpretation_Function/pfun.var
\e[0;32mOK
\e[0m 0.01
31464 cic:/CoRN/tactics/GroupReflection/Group_Interpretation_Function/unop.var
\e[0;32mOK
\e[0m 0.01
31465 cic:/CoRN/tactics/GroupReflection/Group_Interpretation_Function/val.var
\e[0;32mOK
\e[0m 0.01
31466 cic:/CoRN/model/setoids/Qsetoid/Qlt_strext.con
\e[0;32mOK
\e[0m 0.03
31467 cic:/CoRN/model/setoids/Qsetoid/Qmult_strext1.con
\e[0;32mOK
\e[0m 0.02
31468 cic:/CoRN/model/setoids/Qsetoid/Qmult_wd.con
\e[0;32mOK
\e[0m 0.02
31469 cic:/CoRN/model/setoids/Qsetoid/Qopp_strext.con
\e[0;32mOK
\e[0m 0.02
31470 cic:/CoRN/model/setoids/Qsetoid/Qopp_wd.con
\e[0;32mOK
\e[0m 0.02
31471 cic:/CoRN/model/setoids/Qsetoid/Qplus_strext1.con
\e[0;32mOK
\e[0m 0.02
31472 cic:/CoRN/model/setoids/Qsetoid/Qplus_wd.con
\e[0;32mOK
\e[0m 0.02
31473 cic:/CoRN/model/setoids/Qpossetoid/Qpos.con
\e[0;32mOK
\e[0m 0.04
31474 cic:/CoRN/model/setoids/Qpossetoid/QposP.con
\e[0;32mOK
\e[0m 0.02
31475 cic:/CoRN/model/semigroups/Npossemigroup/Nposmult_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.29
31476 cic:/CoRN/model/non_examples/Npos_no_group/no_inverse_Nposmult.con
\e[0;32mOK
\e[0m 0.08
31477 cic:/CoRN/model/monoids/twoelemmonoid/p69E1/PM1M2.var
\e[0;32mOK
\e[0m 0.03
31478 cic:/CoRN/model/monoids/Nm_to_freem/to_word_.con
\e[0;32mOK
\e[0m 0.03
31479 cic:/CoRN/model/Zmod/ZMod/Zmod_Zmod.con
\e[0;32mOK
\e[0m 0.03
31480 cic:/CoRN/model/Zmod/ZMod/Zmod_one_lft.con
\e[0;32mOK
\e[0m 0.03
31481 cic:/CoRN/model/Zmod/ZGcd/p_gcd_duv.con
\e[0;32mOK
\e[0m 0.04
31482 cic:/CoRN/model/Zmod/ZGcd/pp_gcd_ind_ext.con
\e[0;32mOK
\e[0m 0.10
31483 cic:/CoRN/model/Zmod/ZDivides/Zdiv_quotient_unique.con
\e[0;32mOK
\e[0m 0.04
31484 cic:/CoRN/model/Zmod/ZDivides/Zmod0_Zdivides_pos.con
\e[0;32mOK
\e[0m 0.03
31485 cic:/CoRN/model/Zmod/ZDivides/Zmod_lt_POS.con
\e[0;32mOK
\e[0m 0.03
31486 cic:/CoRN/model/Zmod/Cmod/nat_Z_div.con
\e[0;32mOK
\e[0m 0.06
31487 cic:/CoRN/devel/loeb/per/csetfun/PS_Inv.con
\e[0;32mOK
\e[0m 0.05
31488 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof30.con
\e[0;32mOK
\e[0m 0.09
31489 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof31.con
\e[0;32mOK
\e[0m 0.10
31490 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof35.con
\e[0;32mOK
\e[0m 0.09
31491 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof44.con
\e[0;32mOK
\e[0m 0.10
31492 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char10_subproof.con
\e[0;32mOK
\e[0m 0.19
31493 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char10_subproof0.con
\e[0;32mOK
\e[0m 0.23
31494 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char10_subproof1.con
\e[0;32mOK
\e[0m 0.46
31495 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char12.con
\e[0;32mOK
\e[0m 3.06
31496 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char1_subproof.con
\e[0;32mOK
\e[0m 0.19
31497 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char1_subproof0.con
\e[0;32mOK
\e[0m 0.20
31498 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char1_subproof1.con
\e[0;32mOK
\e[0m 0.26
31499 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char1_subproof2.con
\e[0;32mOK
\e[0m 0.25
31500 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char1_subproof3.con
\e[0;32mOK
\e[0m 0.25
31501 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof10.con
\e[0;32mOK
\e[0m 0.34
31502 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof11.con
\e[0;32mOK
\e[0m 0.30
31503 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof12.con
\e[0;32mOK
\e[0m 0.34
31504 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof13.con
\e[0;32mOK
\e[0m 0.30
31505 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof14.con
\e[0;32mOK
\e[0m 0.85
31506 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof7.con
\e[0;32mOK
\e[0m 0.25
31507 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof8.con
\e[0;32mOK
\e[0m 0.26
31508 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2_subproof9.con
\e[0;32mOK
\e[0m 0.21
31509 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3_subproof.con
\e[0;32mOK
\e[0m 0.19
31510 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3_subproof0.con
\e[0;32mOK
\e[0m 0.25
31511 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3_subproof1.con
\e[0;32mOK
\e[0m 0.17
31512 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3_subproof2.con
\e[0;32mOK
\e[0m 0.35
31513 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3_subproof3.con
\e[0;32mOK
\e[0m 0.16
31514 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3_subproof4.con
\e[0;32mOK
\e[0m 0.22
31515 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3_subproof5.con
\e[0;32mOK
\e[0m 0.22
31516 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4_subproof10.con
\e[0;32mOK
\e[0m 0.16
31517 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4_subproof11.con
\e[0;32mOK
\e[0m 0.23
31518 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4_subproof12.con
\e[0;32mOK
\e[0m 0.22
31519 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4_subproof13.con
\e[0;32mOK
\e[0m 0.46
31520 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4_subproof7.con
\e[0;32mOK
\e[0m 0.20
31521 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4_subproof8.con
\e[0;32mOK
\e[0m 0.23
31522 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4_subproof9.con
\e[0;32mOK
\e[0m 0.20
31523 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char5_subproof.con
\e[0;32mOK
\e[0m 0.19
31524 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char5_subproof0.con
\e[0;32mOK
\e[0m 0.16
31525 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char5_subproof1.con
\e[0;32mOK
\e[0m 0.33
31526 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char5_subproof2.con
\e[0;32mOK
\e[0m 0.14
31527 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char5_subproof3.con
\e[0;32mOK
\e[0m 0.21
31528 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char6_subproof.con
\e[0;32mOK
\e[0m 0.21
31529 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char6_subproof0.con
\e[0;32mOK
\e[0m 0.16
31530 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char6_subproof1.con
\e[0;32mOK
\e[0m 0.21
31531 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char6_subproof2.con
\e[0;32mOK
\e[0m 0.18
31532 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char6_subproof3.con
\e[0;32mOK
\e[0m 0.15
31533 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char6_subproof4.con
\e[0;32mOK
\e[0m 0.17
31534 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char6_subproof5.con
\e[0;32mOK
\e[0m 0.21
31535 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char7_subproof.con
\e[0;32mOK
\e[0m 0.15
31536 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char7_subproof0.con
\e[0;32mOK
\e[0m 0.22
31537 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char7_subproof1.con
\e[0;32mOK
\e[0m 0.21
31538 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char8_subproof.con
\e[0;32mOK
\e[0m 0.21
31539 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char8_subproof0.con
\e[0;32mOK
\e[0m 0.32
31540 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char8_subproof1.con
\e[0;32mOK
\e[0m 0.32
31541 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char8_subproof2.con
\e[0;32mOK
\e[0m 0.78
31542 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char9_subproof.con
\e[0;32mOK
\e[0m 0.16
31543 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char9_subproof0.con
\e[0;32mOK
\e[0m 0.23
31544 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char9_subproof1.con
\e[0;32mOK
\e[0m 0.21
31545 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/O_is_lft_unit_C.con
\e[0;32mOK
\e[0m 1.08
31546 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/O_is_rht_unit_C.con
\e[0;32mOK
\e[0m 0.28
31547 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/c_plus_subproof.con
\e[0;32mOK
\e[0m 0.21
31548 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/c_plus_subproof0.con
\e[0;32mOK
\e[0m 0.12
31549 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/nat_Z_div.con
\e[0;32mOK
\e[0m 0.06
31550 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/power_C_plus_subproof.con
\e[0;32mOK
\e[0m 0.06
31551 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/power_k_n_subproof1.con
\e[0;32mOK
\e[0m 0.14
31552 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/power_k_n_subproof2.con
\e[0;32mOK
\e[0m 1.09
31553 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/power_k_n_subproof3.con
\e[0;32mOK
\e[0m 3.73
31554 cic:/CoRN/devel/loeb/IDA/Ch6_bi/to_C_inj1_subproof.con
\e[0;32mOK
\e[0m 0.18
31555 cic:/CoRN/devel/loeb/IDA/Ch6_bi/to_C_inj1_subproof0.con
\e[0;32mOK
\e[0m 0.15
31556 cic:/CoRN/devel/loeb/IDA/Ch6_bi/to_C_inj2_subproof.con
\e[0;32mOK
\e[0m 0.16
31557 cic:/CoRN/devel/loeb/IDA/Ch6/to_word_.con
\e[0;32mOK
\e[0m 0.03
31558 cic:/CoRN/devel/loeb/IDA/Ch6/p71E2b2/f.var
\e[0;32mOK
\e[0m 0.02
31559 cic:/CoRN/devel/loeb/IDA/Ch6/p69E1/PM1M2.var
\e[0;32mOK
\e[0m 0.03
31560 cic:/CoRN/algebra/CSums/Sum0.con
\e[0;32mOK
\e[0m 0.04
31561 cic:/CoRN/algebra/CSums/Sumlist.con
\e[0;32mOK
\e[0m 0.03
31562 cic:/CoRN/algebra/CSums/Sumx.con
\e[0;32mOK
\e[0m 0.02
31563 cic:/CoRN/algebra/CSums/part_tot_nat_fun.con
\e[0;32mOK
\e[0m 0.02
31564 cic:/CoRN/algebra/CRings/is_CRing.ind
\e[0;31mSKIPPED
\e[0m
31565 cic:/CoRN/algebra/CMonoids/power_k_n_subproof1.con
\e[0;32mOK
\e[0m 0.15
31566 cic:/CoRN/algebra/CMonoids/power_k_n_subproof2.con
\e[0;32mOK
\e[0m 1.10
31567 cic:/CoRN/algebra/CMonoids/power_k_n_subproof3.con
\e[0;32mOK
\e[0m 3.61
31568 cic:/CoRN/algebra/CMonoids/p71E2b2/f.var
\e[0;32mOK
\e[0m 0.03
31569 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof30.con
\e[0;32mOK
\e[0m 0.09
31570 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof31.con
\e[0;32mOK
\e[0m 0.10
31571 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof35.con
\e[0;32mOK
\e[0m 0.08
31572 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof44.con
\e[0;32mOK
\e[0m 0.10
31573 cic:/CoRN/algebra/CMonoidCyc/Char10_subproof.con
\e[0;32mOK
\e[0m 0.19
31574 cic:/CoRN/algebra/CMonoidCyc/Char10_subproof0.con
\e[0;32mOK
\e[0m 0.27
31575 cic:/CoRN/algebra/CMonoidCyc/Char10_subproof1.con
\e[0;32mOK
\e[0m 0.47
31576 cic:/CoRN/algebra/CMonoidCyc/Char12.con
\e[0;32mOK
\e[0m 3.18
31577 cic:/CoRN/algebra/CMonoidCyc/Char1_subproof.con
\e[0;32mOK
\e[0m 0.23
31578 cic:/CoRN/algebra/CMonoidCyc/Char1_subproof0.con
\e[0;32mOK
\e[0m 0.26
31579 cic:/CoRN/algebra/CMonoidCyc/Char1_subproof1.con
\e[0;32mOK
\e[0m 0.32
31580 cic:/CoRN/algebra/CMonoidCyc/Char1_subproof2.con
\e[0;32mOK
\e[0m 0.23
31581 cic:/CoRN/algebra/CMonoidCyc/Char1_subproof3.con
\e[0;32mOK
\e[0m 0.26
31582 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof10.con
\e[0;32mOK
\e[0m 0.19
31583 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof11.con
\e[0;32mOK
\e[0m 0.34
31584 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof12.con
\e[0;32mOK
\e[0m 0.34
31585 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof13.con
\e[0;32mOK
\e[0m 0.34
31586 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof14.con
\e[0;32mOK
\e[0m 0.89
31587 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof7.con
\e[0;32mOK
\e[0m 0.24
31588 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof8.con
\e[0;32mOK
\e[0m 0.27
31589 cic:/CoRN/algebra/CMonoidCyc/Char2_subproof9.con
\e[0;32mOK
\e[0m 0.28
31590 cic:/CoRN/algebra/CMonoidCyc/Char3_subproof.con
\e[0;32mOK
\e[0m 0.87
31591 cic:/CoRN/algebra/CMonoidCyc/Char3_subproof0.con
\e[0;32mOK
\e[0m 0.25
31592 cic:/CoRN/algebra/CMonoidCyc/Char3_subproof1.con
\e[0;32mOK
\e[0m 0.19
31593 cic:/CoRN/algebra/CMonoidCyc/Char3_subproof2.con
\e[0;32mOK
\e[0m 0.37
31594 cic:/CoRN/algebra/CMonoidCyc/Char3_subproof3.con
\e[0;32mOK
\e[0m 0.17
31595 cic:/CoRN/algebra/CMonoidCyc/Char3_subproof4.con
\e[0;32mOK
\e[0m 0.22
31596 cic:/CoRN/algebra/CMonoidCyc/Char3_subproof5.con
\e[0;32mOK
\e[0m 0.23
31597 cic:/CoRN/algebra/CMonoidCyc/Char4_subproof10.con
\e[0;32mOK
\e[0m 0.16
31598 cic:/CoRN/algebra/CMonoidCyc/Char4_subproof11.con
\e[0;32mOK
\e[0m 0.26
31599 cic:/CoRN/algebra/CMonoidCyc/Char4_subproof12.con
\e[0;32mOK
\e[0m 0.26
31600 cic:/CoRN/algebra/CMonoidCyc/Char4_subproof13.con
\e[0;32mOK
\e[0m 0.49
31601 cic:/CoRN/algebra/CMonoidCyc/Char4_subproof7.con
\e[0;32mOK
\e[0m 0.21
31602 cic:/CoRN/algebra/CMonoidCyc/Char4_subproof8.con
\e[0;32mOK
\e[0m 0.24
31603 cic:/CoRN/algebra/CMonoidCyc/Char4_subproof9.con
\e[0;32mOK
\e[0m 0.26
31604 cic:/CoRN/algebra/CMonoidCyc/Char5_subproof.con
\e[0;32mOK
\e[0m 0.20
31605 cic:/CoRN/algebra/CMonoidCyc/Char5_subproof0.con
\e[0;32mOK
\e[0m 0.17
31606 cic:/CoRN/algebra/CMonoidCyc/Char5_subproof1.con
\e[0;32mOK
\e[0m 0.19
31607 cic:/CoRN/algebra/CMonoidCyc/Char5_subproof2.con
\e[0;32mOK
\e[0m 0.15
31608 cic:/CoRN/algebra/CMonoidCyc/Char5_subproof3.con
\e[0;32mOK
\e[0m 0.22
31609 cic:/CoRN/algebra/CMonoidCyc/Char6_subproof.con
\e[0;32mOK
\e[0m 0.24
31610 cic:/CoRN/algebra/CMonoidCyc/Char6_subproof0.con
\e[0;32mOK
\e[0m 0.17
31611 cic:/CoRN/algebra/CMonoidCyc/Char6_subproof1.con
\e[0;32mOK
\e[0m 0.23
31612 cic:/CoRN/algebra/CMonoidCyc/Char6_subproof2.con
\e[0;32mOK
\e[0m 0.25
31613 cic:/CoRN/algebra/CMonoidCyc/Char6_subproof3.con
\e[0;32mOK
\e[0m 0.16
31614 cic:/CoRN/algebra/CMonoidCyc/Char6_subproof4.con
\e[0;32mOK
\e[0m 0.23
31615 cic:/CoRN/algebra/CMonoidCyc/Char6_subproof5.con
\e[0;32mOK
\e[0m 0.25
31616 cic:/CoRN/algebra/CMonoidCyc/Char7_subproof.con
\e[0;32mOK
\e[0m 0.16
31617 cic:/CoRN/algebra/CMonoidCyc/Char7_subproof0.con
\e[0;32mOK
\e[0m 0.25
31618 cic:/CoRN/algebra/CMonoidCyc/Char7_subproof1.con
\e[0;32mOK
\e[0m 0.24
31619 cic:/CoRN/algebra/CMonoidCyc/Char8_subproof.con
\e[0;32mOK
\e[0m 0.23
31620 cic:/CoRN/algebra/CMonoidCyc/Char8_subproof0.con
\e[0;32mOK
\e[0m 0.30
31621 cic:/CoRN/algebra/CMonoidCyc/Char8_subproof1.con
\e[0;32mOK
\e[0m 0.33
31622 cic:/CoRN/algebra/CMonoidCyc/Char8_subproof2.con
\e[0;32mOK
\e[0m 0.90
31623 cic:/CoRN/algebra/CMonoidCyc/Char9_subproof.con
\e[0;32mOK
\e[0m 0.18
31624 cic:/CoRN/algebra/CMonoidCyc/Char9_subproof0.con
\e[0;32mOK
\e[0m 0.24
31625 cic:/CoRN/algebra/CMonoidCyc/Char9_subproof1.con
\e[0;32mOK
\e[0m 0.23
31626 cic:/CoRN/algebra/CMonoidCyc/O_is_lft_unit_C.con
\e[0;32mOK
\e[0m 1.12
31627 cic:/CoRN/algebra/CMonoidCyc/O_is_rht_unit_C.con
\e[0;32mOK
\e[0m 0.29
31628 cic:/CoRN/algebra/CMonoidCyc/c_plus_subproof.con
\e[0;32mOK
\e[0m 0.21
31629 cic:/CoRN/algebra/CMonoidCyc/c_plus_subproof0.con
\e[0;32mOK
\e[0m 0.13
31630 cic:/CoRN/algebra/CMonoidCyc/power_C_plus_subproof.con
\e[0;32mOK
\e[0m 0.06
31631 cic:/CoRN/algebra/CMonoidCyc/to_C_inj1_subproof.con
\e[0;32mOK
\e[0m 0.18
31632 cic:/CoRN/algebra/CMonoidCyc/to_C_inj1_subproof0.con
\e[0;32mOK
\e[0m 0.16
31633 cic:/CoRN/algebra/CMonoidCyc/to_C_inj2_subproof.con
\e[0;32mOK
\e[0m 0.18
31634 cic:/CoRN/algebra/CGroups/Finv.con
\e[0;32mOK
\e[0m 0.04
31635 cic:/CoRN/algebra/CGroups/PS_Inv.con
\e[0;32mOK
\e[0m 0.03
31636 cic:/CoRN/algebra/CGroups/cg_lft_inv_unfolded.con
\e[0;32mOK
\e[0m 0.04
31637 cic:/CoRN/algebra/CGroups/cg_minus_is_csetoid_bin_op.con
\e[0;32mOK
\e[0m 0.03
31638 cic:/CoRN/algebra/CGroups/cg_rht_inv_unfolded.con
\e[0;32mOK
\e[0m 0.04
31639 cic:/CoRN/algebra/CGroups/part_function_minus_strext.con
\e[0;32mOK
\e[0m 0.16
31640 cic:/CoRN/algebra/CGroups/CGroup_basics/SubCGroups/subinv.var
\e[0;32mOK
\e[0m 0.02
31641 cic:/CoRN/algebra/CAbMonoids/isabgrp_scrr.con
\e[0;32mOK
\e[0m 0.08
31642 cic:/CoRN/algebra/CAbGroups/CAbGroup_ind.con
\e[0;32mOK
\e[0m 0.03
31643 cic:/CoRN/algebra/CAbGroups/CAbGroup_rec.con
\e[0;32mOK
\e[0m 0.02
31644 cic:/CoRN/algebra/CAbGroups/cag_proof.con
\e[0;32mOK
\e[0m 0.05
31645 cic:/CoRN/algebra/CAbGroups/nmult.con
\e[0;32mOK
\e[0m 0.03
31646 cic:/CoRN/algebra/CAbGroups/zmult_char_subproof.con
\e[0;32mOK
\e[0m 0.06
31647 cic:/CoRN/algebra/CAbGroups/zmult_char_subproof0.con
\e[0;32mOK
\e[0m 0.08
31648 cic:/CoRN/algebra/CAbGroups/zmult_char_subproof1.con
\e[0;32mOK
\e[0m 0.08
31649 cic:/CoRN/algebra/CAbGroups/Abelian_Groups/SubCAbGroups/P.var
\e[0;32mOK
\e[0m 0.02
31650 cic:/Cachan/SMC/op/BDDneg_config_OK.con
\e[0;32mOK
\e[0m 4.17
31651 cic:/Cachan/SMC/op/BDDneg_is_neg.con
\e[0;32mOK
\e[0m 0.44
31652 cic:/Cachan/SMC/op/BDDneg_node_OK.con
\e[0;32mOK
\e[0m 0.14
31653 cic:/Cachan/SMC/op/BDDneg_used_nodes_preserved.con
\e[0;32mOK
\e[0m 0.09
31654 cic:/Cachan/SMC/op/BDDneg_var_eq.con
\e[0;32mOK
\e[0m 0.13
31655 cic:/Cachan/SMC/op/BDDor_config_OK.con
\e[0;32mOK
\e[0m 8.49
31656 cic:/Cachan/SMC/op/BDDor_is_or.con
\e[0;32mOK
\e[0m 0.91
31657 cic:/Cachan/SMC/op/BDDor_node_OK.con
\e[0;32mOK
\e[0m 0.32
31658 cic:/Cachan/SMC/op/BDDor_used_nodes_preserved.con
\e[0;32mOK
\e[0m 0.14
31659 cic:/Cachan/SMC/op/BDDor_var_le.con
\e[0;32mOK
\e[0m 0.26
31660 cic:/Cachan/SMC/mu/decreasing_be_seq_1.con
\e[0;32mOK
\e[0m 0.03
31661 cic:/Cachan/SMC/gc/new_negm_OK.con
\e[0;32mOK
\e[0m 0.09
31662 cic:/Cachan/SMC/gc/new_orm_OK.con
\e[0;32mOK
\e[0m 0.14
31663 cic:/Cachan/SMC/gc/new_univm_OK.con
\e[0;32mOK
\e[0m 0.10
31664 cic:/Sophia-Antipolis/geometry/vecteur/distinct_col_nonun.con
\e[0;32mOK
\e[0m 0.17
31665 cic:/Sophia-Antipolis/geometry/vecteur/distinct_col_nonzero.con
\e[0;32mOK
\e[0m 0.05
31666 cic:/Sophia-Antipolis/geometry/vecteur/distinct_egalite_vecteur.con
\e[0;32mOK
\e[0m 0.04
31667 cic:/Sophia-Antipolis/geometry/vecteur/egalite_vecteur_point.con
\e[0;32mOK
\e[0m 0.16
31668 cic:/Sophia-Antipolis/geometry/vecteur/inversion_colineaire.con
\e[0;32mOK
\e[0m 1.58
31669 cic:/Sophia-Antipolis/geometry/vecteur/produit_zero_conf.con
\e[0;32mOK
\e[0m 0.06
31670 cic:/Sophia-Antipolis/geometry/produit_scalaire/unitaire_distincts.con
\e[0;32mOK
\e[0m 0.09
31671 cic:/Sophia-Antipolis/geometry/parallelisme_concours/paralleles_alignes2.con
\e[0;32mOK
\e[0m 6.50
31672 cic:/Sophia-Antipolis/geometry/orthogonalite/ortho_somme.con
\e[0;32mOK
\e[0m 0.06
31673 cic:/Sophia-Antipolis/geometry/milieu/add_PP_milieu_asso.con
\e[0;32mOK
\e[0m 0.13
31674 cic:/Sophia-Antipolis/geometry/milieu/add_PP_milieu_permute.con
\e[0;32mOK
\e[0m 0.11
31675 cic:/Sophia-Antipolis/geometry/milieu/centre_gravite_mediane_vecteur.con
\e[0;32mOK
\e[0m 12.74
31676 cic:/Sophia-Antipolis/geometry/milieu/centre_gravite_ordre_permute.con
\e[0;32mOK
\e[0m 0.03
31677 cic:/Sophia-Antipolis/geometry/milieu/droite_milieu.con
\e[0;32mOK
\e[0m 0.23
31678 cic:/Sophia-Antipolis/geometry/milieu/egalite_vecteur_milieu.con
\e[0;32mOK
\e[0m 0.09
31679 cic:/Sophia-Antipolis/geometry/milieu/milieu_trivial.con
\e[0;32mOK
\e[0m 0.06
31680 cic:/Sophia-Antipolis/geometry/milieu/milieu_vecteur.con
\e[0;32mOK
\e[0m 0.36
31681 cic:/Sophia-Antipolis/geometry/milieu/milieu_vecteur2.con
\e[0;32mOK
\e[0m 4.28
31682 cic:/Sophia-Antipolis/geometry/mesure_algebrique/colineaire_mes_alg_conf.con
\e[0;32mOK
\e[0m 0.19
31683 cic:/Sophia-Antipolis/geometry/mesure_algebrique/mes_alg_nulle.con
\e[0;32mOK
\e[0m 0.10
31684 cic:/Sophia-Antipolis/geometry/formes_complexes/image_zeroC.con
\e[0;32mOK
\e[0m 0.10
31685 cic:/Sophia-Antipolis/geometry/exercice_espace/centre_gravite_coplanaire.con
\e[0;32mOK
\e[0m 11.84
31686 cic:/Sophia-Antipolis/geometry/dilatations/homothetie_centre.con
\e[0;32mOK
\e[0m 0.05
31687 cic:/Sophia-Antipolis/geometry/dilatations/homothetie_inverse.con
\e[0;32mOK
\e[0m 1.57
31688 cic:/Sophia-Antipolis/geometry/dilatations/image_homothetie_distincts.con
\e[0;32mOK
\e[0m 0.05
31689 cic:/Sophia-Antipolis/geometry/dilatations/paralleles_dilatations.con
\e[0;32mOK
\e[0m 0.49
31690 cic:/Sophia-Antipolis/geometry/dilatations/translation_bipoint.con
\e[0;32mOK
\e[0m 0.03
31691 cic:/Sophia-Antipolis/geometry/dilatations/translation_identite.con
\e[0;32mOK
\e[0m 0.05
31692 cic:/Sophia-Antipolis/geometry/dilatations/translation_inverse.con
\e[0;32mOK
\e[0m 0.13
31693 cic:/Sophia-Antipolis/geometry/dilatations/translation_trans.con
\e[0;32mOK
\e[0m 0.03
31694 cic:/Sophia-Antipolis/geometry/dilatations/translation_trivial.con
\e[0;32mOK
\e[0m 0.02
31695 cic:/Sophia-Antipolis/geometry/composee_dilatations/compo_homothetie_I.con
\e[0;32mOK
\e[0m 0.03
31696 cic:/Sophia-Antipolis/geometry/composee_dilatations/compo_homothetie_IJ_1.con
\e[0;32mOK
\e[0m 0.22
31697 cic:/Sophia-Antipolis/geometry/composee_dilatations/compo_homothetie_IJ_non1.con
\e[0;32mOK
\e[0m 0.12
31698 cic:/Sophia-Antipolis/geometry/composee_dilatations/compo_transl.con
\e[0;32mOK
\e[0m 0.43
31699 cic:/Sophia-Antipolis/geometry/composee_dilatations/composee_homothetie_translation_exists.con
\e[0;32mOK
\e[0m 0.04
31700 cic:/Sophia-Antipolis/geometry/composee_dilatations/composee_translation_homothetie.con
\e[0;32mOK
\e[0m 2.86
31701 cic:/Sophia-Antipolis/geometry/barycentre/existence_representant_mult_vecteur.con
\e[0;32mOK
\e[0m 0.23
31702 cic:/Sophia-Antipolis/geometry/affine_classiques/milieu_parallelogrammme.con
\e[0;32mOK
\e[0m 0.15
31703 cic:/Sophia-Antipolis/geometry/affine_classiques/trapeze_complet_PP.con
\e[0;32mOK
\e[0m 0.51
31704 cic:/Sophia-Antipolis/geometry/Rutile/deux_demi_a.con
\e[0;32mOK
\e[0m 0.06
31705 cic:/Sophia-Antipolis/geometry/Rutile/double_zero.con
\e[0;32mOK
\e[0m 2.10
31706 cic:/Sophia-Antipolis/geometry/Rutile/nonzero_invdeux.con
\e[0;32mOK
\e[0m 0.03
31707 cic:/Sophia-Antipolis/geometry/Rutile/nonzero_oppinvdeux.con
\e[0;32mOK
\e[0m 0.02
31708 cic:/Sophia-Antipolis/geometry/Rutile/nonzero_oppinvtrois.con
\e[0;32mOK
\e[0m 0.03
31709 cic:/Sophia-Antipolis/Rsa/Rsa/rsa_correct'.con
\e[0;32mOK
\e[0m 0.08
31710 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/empty_function_domain.con
\e[0;31mFAIL
\e[0m
31711 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/fe_Out.con
\e[0;31mFAIL
\e[0m
31712 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_1_Out_F.con
\e[0;31mFAIL
\e[0m
31713 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/gd2_Out.con
\e[0;31mFAIL
\e[0m
31714 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_domain1_Out.con
\e[0;31mFAIL
\e[0m
31715 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_th1.con
\e[0;31mFAIL
\e[0m
31716 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/res_to_2_Out.con
\e[0;31mFAIL
\e[0m
31717 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_uniqueness_proof/step3.var
\e[0;31mFAIL
\e[0m
31718 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/step5.var
\e[0;31mFAIL
\e[0m
31719 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_bounded_proof/step8.var
\e[0;31mFAIL
\e[0m
31720 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluC/Cstep6a.var
\e[0;31mFAIL
\e[0m
31721 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/step11.var
\e[0;31mFAIL
\e[0m
31722 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/step9.var
\e[0;31mFAIL
\e[0m
31723 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_prop_3/step4.var
\e[0;31mFAIL
\e[0m
31724 cic:/Sophia-Antipolis/Float/Zdivides/NotDividesDigit.con
\e[0;32mOK
\e[0m 0.07
31725 cic:/Sophia-Antipolis/Float/Power/Rpow_eq_inv.con
\e[0;32mOK
\e[0m 0.05
31726 cic:/Sophia-Antipolis/Float/MSB/Fexp_le_LSB.con
\e[0;32mOK
\e[0m 0.03
31727 cic:/Sophia-Antipolis/Float/MSB/LSB_abs.con
\e[0;32mOK
\e[0m 0.03
31728 cic:/Sophia-Antipolis/Float/MSB/LSB_opp.con
\e[0;32mOK
\e[0m 0.13
31729 cic:/Sophia-Antipolis/Float/MSB/LSB_rep_min.con
\e[0;32mOK
\e[0m 0.11
31730 cic:/Sophia-Antipolis/Float/MSB/maxDivLt.con
\e[0;32mOK
\e[0m 0.03
31731 cic:/Sophia-Antipolis/Float/MSB/maxDivSimpl.con
\e[0;32mOK
\e[0m 0.03
31732 cic:/Sophia-Antipolis/Float/MSB/maxDivSimplInvAux.con
\e[0;32mOK
\e[0m 0.23
31733 cic:/Sophia-Antipolis/Float/MSB/maxDivUnique.con
\e[0;32mOK
\e[0m 0.03
31734 cic:/Sophia-Antipolis/Float/FroundProp/RoundedModeMult.con
\e[0;32mOK
\e[0m 0.06
31735 cic:/Sophia-Antipolis/Float/FroundProp/RoundedModeMultLess.con
\e[0;32mOK
\e[0m 0.05
31736 cic:/Sophia-Antipolis/Float/Fop/Fminus_correct.con
\e[0;32mOK
\e[0m 0.04
31737 cic:/Sophia-Antipolis/Float/Fnorm/FboundedMboundPos.con
\e[0;32mOK
\e[0m 0.06
31738 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicPpred.con
\e[0;32mOK
\e[0m 0.02
31739 cic:/Sophia-Antipolis/Float/Fnorm/FnormalizeCorrect.con
\e[0;32mOK
\e[0m 0.12
31740 cic:/Sophia-Antipolis/Float/Fnorm/FsubnormalUnique.con
\e[0;32mOK
\e[0m 0.03
31741 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct1.con
\e[0;32mOK
\e[0m 0.92
31742 cic:/Sophia-Antipolis/Float/Fmin/boundNatCorrect.con
\e[0;32mOK
\e[0m 0.03
31743 cic:/Sophia-Antipolis/Float/Float/NisFzeroComp.con
\e[0;32mOK
\e[0m 0.03
31744 cic:/Sophia-Antipolis/Float/Float/ReqGivesEqwithSameExp.con
\e[0;32mOK
\e[0m 0.06
31745 cic:/Sophia-Antipolis/Float/Fcomp/Feq_bool_correct_r.con
\e[0;32mOK
\e[0m 0.04
31746 cic:/Sophia-Antipolis/Float/Fcomp/Feq_bool_correct_t.con
\e[0;32mOK
\e[0m 0.04
31747 cic:/Sophia-Antipolis/Float/Faux/Rle_IZR.con
\e[0;32mOK
\e[0m 0.03
31748 cic:/Sophia-Antipolis/Float/Faux/Rlt_IZR1.con
\e[0;32mOK
\e[0m 0.02
31749 cic:/Sophia-Antipolis/Float/Faux/Rlt_IZRO.con
\e[0;32mOK
\e[0m 0.02
31750 cic:/Sophia-Antipolis/Float/Faux/Zle_Rle.con
\e[0;32mOK
\e[0m 0.02
31751 cic:/Sophia-Antipolis/Float/FPred/FPredFopFSucc.con
\e[0;32mOK
\e[0m 0.13
31752 cic:/Sophia-Antipolis/Float/Digit/digitInv.con
\e[0;32mOK
\e[0m 0.04
31753 cic:/Sophia-Antipolis/Float/Digit/digit_monotone.con
\e[0;32mOK
\e[0m 0.03
31754 cic:/Sophia-Antipolis/Float/Closest2Prop/AScal2.con
\e[0;32mOK
\e[0m 0.04
31755 cic:/Sophia-Antipolis/Buchberger/WfR0/RO.ind
\e[0;31mSKIPPED
\e[0m
31756 cic:/Sophia-Antipolis/Buchberger/Pspoly/Conf_trans.con
\e[0;32mOK
\e[0m 0.76
31757 cic:/Sophia-Antipolis/Buchberger/Pspoly/confl_under.con
\e[0;32mOK
\e[0m 0.50
31758 cic:/Sophia-Antipolis/Buchberger/Preduceplus/one_minus_reduceplus.con
\e[0;31mFAIL
\e[0m
31759 cic:/Sophia-Antipolis/Buchberger/Preduceplus/red_plus_zero_reduce.con
\e[0;31mFAIL
\e[0m
31760 cic:/Sophia-Antipolis/Buchberger/Preduceplus/rep_minus_reduce.con
\e[0;31mFAIL
\e[0m
31761 cic:/Sophia-Antipolis/Buchberger/Pcrit/spoly_Reduce.con
\e[0;31mFAIL
\e[0m
31762 cic:/Sophia-Antipolis/Buchberger/Pcomb/CombLinear_reducestar.con
\e[0;31mFAIL
\e[0m
31763 cic:/Sophia-Antipolis/Buchberger/Pcomb/Grobner_imp_SpolyQ.con
\e[0;31mFAIL
\e[0m
31764 cic:/Sophia-Antipolis/Buchberger/Pcomb/reduceplus_cb1.con
\e[0;31mFAIL
\e[0m
31765 cic:/Sophia-Antipolis/Buchberger/Pcomb/reduceplus_cb2.con
\e[0;31mFAIL
\e[0m
31766 cic:/Sophia-Antipolis/Buchberger/Pcomb/reducestar_cb.con
\e[0;31mFAIL
\e[0m
31767 cic:/Sophia-Antipolis/Buchberger/BuchRed/nf_divp.con
\e[0;32mOK
\e[0m 6.52
31768 cic:/Sophia-Antipolis/Buchberger/BuchRed/nf_divp_zero.con
\e[0;32mOK
\e[0m 2.79
31769 cic:/Sophia-Antipolis/Buchberger/BuchRed/redacc.con
\e[0;32mOK
\e[0m 0.05
31770 cic:/Sophia-Antipolis/Buchberger/BuchAux/nf_irreducible.con
\e[0;32mOK
\e[0m 1.97
31771 cic:/Sophia-Antipolis/Buchberger/BuchAux/red_zerop.con
\e[0;32mOK
\e[0m 7.42
31772 cic:/Sophia-Antipolis/Buchberger/BuchAux/rstar_rtopO.con
\e[0;32mOK
\e[0m 0.05
31773 cic:/Sophia-Antipolis/Buchberger/Buch/OBuch.ind
\e[0;31mSKIPPED
\e[0m
31774 cic:/Sophia-Antipolis/Buchberger/Buch/genOCPf_stable.con
\e[0;31mFAIL
\e[0m
31775 cic:/Sophia-Antipolis/Buchberger/Buch/lem_redIn_nil.con
\e[0;31mFAIL
\e[0m
31776 cic:/Sophia-Antipolis/Buchberger/Buch/reds_SpolyQ1.con
\e[0;31mFAIL
\e[0m
31777 cic:/Sophia-Antipolis/Bertrand/Bertrand/upper_bound.con
\e[0;31mFAIL
\e[0m
31778 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_law.con
\e[0;31mFAIL
\e[0m
31779 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_on.ind
\e[0;31mFAIL
\e[0m
31780 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_sgroup_on.ind
\e[0;31mFAIL
\e[0m
31781 cic:/Rocq/TreeAutomata/union/insert_ostate_7.con
\e[0;31mFAIL
\e[0m
31782 cic:/Rocq/TreeAutomata/states_kill_correct/prec_list_kill_ref_ok_invar.con
\e[0;31mFAIL
\e[0m
31783 cic:/Rocq/THREE_GAP/prop_elem/inter1.con
\e[0;32mOK
\e[0m 0.04
31784 cic:/Rocq/THREE_GAP/prop_elem/le_first_last.con
\e[0;32mOK
\e[0m 0.04
31785 cic:/Rocq/THREE_GAP/prop_elem/tech_first_last.con
\e[0;32mOK
\e[0m 0.03
31786 cic:/Rocq/LAMBDA/Confluence/confluence_beta_reduction.con
\e[0;32mOK
\e[0m 0.03
31787 cic:/Rocq/GRAPHS/cgraph/ad_1_path_dist_big_enough_2.con
\e[0;32mOK
\e[0m 0.04
31788 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_dist_correct.con
\e[0;32mOK
\e[0m 0.06
31789 cic:/Rocq/COC/Machine/trans_error_no_confusion.con
\e[0;31mFAIL
\e[0m
31790 cic:/Rocq/COC/Class/class_typ.con
\e[0;32mOK
\e[0m 0.14
31791 cic:/Rocq/ARITH/ZChinese/Zgcd/chinese_remaindering_theorem_subproof.con
\e[0;32mOK
\e[0m 0.06
31792 cic:/Rocq/ARITH/ZChinese/Zgcd/chinese_remaindering_theorem_subproof0.con
\e[0;32mOK
\e[0m 0.05
31793 cic:/Rocq/ARITH/ZChinese/Zgcd/gcdZ_correct.con
\e[0;32mOK
\e[0m 0.05
31794 cic:/Rocq/ARITH/ZChinese/Zgcd/verify_BezoutZ.ind
\e[0;31mSKIPPED
\e[0m
31795 cic:/Rocq/ARITH/Chinese/Zgcd/gcdZ_correct.con
\e[0;32mOK
\e[0m 0.03
31796 cic:/Rocq/ARITH/Chinese/Zgcd/verify_BezoutZ.ind
\e[0;31mSKIPPED
\e[0m
31797 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/MonMap.con
\e[0;31mFAIL
\e[0m
31798 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/MonMor_rect.con
\e[0;31mFAIL
\e[0m
31799 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Eq_abb'a'.con
\e[0;32mOK
\e[0m 0.07
31800 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inv_elt_l.con
\e[0;31mFAIL
\e[0m
31801 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inv_elt_r.con
\e[0;31mFAIL
\e[0m
31802 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inverses_rect.con
\e[0;31mFAIL
\e[0m
31803 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inverses_unit.con
\e[0;31mFAIL
\e[0m
31804 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Group/Group.ind
\e[0;32mOK
\e[0m 379.95
31805 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Functor0''.ind
\e[0;31mSKIPPED
\e[0m
31806 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/HomFunctor_NT/NtH_map_law.con
\e[0;32mOK
\e[0m 0.04
31807 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/SSC1_ind.con
\e[0;32mOK
\e[0m 0.03
31808 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/SSC1_k.con
\e[0;32mOK
\e[0m 0.02
31809 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/SSC1_rec.con
\e[0;32mOK
\e[0m 0.02
31810 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/Thi1_d1.con
\e[0;32mOK
\e[0m 0.02
31811 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/Fpulb_map.con
\e[0;32mOK
\e[0m 0.03
31812 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Products1/FunDiscr_map.con
\e[0;32mOK
\e[0m 0.03
31813 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA_mor_setoid.con
\e[0;32mOK
\e[0m 0.03
31814 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/Prf_law1_fg.con
\e[0;32mOK
\e[0m 0.10
31815 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/equalizer_limit_def/e1_diese_def/p.var
\e[0;32mOK
\e[0m 0.02
31816 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Const/Const_map.con
\e[0;32mOK
\e[0m 0.03
31817 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/IdCAT/Id_CAT_comp_law.con
\e[0;32mOK
\e[0m 0.17
31818 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/HomFunctor/FunSET_map_law1.con
\e[0;32mOK
\e[0m 0.04
31819 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Functor.ind
\e[0;31mSKIPPED
\e[0m
31820 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunFreeMon/FunFreeMon_mor.con
\e[0;31mFAIL
\e[0m
31821 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Equal_Pmor.con
\e[0;32mOK
\e[0m 0.03
31822 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Pmor_ind.con
\e[0;32mOK
\e[0m 0.02
31823 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Pmor_rec.con
\e[0;32mOK
\e[0m 0.02
31824 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/comp_mon/f.var
\e[0;31mFAIL
\e[0m
31825 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/comp_mon/g.var
\e[0;31mFAIL
\e[0m
31826 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/Equal_Arrs.con
\e[0;32mOK
\e[0m 0.03
31827 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/FullSubCat/Assoc_FSC.con
\e[0;32mOK
\e[0m 0.55
31828 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/FullSubCat/Idl_FSC.con
\e[0;32mOK
\e[0m 0.15
31829 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/FullSubCat/Idr_FSC.con
\e[0;32mOK
\e[0m 0.15
31830 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Dual/Comp_dual_congl.con
\e[0;32mOK
\e[0m 0.04
31831 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Dual/Comp_dual_congr.con
\e[0;32mOK
\e[0m 0.03
31832 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Ass1.con
\e[0;32mOK
\e[0m 0.05
31833 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Idl1.con
\e[0;32mOK
\e[0m 0.03
31834 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Idlr.con
\e[0;32mOK
\e[0m 0.05
31835 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Idr1.con
\e[0;32mOK
\e[0m 0.03
31836 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/s_pulb_def/s_pulb_diese_def/H.var
\e[0;32mOK
\e[0m 0.03
31837 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/s_equaz_def/s_equaz_diese_def/p.var
\e[0;32mOK
\e[0m 0.03
31838 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_BinProds/Eq1_Sprod.con
\e[0;32mOK
\e[0m 0.19
31839 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_BinProds/Eq2_Sprod.con
\e[0;32mOK
\e[0m 0.17
31840 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_BinProds/Unique_S_together.con
\e[0;32mOK
\e[0m 0.19
31841 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SETProperty/SET_Epic_law.con
\e[0;32mOK
\e[0m 0.03
31842 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SETProperty/SET_Monic_law.con
\e[0;32mOK
\e[0m 0.02
31843 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Pullback_law1.con
\e[0;32mOK
\e[0m 0.03
31844 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/pulbs_def/pulbs_laws/Pb_diese.var
\e[0;32mOK
\e[0m 0.02
31845 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/Product_law1.con
\e[0;32mOK
\e[0m 0.02
31846 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/Product_law2.con
\e[0;32mOK
\e[0m 0.02
31847 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/Equalizer_law1.con
\e[0;32mOK
\e[0m 0.03
31848 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/equaz_def/equaz_laws/E_diese.var
\e[0;32mOK
\e[0m 0.02
31849 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/AreIsos.con
\e[0;32mOK
\e[0m 0.03
31850 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Epic.ind
\e[0;31mSKIPPED
\e[0m
31851 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Initial_ind.con
\e[0;32mOK
\e[0m 0.03
31852 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Initial_rec.con
\e[0;32mOK
\e[0m 0.03
31853 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Monic.ind
\e[0;31mSKIPPED
\e[0m
31854 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/MorI.con
\e[0;32mOK
\e[0m 0.03
31855 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/MorT.con
\e[0;32mOK
\e[0m 0.03
31856 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Terminal_ind.con
\e[0;32mOK
\e[0m 0.03
31857 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Terminal_rec.con
\e[0;32mOK
\e[0m 0.02
31858 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/BinProd.ind
\e[0;31mSKIPPED
\e[0m
31859 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunOne/FunOne_comp_law.con
\e[0;32mOK
\e[0m 0.04
31860 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunOne/FunOne_id_law.con
\e[0;32mOK
\e[0m 0.02
31861 cic:/Rocq/AILS/rrho/rho_lb_pos.con
\e[0;32mOK
\e[0m 0.03
31862 cic:/Rocq/AILS/constants/MinT_is_pos.con
\e[0;32mOK
\e[0m 0.10
31863 cic:/Rocq/AILS/constants/Rle_201_250.con
\e[0;32mOK
\e[0m 0.26
31864 cic:/Rocq/AILS/constants/Rle_250_880.con
\e[0;32mOK
\e[0m 0.31
31865 cic:/Orsay/QArith/Qreduction/Qmult'_correct.con
\e[0;32mOK
\e[0m 3.22
31866 cic:/Orsay/QArith/Qreduction/Qplus'_correct.con
\e[0;32mOK
\e[0m 3.08
31867 cic:/Orsay/QArith/Qreduction/Qred_comp.con
\e[0;32mOK
\e[0m 0.03
31868 cic:/Orsay/QArith/Qreals/Q2R_inv.con
\e[0;32mOK
\e[0m 6.34
31869 cic:/Orsay/QArith/Qreals/Q2R_mult.con
\e[0;32mOK
\e[0m 2.79
31870 cic:/Orsay/QArith/Qreals/Q2R_opp.con
\e[0;32mOK
\e[0m 0.66
31871 cic:/Orsay/QArith/Qreals/Q2R_plus.con
\e[0;32mOK
\e[0m 6.30
31872 cic:/Orsay/QArith/Qreals/Qeq_eqR.con
\e[0;32mOK
\e[0m 1.26
31873 cic:/Orsay/QArith/Qreals/Qle_Rle.con
\e[0;32mOK
\e[0m 2.79
31874 cic:/Orsay/QArith/Qreals/Qlt_Rlt.con
\e[0;32mOK
\e[0m 2.79
31875 cic:/Orsay/QArith/Qreals/Rle_Qle.con
\e[0;32mOK
\e[0m 1.52
31876 cic:/Orsay/QArith/Qreals/Rlt_Qlt.con
\e[0;32mOK
\e[0m 1.51
31877 cic:/Orsay/QArith/Qreals/eqR_Qeq.con
\e[0;32mOK
\e[0m 1.26
31878 cic:/Orsay/Maths/prime/Gauss.con
\e[0;32mOK
\e[0m 0.44
31879 cic:/Orsay/Maths/prime/rel_prime_mult.con
\e[0;32mOK
\e[0m 8.39
31880 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/gauss_sur_B_O.con
\e[0;32mOK
\e[0m 0.03
31881 cic:/Orsay/ExactRealArithmetic/Lemmes/Zsgn_sg.con
\e[0;32mOK
\e[0m 0.04
31882 cic:/Orsay/ExactRealArithmetic/Lemmes/Zsgn_sg_bis.con
\e[0;32mOK
\e[0m 0.02
31883 cic:/Orsay/ExactRealArithmetic/Absolue/absolue_correct.con
\e[0;32mOK
\e[0m 0.25
31884 cic:/Nijmegen/QArith/sqrt2/comparison4.con
\e[0;32mOK
\e[0m 0.06
31885 cic:/Nijmegen/QArith/sqrt2/new_equality.con
\e[0;32mOK
\e[0m 0.55
31886 cic:/Nijmegen/QArith/homographic_correctness/coding.con
\e[0;31mFAIL
\e[0m
31887 cic:/Nijmegen/QArith/homographicAcc_Qhomographic_sign/Qhomographic_Qpositive_to_Q_homographicAcc_neg_1.con
\e[0;32mOK
\e[0m 0.77
31888 cic:/Nijmegen/QArith/homographicAcc_Qhomographic_sign/Qhomographic_Qpositive_to_Q_homographicAcc_neg_2.con
\e[0;32mOK
\e[0m 1.02
31889 cic:/Nijmegen/QArith/homographicAcc_Qhomographic_sign/Qhomographic_Qpositive_to_Q_homographicAcc_pos_1.con
\e[0;32mOK
\e[0m 0.70
31890 cic:/Nijmegen/QArith/homographicAcc_Qhomographic_sign/Qhomographic_Qpositive_to_Q_homographicAcc_pos_2.con
\e[0;32mOK
\e[0m 1.05
31891 cic:/Nijmegen/QArith/general_Q/Qpos_dL.con
\e[0;32mOK
\e[0m 0.03
31892 cic:/Nijmegen/QArith/general_Q/Z_to_Qmult.con
\e[0;32mOK
\e[0m 0.03
31893 cic:/Nijmegen/QArith/general_Q/eq_Z_to_Q.con
\e[0;32mOK
\e[0m 0.03
31894 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Qquadratic_Qpositive_to_Qpositive_equal.con
\e[0;31mFAIL
\e[0m
31895 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/quadraticAcc_wf.con
\e[0;32mOK
\e[0m 0.64
31896 cic:/Nijmegen/QArith/Qpositive_sub/Qpositive_mult_minus_distr.con
\e[0;32mOK
\e[0m 2.03
31897 cic:/Nijmegen/QArith/Qpositive_sub/Qpositive_plus_simpl.con
\e[0;32mOK
\e[0m 0.03
31898 cic:/Nijmegen/QArith/Qpositive_sub/Qpositive_sub_le.con
\e[0;32mOK
\e[0m 0.02
31899 cic:/Nijmegen/QArith/Qpositive_sub/Qpositive_sub_simpl_r.con
\e[0;32mOK
\e[0m 0.03
31900 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Qhomographic_Qpositive_to_Qpositive_1.con
\e[0;31mFAIL
\e[0m
31901 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Qhomographic_Qpositive_to_Qpositive_2.con
\e[0;31mFAIL
\e[0m
31902 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Qhomographic_Qpositive_to_Qpositive_equal_strong.con
\e[0;31mFAIL
\e[0m
31903 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/homographicacc_wf_for_five_over_five.con
\e[0;32mOK
\e[0m 0.03
31904 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/fraction_encoding_equal.con
\e[0;31mFAIL
\e[0m
31905 cic:/Nijmegen/QArith/Q_order/Qgt_mult.con
\e[0;32mOK
\e[0m 0.16
31906 cic:/Nijmegen/QArith/Q_order/Qmult_assoc.con
\e[0;32mOK
\e[0m 0.05
31907 cic:/Nijmegen/QArith/Q_order/Qpositive_le_plus_simpl.con
\e[0;32mOK
\e[0m 0.03
31908 cic:/Nijmegen/QArith/Q_order/Qpositive_le_sub_simpl_r.con
\e[0;32mOK
\e[0m 0.02
31909 cic:/Nijmegen/QArith/Q_order/Qpositive_mult_simpl.con
\e[0;32mOK
\e[0m 0.03
31910 cic:/Nijmegen/QArith/Q_field/add_sub_eq1.con
\e[0;32mOK
\e[0m 0.03
31911 cic:/Nijmegen/QArith/Q_field/add_sub_eq2.con
\e[0;32mOK
\e[0m 0.02
31912 cic:/Nijmegen/QArith/Q_field/add_sub_le1.con
\e[0;32mOK
\e[0m 0.06
31913 cic:/Nijmegen/QArith/Q_field/add_sub_le2.con
\e[0;32mOK
\e[0m 0.02
31914 cic:/Lyon/IEEE754/IEEE754_def/abstract_of_diadic.con
\e[0;32mOK
\e[0m 0.05
31915 cic:/Lyon/IEEE754/IEEE754_def/abstract_of_diadic_s.con
\e[0;32mOK
\e[0m 0.02
31916 cic:/Eindhoven/POCKLINGTON/modprime/divmultgcd.con
\e[0;32mOK
\e[0m 0.06
31917 cic:/Eindhoven/POCKLINGTON/modprime/mod_mult_inv_r.con
\e[0;32mOK
\e[0m 0.12
31918 cic:/Coq/ZArith/Znumtheory/Gauss.con
\e[0;32mOK
\e[0m 0.44
31919 cic:/Coq/ZArith/Znumtheory/Zis_gcd_rel_prime.con
\e[0;32mOK
\e[0m 0.18
31920 cic:/Coq/ZArith/Znumtheory/rel_prime_mult.con
\e[0;32mOK
\e[0m 8.34
31921 cic:/Coq/Reals/SeqSeries/Cesaro_1.con
\e[0;32mOK
\e[0m 0.33
31922 cic:/Coq/Reals/SeqSeries/sum_maj1.con
\e[0;32mOK
\e[0m 1.85
31923 cic:/Coq/Reals/SeqProp/CV_mult.con
\e[0;32mOK
\e[0m 0.64
31924 cic:/Coq/Reals/Rtrigo_def/Alembert_cos.con
\e[0;32mOK
\e[0m 3.43
31925 cic:/Coq/Reals/Rtrigo_def/Alembert_sin.con
\e[0;31mSKIPPED
\e[0m
31926 cic:/Coq/Reals/Rtopology/compact_P5.con
\e[0;32mOK
\e[0m 0.25
31927 cic:/Coq/Reals/Rsqrt_def/cv_dicho.con
\e[0;32mOK
\e[0m 1.41
31928 cic:/Coq/Reals/Rsqrt_def/dicho_lb_growing.con
\e[0;32mOK
\e[0m 0.17
31929 cic:/Coq/Reals/Rsqrt_def/dicho_up_decreasing.con
\e[0;32mOK
\e[0m 0.07
31930 cic:/Coq/Reals/Rlimit/limit_minus.con
\e[0;32mOK
\e[0m 0.23
31931 cic:/Coq/Reals/RiemannInt_SF/StepFun_P13.con
\e[0;32mOK
\e[0m 0.36
31932 cic:/Coq/Reals/RiemannInt_SF/StepFun_P22.con
\e[0;32mOK
\e[0m 1.39
31933 cic:/Coq/Reals/RiemannInt_SF/StepFun_P24.con
\e[0;32mOK
\e[0m 0.61
31934 cic:/Coq/Reals/RiemannInt_SF/StepFun_P41.con
\e[0;32mOK
\e[0m 0.29
31935 cic:/Coq/Reals/RiemannInt/C1_fun_ind.con
\e[0;32mOK
\e[0m 0.05
31936 cic:/Coq/Reals/RiemannInt/C1_fun_rec.con
\e[0;32mOK
\e[0m 0.01
31937 cic:/Coq/Reals/RiemannInt/Heine_cor1.con
\e[0;32mOK
\e[0m 0.55
31938 cic:/Coq/Reals/RiemannInt/diff0.con
\e[0;32mOK
\e[0m 0.16
31939 cic:/Coq/Reals/RiemannInt/maxN.con
\e[0;32mOK
\e[0m 0.12
31940 cic:/Coq/Reals/Rfunctions/pow_lt_1_zero.con
\e[0;32mOK
\e[0m 0.29
31941 cic:/Coq/Reals/Rderiv/Dadd.con
\e[0;32mOK
\e[0m 0.75
31942 cic:/Coq/Reals/Rderiv/Dcomp.con
\e[0;32mOK
\e[0m 1.54
31943 cic:/Coq/Reals/Rderiv/Dmult.con
\e[0;32mOK
\e[0m 1.39
31944 cic:/Coq/Reals/Ranalysis4/pr_nu_var2.con
\e[0;32mOK
\e[0m 0.31
31945 cic:/Coq/Reals/Ranalysis2/continuous_neq_0.con
\e[0;32mOK
\e[0m 0.44
31946 cic:/Coq/Reals/Ranalysis1/continuity_pt_inv.con
\e[0;32mOK
\e[0m 0.19
31947 cic:/Coq/Reals/Ranalysis1/continuity_pt_plus.con
\e[0;32mOK
\e[0m 0.12
31948 cic:/Coq/Reals/Ranalysis1/derivable_pt_lim_plus.con
\e[0;32mOK
\e[0m 0.66
31949 cic:/Coq/Reals/Ranalysis1/uniqueness_limite.con
\e[0;32mOK
\e[0m 0.01
31950 cic:/Coq/Reals/R_Ifp/fp_R0.con
\e[0;32mOK
\e[0m 0.21
31951 cic:/Coq/Reals/RIneq/single_z_r_R1.con
\e[0;32mOK
\e[0m 0.03
31952 cic:/Coq/Reals/PartSum/cv_cauchy_2.con
\e[0;32mOK
\e[0m 0.16
31953 cic:/Coq/Reals/Exp_prop/Reste_E_maj.con
\e[0;32mOK
\e[0m 4.47
31954 cic:/Coq/Reals/Cos_plus/Majxy_cv_R0.con
\e[0;32mOK
\e[0m 62.82
31955 cic:/Coq/Reals/Cos_plus/reste1_maj.con
\e[0;32mOK
\e[0m 6.12
31956 cic:/Coq/Reals/Cos_plus/reste2_maj.con
\e[0;32mOK
\e[0m 8.82
31957 cic:/Coq/Reals/Binomial/binomial.con
\e[0;32mOK
\e[0m 1.11
31958 cic:/Coq/Reals/AltSeries/CV_ALT.con
\e[0;32mOK
\e[0m 0.65
31959 cic:/Coq/Reals/Alembert/Alembert_C2.con
\e[0;32mOK
\e[0m 9.52
31960 cic:/Coq/Reals/Alembert/Alembert_C4.con
\e[0;32mOK
\e[0m 0.28
31961 cic:/Coq/IntMap/Maplists/ad_list_stutters_rev.con
\e[0;32mOK
\e[0m 0.17
31962 cic:/CoRN/model/setoids/Qsetoid/Qlt_is_CSetoid_relation.con
\e[0;32mOK
\e[0m 0.13
31963 cic:/CoRN/model/setoids/Qsetoid/Qmult_is_bin_fun.con
\e[0;32mOK
\e[0m 0.04
31964 cic:/CoRN/model/setoids/Qsetoid/Qopp_is_fun.con
\e[0;32mOK
\e[0m 0.03
31965 cic:/CoRN/model/setoids/Qsetoid/Qplus_is_bin_fun.con
\e[0;32mOK
\e[0m 0.01
31966 cic:/CoRN/model/setoids/Qpossetoid/QFOURpos.con
\e[0;32mOK
\e[0m 0.09
31967 cic:/CoRN/model/setoids/Qpossetoid/QONEpos.con
\e[0;32mOK
\e[0m 0.03
31968 cic:/CoRN/model/setoids/Qpossetoid/QTWOpos.con
\e[0;32mOK
\e[0m 0.02
31969 cic:/CoRN/model/setoids/Qpossetoid/Qpos_inv.con
\e[0;32mOK
\e[0m 0.10
31970 cic:/CoRN/model/rings/Zring/Z_is_CRing.con
\e[0;32mOK
\e[0m 0.28
31971 cic:/CoRN/model/monoids/twoelemmonoid/p69E1/e1u.var
\e[0;32mOK
\e[0m 0.23
31972 cic:/CoRN/model/monoids/twoelemmonoid/p69E1/uu.var
\e[0;32mOK
\e[0m 0.01
31973 cic:/CoRN/model/monoids/Nposmonoid/Nposmult_is_CMonoid.con
\e[0;32mOK
\e[0m 0.22
31974 cic:/CoRN/model/monoids/Nm_to_freem/pres_plus_to_word.con
\e[0;32mOK
\e[0m 0.36
31975 cic:/CoRN/model/monoids/Nm_to_freem/to_word_bijective_subproof.con
\e[0;32mOK
\e[0m 0.10
31976 cic:/CoRN/model/monoids/Nm_to_freem/to_word_strext.con
\e[0;32mOK
\e[0m 0.11
31977 cic:/CoRN/model/Zmod/ZGcd/p_gcd.con
\e[0;32mOK
\e[0m 0.03
31978 cic:/CoRN/model/Zmod/ZGcd/p_gcd_coeff_a.con
\e[0;32mOK
\e[0m 0.02
31979 cic:/CoRN/model/Zmod/ZGcd/p_gcd_coeff_b.con
\e[0;32mOK
\e[0m 0.01
31980 cic:/CoRN/model/Zmod/ZGcd/p_gcd_duv_rec.con
\e[0;32mOK
\e[0m 1.20
31981 cic:/CoRN/model/Zmod/ZGcd/p_gcd_duv_rec_zero.con
\e[0;32mOK
\e[0m 0.36
31982 cic:/CoRN/model/Zmod/ZDivides/Zdiv_lt_POS.con
\e[0;32mOK
\e[0m 0.07
31983 cic:/CoRN/model/Zmod/ZDivides/Zmod0_Zdivides.con
\e[0;32mOK
\e[0m 0.10
31984 cic:/CoRN/devel/loeb/per/csetfun/Inv_as_un_op.con
\e[0;32mOK
\e[0m 0.61
31985 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char1.con
\e[0;32mOK
\e[0m 19.82
31986 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char10.con
\e[0;32mOK
\e[0m 5.28
31987 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char2.con
\e[0;32mOK
\e[0m 22.62
31988 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char3.con
\e[0;32mOK
\e[0m 15.02
31989 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char4.con
\e[0;32mOK
\e[0m 15.88
31990 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char5.con
\e[0;32mOK
\e[0m 10.17
31991 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char6.con
\e[0;32mOK
\e[0m 14.66
31992 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char7.con
\e[0;32mOK
\e[0m 6.30
31993 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char8.con
\e[0;32mOK
\e[0m 13.41
31994 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/Char9.con
\e[0;32mOK
\e[0m 5.85
31995 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/c_plus.con
\e[0;32mOK
\e[0m 0.96
31996 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/power_k_n.con
\e[0;32mOK
\e[0m 116.58
31997 cic:/CoRN/devel/loeb/IDA/Ch6_bi/to_C_inj1.con
\e[0;32mOK
\e[0m 1.66
31998 cic:/CoRN/devel/loeb/IDA/Ch6_bi/to_C_inj2.con
\e[0;32mOK
\e[0m 0.86
31999 cic:/CoRN/devel/loeb/IDA/Ch6/f_strext'.con
\e[0;32mOK
\e[0m 0.18
32000 cic:/CoRN/devel/loeb/IDA/Ch6/pres_plus_to_word.con
\e[0;32mOK
\e[0m 0.26
32001 cic:/CoRN/devel/loeb/IDA/Ch6/to_word_bijective_subproof.con
\e[0;32mOK
\e[0m 0.04
32002 cic:/CoRN/devel/loeb/IDA/Ch6/to_word_strext.con
\e[0;32mOK
\e[0m 0.06
32003 cic:/CoRN/devel/loeb/IDA/Ch6/p69E1/e1u.var
\e[0;32mOK
\e[0m 0.11
32004 cic:/CoRN/devel/loeb/IDA/Ch6/p69E1/uu.var
\e[0;32mOK
\e[0m 0.00
32005 cic:/CoRN/algebra/CSums/Sum0_strext.con
\e[0;32mOK
\e[0m 0.26
32006 cic:/CoRN/algebra/CSums/Sum0_wd.con
\e[0;32mOK
\e[0m 0.07
32007 cic:/CoRN/algebra/CSums/Sum1.con
\e[0;32mOK
\e[0m 0.02
32008 cic:/CoRN/algebra/CSums/Sumx_Sum0.con
\e[0;32mOK
\e[0m 0.05
32009 cic:/CoRN/algebra/CSums/Sumx_strext.con
\e[0;32mOK
\e[0m 0.18
32010 cic:/CoRN/algebra/CSums/Sumx_wd.con
\e[0;32mOK
\e[0m 0.05
32011 cic:/CoRN/algebra/CSums/part_tot_nat_fun_ch1.con
\e[0;32mOK
\e[0m 0.03
32012 cic:/CoRN/algebra/CSums/part_tot_nat_fun_ch2.con
\e[0;32mOK
\e[0m 0.03
32013 cic:/CoRN/algebra/CRings/CRing.ind
\e[0;32mOK
\e[0m 0.01
32014 cic:/CoRN/algebra/CRings/ax_dist.con
\e[0;32mOK
\e[0m 0.02
32015 cic:/CoRN/algebra/CRings/ax_mult_assoc.con
\e[0;32mOK
\e[0m 0.03
32016 cic:/CoRN/algebra/CRings/ax_mult_com.con
\e[0;32mOK
\e[0m 0.02
32017 cic:/CoRN/algebra/CRings/ax_non_triv.con
\e[0;32mOK
\e[0m 0.02
32018 cic:/CoRN/algebra/CRings/is_CRing_rect.con
\e[0;32mOK
\e[0m 0.04
32019 cic:/CoRN/algebra/CMonoids/f_strext'.con
\e[0;32mOK
\e[0m 0.08
32020 cic:/CoRN/algebra/CMonoids/power_k_n.con
\e[0;31mSKIPPED
\e[0m
32021 cic:/CoRN/algebra/CMonoidCyc/Char1.con
\e[0;32mOK
\e[0m 19.44
32022 cic:/CoRN/algebra/CMonoidCyc/Char10.con
\e[0;32mOK
\e[0m 5.23
32023 cic:/CoRN/algebra/CMonoidCyc/Char2.con
\e[0;32mOK
\e[0m 22.90
32024 cic:/CoRN/algebra/CMonoidCyc/Char3.con
\e[0;32mOK
\e[0m 15.11
32025 cic:/CoRN/algebra/CMonoidCyc/Char4.con
\e[0;32mOK
\e[0m 15.76
32026 cic:/CoRN/algebra/CMonoidCyc/Char5.con
\e[0;32mOK
\e[0m 10.02
32027 cic:/CoRN/algebra/CMonoidCyc/Char6.con
\e[0;32mOK
\e[0m 14.95
32028 cic:/CoRN/algebra/CMonoidCyc/Char7.con
\e[0;32mOK
\e[0m 6.40
32029 cic:/CoRN/algebra/CMonoidCyc/Char8.con
\e[0;32mOK
\e[0m 13.43
32030 cic:/CoRN/algebra/CMonoidCyc/Char9.con
\e[0;32mOK
\e[0m 5.94
32031 cic:/CoRN/algebra/CMonoidCyc/c_plus.con
\e[0;32mOK
\e[0m 0.47
32032 cic:/CoRN/algebra/CMonoidCyc/to_C_inj1.con
\e[0;32mOK
\e[0m 1.76
32033 cic:/CoRN/algebra/CMonoidCyc/to_C_inj2.con
\e[0;32mOK
\e[0m 0.84
32034 cic:/CoRN/algebra/CGroups/Fminus.con
\e[0;32mOK
\e[0m 0.23
32035 cic:/CoRN/algebra/CGroups/Inv_as_un_op.con
\e[0;32mOK
\e[0m 0.24
32036 cic:/CoRN/algebra/CGroups/cg_cancel_lft.con
\e[0;32mOK
\e[0m 0.21
32037 cic:/CoRN/algebra/CGroups/cg_cancel_mixed.con
\e[0;32mOK
\e[0m 0.08
32038 cic:/CoRN/algebra/CGroups/cg_cancel_rht.con
\e[0;32mOK
\e[0m 0.16
32039 cic:/CoRN/algebra/CGroups/cg_inv_inv.con
\e[0;32mOK
\e[0m 0.10
32040 cic:/CoRN/algebra/CGroups/cg_inv_unique'.con
\e[0;32mOK
\e[0m 0.10
32041 cic:/CoRN/algebra/CGroups/cg_inv_unique.con
\e[0;32mOK
\e[0m 0.09
32042 cic:/CoRN/algebra/CGroups/cg_inverse'.con
\e[0;32mOK
\e[0m 0.03
32043 cic:/CoRN/algebra/CGroups/cg_minus_correct.con
\e[0;32mOK
\e[0m 0.01
32044 cic:/CoRN/algebra/CGroups/grp_inv_assoc.con
\e[0;32mOK
\e[0m 0.05
32045 cic:/CoRN/algebra/CGroups/included_FInv'.con
\e[0;32mOK
\e[0m 0.06
32046 cic:/CoRN/algebra/CGroups/included_FInv.con
\e[0;32mOK
\e[0m 0.01
32047 cic:/CoRN/algebra/CGroups/isgrp_scrr.con
\e[0;32mOK
\e[0m 0.10
32048 cic:/CoRN/algebra/CAbMonoids/Build_SubCAbMonoid.con
\e[0;32mOK
\e[0m 0.05
32049 cic:/CoRN/algebra/CAbGroups/CAbGroup_is_CAbGroup.con
\e[0;32mOK
\e[0m 0.05
32050 cic:/CoRN/algebra/CAbGroups/nmult_Zero.con
\e[0;32mOK
\e[0m 0.06
32051 cic:/CoRN/algebra/CAbGroups/nmult_one.con
\e[0;32mOK
\e[0m 0.01
32052 cic:/CoRN/algebra/CAbGroups/nmult_plus.con
\e[0;32mOK
\e[0m 0.08
32053 cic:/CoRN/algebra/CAbGroups/nmult_wd.con
\e[0;32mOK
\e[0m 0.04
32054 cic:/CoRN/algebra/CAbGroups/zmult.con
\e[0;32mOK
\e[0m 0.02
32055 cic:/CoRN/algebra/CAbGroups/Abelian_Groups/SubCAbGroups/Punit.var
\e[0;32mOK
\e[0m 0.02
32056 cic:/CoRN/algebra/CAbGroups/Abelian_Groups/SubCAbGroups/inv_pres_P.var
\e[0;32mOK
\e[0m 0.04
32057 cic:/CoRN/algebra/CAbGroups/Abelian_Groups/SubCAbGroups/op_pres_P.var
\e[0;32mOK
\e[0m 0.03
32058 cic:/Cachan/SMC/op/BDDneg_list_OK.con
\e[0;32mOK
\e[0m 0.32
32059 cic:/Cachan/SMC/op/BDDor_list_OK.con
\e[0;32mOK
\e[0m 0.21
32060 cic:/Cachan/SMC/mu/increasing_be_seq_1.con
\e[0;32mOK
\e[0m 0.30
32061 cic:/Cachan/SMC/gc/new_cfg_OK.con
\e[0;32mOK
\e[0m 1.31
32062 cic:/Sophia-Antipolis/geometry/produit_scalaire/scalaire_lineaire_g.con
\e[0;32mOK
\e[0m 0.16
32063 cic:/Sophia-Antipolis/geometry/parallelisme_concours/concours_3_mediane.con
\e[0;32mOK
\e[0m 0.35
32064 cic:/Sophia-Antipolis/geometry/parallelisme_concours/concours_mediane.con
\e[0;32mOK
\e[0m 0.10
32065 cic:/Sophia-Antipolis/geometry/milieu/centre_gravite_ordre_cycle.con
\e[0;32mOK
\e[0m 0.25
32066 cic:/Sophia-Antipolis/geometry/milieu/centre_gravite_ordre_cycle2.con
\e[0;32mOK
\e[0m 0.10
32067 cic:/Sophia-Antipolis/geometry/milieu/milieu_distinct.con
\e[0;32mOK
\e[0m 0.12
32068 cic:/Sophia-Antipolis/geometry/milieu/milieu_distinct2.con
\e[0;32mOK
\e[0m 4.25
32069 cic:/Sophia-Antipolis/geometry/milieu/milieu_vecteur_double.con
\e[0;32mOK
\e[0m 0.18
32070 cic:/Sophia-Antipolis/geometry/milieu/vecteur_milieu.con
\e[0;32mOK
\e[0m 0.10
32071 cic:/Sophia-Antipolis/geometry/mesure_algebrique/existence_mes_algebrique.con
\e[0;32mOK
\e[0m 0.05
32072 cic:/Sophia-Antipolis/geometry/mesure_algebrique/quotient_mes_algebrique_vecteur.con
\e[0;32mOK
\e[0m 0.66
32073 cic:/Sophia-Antipolis/geometry/mesure_algebrique/vecteur_quotient_mes_algebrique.con
\e[0;32mOK
\e[0m 0.58
32074 cic:/Sophia-Antipolis/geometry/homothetie_plane/centre_gravite_homothetie.con
\e[0;32mOK
\e[0m 27.18
32075 cic:/Sophia-Antipolis/geometry/formes_complexes/affixe_origine.con
\e[0;32mOK
\e[0m 0.09
32076 cic:/Sophia-Antipolis/geometry/formes_complexes/nonorigine_image_nonzero.con
\e[0;32mOK
\e[0m 0.02
32077 cic:/Sophia-Antipolis/geometry/exercice_espace/deux_milieux_tetraedre.con
\e[0;32mOK
\e[0m 0.09
32078 cic:/Sophia-Antipolis/geometry/exercice_espace/exercice.con
\e[0;32mOK
\e[0m 8.25
32079 cic:/Sophia-Antipolis/geometry/dilatations/existence_homothetique.con
\e[0;32mOK
\e[0m 0.04
32080 cic:/Sophia-Antipolis/geometry/dilatations/homothetie_droite.con
\e[0;32mOK
\e[0m 0.17
32081 cic:/Sophia-Antipolis/geometry/dilatations/homothetie_paralleles.con
\e[0;32mOK
\e[0m 0.19
32082 cic:/Sophia-Antipolis/geometry/dilatations/image_translation_distincts.con
\e[0;32mOK
\e[0m 0.05
32083 cic:/Sophia-Antipolis/geometry/dilatations/milieu_symetrie.con
\e[0;32mOK
\e[0m 0.12
32084 cic:/Sophia-Antipolis/geometry/dilatations/translation_milieu.con
\e[0;32mOK
\e[0m 0.41
32085 cic:/Sophia-Antipolis/geometry/dilatations/translation_paralleles.con
\e[0;32mOK
\e[0m 0.05
32086 cic:/Sophia-Antipolis/geometry/composee_dilatations/compo_homothetie_IJ_1_exists.con
\e[0;32mOK
\e[0m 0.12
32087 cic:/Sophia-Antipolis/geometry/composee_dilatations/compo_homothetie_IJ_non1_exists.con
\e[0;32mOK
\e[0m 0.13
32088 cic:/Sophia-Antipolis/geometry/composee_dilatations/composee_translation_homothetie_exists.con
\e[0;32mOK
\e[0m 0.21
32089 cic:/Sophia-Antipolis/geometry/composee_dilatations/composition_translation.con
\e[0;32mOK
\e[0m 0.08
32090 cic:/Sophia-Antipolis/geometry/barycentre/distinct_mult_vecteur.con
\e[0;32mOK
\e[0m 0.02
32091 cic:/Sophia-Antipolis/geometry/barycentre/existence_representant_comb_lin_vecteur.con
\e[0;32mOK
\e[0m 0.02
32092 cic:/Sophia-Antipolis/geometry/angles_vecteurs/orthogonal_pisurdeux_or.con
\e[0;32mOK
\e[0m 0.08
32093 cic:/Sophia-Antipolis/geometry/alignement/alignes_ordre_cycle.con
\e[0;32mOK
\e[0m 4.67
32094 cic:/Sophia-Antipolis/geometry/alignement/alignes_ordre_permute.con
\e[0;32mOK
\e[0m 0.06
32095 cic:/Sophia-Antipolis/geometry/affine_classiques/trapeze_complet_expl.con
\e[0;32mOK
\e[0m 0.40
32096 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/vecteurs_para_plan_dr.con
\e[0;32mOK
\e[0m 0.61
32097 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_evaluation.con
\e[0;32mOK
\e[0m 0.09
32098 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/function_th1.con
\e[0;32mOK
\e[0m 0.05
32099 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_th2.con
\e[0;32mOK
\e[0m 0.07
32100 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_th3.con
\e[0;32mOK
\e[0m 0.09
32101 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_bounded_Out.con
\e[0;32mOK
\e[0m 0.09
32102 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_th2.con
\e[0;32mOK
\e[0m 0.06
32103 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_th3.con
\e[0;32mOK
\e[0m 0.02
32104 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_th6.con
\e[0;32mOK
\e[0m 0.07
32105 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/second_uniqueness_Out.con
\e[0;32mOK
\e[0m 0.06
32106 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/step6.var
\e[0;32mOK
\e[0m 0.03
32107 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/step7.var
\e[0;32mOK
\e[0m 0.00
32108 cic:/Sophia-Antipolis/Float/MSB/LSB_le_MSB.con
\e[0;32mOK
\e[0m 0.24
32109 cic:/Sophia-Antipolis/Float/MSB/LSB_rep.con
\e[0;32mOK
\e[0m 0.62
32110 cic:/Sophia-Antipolis/Float/MSB/MSB_monotoneAux.con
\e[0;32mOK
\e[0m 0.10
32111 cic:/Sophia-Antipolis/Float/MSB/abs_lt_MSB.con
\e[0;32mOK
\e[0m 1.11
32112 cic:/Sophia-Antipolis/Float/MSB/maxDivSimplInv.con
\e[0;32mOK
\e[0m 0.09
32113 cic:/Sophia-Antipolis/Float/MSB/maxDivUniqueDigit.con
\e[0;32mOK
\e[0m 0.03
32114 cic:/Sophia-Antipolis/Float/FroundProp/FulpLe.con
\e[0;32mOK
\e[0m 0.34
32115 cic:/Sophia-Antipolis/Float/FroundMult/multExactExp_aux.con
\e[0;32mOK
\e[0m 0.58
32116 cic:/Sophia-Antipolis/Float/Fop/Fabs_correct1.con
\e[0;32mOK
\e[0m 0.16
32117 cic:/Sophia-Antipolis/Float/Fop/Fabs_correct2.con
\e[0;32mOK
\e[0m 0.11
32118 cic:/Sophia-Antipolis/Float/Fodd/FevenPred.con
\e[0;32mOK
\e[0m 0.40
32119 cic:/Sophia-Antipolis/Float/Fodd/FoddPred.con
\e[0;32mOK
\e[0m 0.03
32120 cic:/Sophia-Antipolis/Float/Fnorm/FboundedMbound.con
\e[0;32mOK
\e[0m 0.18
32121 cic:/Sophia-Antipolis/Float/Fnorm/FnormalBoundAbs.con
\e[0;32mOK
\e[0m 0.10
32122 cic:/Sophia-Antipolis/Float/Fnorm/FnormalBoundAbs2.con
\e[0;32mOK
\e[0m 0.10
32123 cic:/Sophia-Antipolis/Float/Fnorm/digitPredVNumiSPrecision.con
\e[0;32mOK
\e[0m 0.09
32124 cic:/Sophia-Antipolis/Float/Fnorm/digitVNumiSPrecision.con
\e[0;32mOK
\e[0m 0.03
32125 cic:/Sophia-Antipolis/Float/Fnorm/digitnNormMin.con
\e[0;32mOK
\e[0m 0.07
32126 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct2.con
\e[0;32mOK
\e[0m 0.51
32127 cic:/Sophia-Antipolis/Float/Fmin/boundRCorrect1.con
\e[0;32mOK
\e[0m 0.13
32128 cic:/Sophia-Antipolis/Float/Float/FtoREqInv1.con
\e[0;32mOK
\e[0m 0.10
32129 cic:/Sophia-Antipolis/Float/Float/LtFnumZERO.con
\e[0;32mOK
\e[0m 0.02
32130 cic:/Sophia-Antipolis/Float/Float/Rle_monotone_exp.con
\e[0;32mOK
\e[0m 0.01
32131 cic:/Sophia-Antipolis/Float/Float/Rle_monotony_contra_exp.con
\e[0;32mOK
\e[0m 0.01
32132 cic:/Sophia-Antipolis/Float/Float/Rlt_monotony_contra_exp.con
\e[0;32mOK
\e[0m 0.02
32133 cic:/Sophia-Antipolis/Float/Float/Rlt_monotony_exp.con
\e[0;32mOK
\e[0m 0.01
32134 cic:/Sophia-Antipolis/Float/Float/oneExp_le.con
\e[0;32mOK
\e[0m 0.02
32135 cic:/Sophia-Antipolis/Float/Float/oneExp_lt.con
\e[0;32mOK
\e[0m 0.02
32136 cic:/Sophia-Antipolis/Float/Float/sameExpEq.con
\e[0;32mOK
\e[0m 0.03
32137 cic:/Sophia-Antipolis/Float/Fcomp/Feq_bool_correct_f.con
\e[0;32mOK
\e[0m 0.08
32138 cic:/Sophia-Antipolis/Float/Fcomp/Fle_Zle.con
\e[0;32mOK
\e[0m 0.03
32139 cic:/Sophia-Antipolis/Float/Fcomp/Flt_Zlt.con
\e[0;32mOK
\e[0m 0.01
32140 cic:/Sophia-Antipolis/Float/Fcomp/Flt_bool_correct_t.con
\e[0;32mOK
\e[0m 0.07
32141 cic:/Sophia-Antipolis/Float/Fcomp/LeFnumZERO.con
\e[0;32mOK
\e[0m 0.03
32142 cic:/Sophia-Antipolis/Float/Fcomp/LeZEROFnum.con
\e[0;32mOK
\e[0m 0.02
32143 cic:/Sophia-Antipolis/Float/Fbound/Zle_monotony_contra_abs_pow.con
\e[0;32mOK
\e[0m 0.05
32144 cic:/Sophia-Antipolis/Float/Fbound/maxMax.con
\e[0;32mOK
\e[0m 0.10
32145 cic:/Sophia-Antipolis/Float/Faux/IZR_inv.con
\e[0;32mOK
\e[0m 0.04
32146 cic:/Sophia-Antipolis/Float/Faux/Rle_INR.con
\e[0;32mOK
\e[0m 0.01
32147 cic:/Sophia-Antipolis/Float/Faux/Rle_IZR1.con
\e[0;32mOK
\e[0m 0.01
32148 cic:/Sophia-Antipolis/Float/Faux/Rle_IZRO.con
\e[0;32mOK
\e[0m 0.01
32149 cic:/Sophia-Antipolis/Float/Faux/Zlt_Rlt.con
\e[0;32mOK
\e[0m 0.01
32150 cic:/Sophia-Antipolis/Float/FPred/FBoundedPred.con
\e[0;32mOK
\e[0m 0.06
32151 cic:/Sophia-Antipolis/Float/FPred/FNPredFopFNSucc.con
\e[0;32mOK
\e[0m 0.34
32152 cic:/Sophia-Antipolis/Float/FPred/FPredDiff1.con
\e[0;32mOK
\e[0m 0.16
32153 cic:/Sophia-Antipolis/Float/FPred/FPredDiff2.con
\e[0;32mOK
\e[0m 0.04
32154 cic:/Sophia-Antipolis/Float/FPred/FPredDiff3.con
\e[0;32mOK
\e[0m 0.06
32155 cic:/Sophia-Antipolis/Float/Digit/digitNotZero.con
\e[0;32mOK
\e[0m 0.02
32156 cic:/Sophia-Antipolis/Float/Digit/digit_anti_monotone_lt.con
\e[0;32mOK
\e[0m 0.03
32157 cic:/Sophia-Antipolis/Float/Digit/digit_bound.con
\e[0;32mOK
\e[0m 0.01
32158 cic:/Sophia-Antipolis/Float/Digit/digit_minus1.con
\e[0;32mOK
\e[0m 0.05
32159 cic:/Sophia-Antipolis/Float/Closest2Plus/plusUpperBound.con
\e[0;32mOK
\e[0m 0.67
32160 cic:/Sophia-Antipolis/Buchberger/WfR0/RO_ind.con
\e[0;32mOK
\e[0m 1.66
32161 cic:/Sophia-Antipolis/Buchberger/WfR0/RO_lem.con
\e[0;32mOK
\e[0m 1.18
32162 cic:/Sophia-Antipolis/Buchberger/WfR0/get_is_correct.con
\e[0;32mOK
\e[0m 2.54
32163 cic:/Sophia-Antipolis/Buchberger/Pspoly/confl_mix.con
\e[0;32mOK
\e[0m 1.15
32164 cic:/Sophia-Antipolis/Buchberger/Preduceplus/red_minus_zero_reduce.con
\e[0;32mOK
\e[0m 0.36
32165 cic:/Sophia-Antipolis/Buchberger/Pcrit/fspoly_Reduceplus_pO.con
\e[0;32mOK
\e[0m 0.49
32166 cic:/Sophia-Antipolis/Buchberger/Pcomb/Reducestar_pO_imp_CombLinear.con
\e[0;32mOK
\e[0m 0.11
32167 cic:/Sophia-Antipolis/Buchberger/Pcomb/reducestar_cb1.con
\e[0;32mOK
\e[0m 0.06
32168 cic:/Sophia-Antipolis/Buchberger/Pcomb/reducestar_cb2.con
\e[0;32mOK
\e[0m 0.08
32169 cic:/Sophia-Antipolis/Buchberger/BuchRed/Red.con
\e[0;32mOK
\e[0m 0.05
32170 cic:/Sophia-Antipolis/Buchberger/BuchRed/def_grobner.con
\e[0;32mOK
\e[0m 0.27
32171 cic:/Sophia-Antipolis/Buchberger/BuchRed/redacc_divp.con
\e[0;32mOK
\e[0m 20.55
32172 cic:/Sophia-Antipolis/Buchberger/BuchAux/nf_Cb.con
\e[0;32mOK
\e[0m 2.22
32173 cic:/Sophia-Antipolis/Buchberger/BuchAux/nf_red.con
\e[0;32mOK
\e[0m 3.56
32174 cic:/Sophia-Antipolis/Buchberger/BuchAux/red_cons.con
\e[0;32mOK
\e[0m 0.23
32175 cic:/Sophia-Antipolis/Buchberger/BuchAux/red_id.con
\e[0;32mOK
\e[0m 0.11
32176 cic:/Sophia-Antipolis/Buchberger/BuchAux/red_incl.con
\e[0;32mOK
\e[0m 0.11
32177 cic:/Sophia-Antipolis/Buchberger/Buch/OBuch_ind.con
\e[0;32mOK
\e[0m 2.15
32178 cic:/Sophia-Antipolis/Buchberger/Buch/redIn_nil.con
\e[0;32mOK
\e[0m 0.06
32179 cic:/Sophia-Antipolis/Buchberger/Buch/Buch/Co.var
\e[0;32mOK
\e[0m 0.08
32180 cic:/Sophia-Antipolis/Bertrand/Bertrand/no_prime_imp_spec_inegality.con
\e[0;32mOK
\e[0m 2.70
32181 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_hom_prop.con
\e[0;31mFAIL
\e[0m
32182 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid.ind
\e[0;32mOK
\e[0m 0.06
32183 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_on_rect.con
\e[0;31mFAIL
\e[0m
32184 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_unit.con
\e[0;31mFAIL
\e[0m
32185 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_sgroup.ind
\e[0;32mOK
\e[0m 0.02
32186 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_sgroup_com_prf.con
\e[0;31mFAIL
\e[0m
32187 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_sgroup_on_rect.con
\e[0;31mFAIL
\e[0m
32188 cic:/Rocq/TreeAutomata/union/insert_ostate_8.con
\e[0;32mOK
\e[0m 0.35
32189 cic:/Rocq/TreeAutomata/states_kill_correct/states_kill_aux_ref_ok_invar.con
\e[0;32mOK
\e[0m 0.38
32190 cic:/Rocq/LAMBDA/Conversion/Church_Rosser.con
\e[0;32mOK
\e[0m 0.54
32191 cic:/Rocq/GRAPHS/cgraph/CG_add_4.con
\e[0;32mOK
\e[0m 1.59
32192 cic:/Rocq/GRAPHS/cgraph/ad_1_path_dist_big_enough.con
\e[0;32mOK
\e[0m 0.06
32193 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_dist_1_complete_1.con
\e[0;32mOK
\e[0m 0.65
32194 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_naive_search_complete_1.con
\e[0;32mOK
\e[0m 0.37
32195 cic:/Rocq/COC/Machine/top_trans_error_no_confusion.con
\e[0;32mOK
\e[0m 0.26
32196 cic:/Rocq/COC/Class/class_trm.con
\e[0;32mOK
\e[0m 0.64
32197 cic:/Rocq/COC/Class/class_typ_ord.con
\e[0;32mOK
\e[0m 0.05
32198 cic:/Rocq/ARITH/ZChinese/Zgcd/Q.con
\e[0;32mOK
\e[0m 0.02
32199 cic:/Rocq/ARITH/ZChinese/Zgcd/gcdZ_is_gcdZ.con
\e[0;32mOK
\e[0m 0.03
32200 cic:/Rocq/ARITH/ZChinese/Zgcd/verify_BezoutZ_rect.con
\e[0;32mOK
\e[0m 0.01
32201 cic:/Rocq/ARITH/Chinese/Zgcd/Q.con
\e[0;32mOK
\e[0m 0.02
32202 cic:/Rocq/ARITH/Chinese/Zgcd/gcdZ_is_gcdZ.con
\e[0;32mOK
\e[0m 0.03
32203 cic:/Rocq/ARITH/Chinese/Zgcd/verify_BezoutZ_rect.con
\e[0;32mOK
\e[0m 0.02
32204 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Equal_MonMor.con
\e[0;32mOK
\e[0m 0.05
32205 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/MonMor_ind.con
\e[0;32mOK
\e[0m 0.05
32206 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/MonMor_rec.con
\e[0;32mOK
\e[0m 0.01
32207 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Prf_MonOp_law.con
\e[0;32mOK
\e[0m 0.03
32208 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Prf_MonUnit_law.con
\e[0;32mOK
\e[0m 0.03
32209 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inverses_eq.con
\e[0;32mOK
\e[0m 0.03
32210 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inverses_ind.con
\e[0;32mOK
\e[0m 0.03
32211 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inverses_rec.con
\e[0;32mOK
\e[0m 0.01
32212 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Prf_invs1.con
\e[0;32mOK
\e[0m 0.02
32213 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Prf_invs2.con
\e[0;32mOK
\e[0m 0.01
32214 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Group/Gmon.con
\e[0;32mOK
\e[0m 0.03
32215 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Group/Group_rect.con
\e[0;32mOK
\e[0m 0.01
32216 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/YonedaLemma/yoneda_lemma/ylpsi_tau_def/F.var
\e[0;32mOK
\e[0m 0.04
32217 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/YonedaLemma/yoneda_lemma/ylphi_tau_def/F.var
\e[0;32mOK
\e[0m 0.01
32218 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/FOb0''.con
\e[0;32mOK
\e[0m 0.18
32219 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Functor0''_rect.con
\e[0;32mOK
\e[0m 0.02
32220 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/setoid_nt/F.var
\e[0;32mOK
\e[0m 0.02
32221 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/setoid_nt/G.var
\e[0;32mOK
\e[0m 0.00
32222 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/nt_def/F.var
\e[0;32mOK
\e[0m 0.02
32223 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/nt_def/G.var
\e[0;32mOK
\e[0m 0.00
32224 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/NatIso/natiso_def/F.var
\e[0;32mOK
\e[0m 0.02
32225 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/NatIso/natiso_def/G.var
\e[0;32mOK
\e[0m 0.00
32226 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/NatIso/about_isIso/F.var
\e[0;32mOK
\e[0m 0.02
32227 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/NatIso/about_isIso/G.var
\e[0;32mOK
\e[0m 0.01
32228 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/interchangelaw/F'.var
\e[0;32mOK
\e[0m 0.01
32229 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/interchangelaw/F.var
\e[0;32mOK
\e[0m 0.01
32230 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/interchangelaw/G'.var
\e[0;32mOK
\e[0m 0.00
32231 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/interchangelaw/G.var
\e[0;32mOK
\e[0m 0.00
32232 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/interchangelaw/H'.var
\e[0;32mOK
\e[0m 0.00
32233 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/interchangelaw/H.var
\e[0;32mOK
\e[0m 0.00
32234 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/horz_comp/F'.var
\e[0;32mOK
\e[0m 0.02
32235 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/horz_comp/F.var
\e[0;32mOK
\e[0m 0.01
32236 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/horz_comp/G'.var
\e[0;32mOK
\e[0m 0.00
32237 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/horz_comp/G.var
\e[0;32mOK
\e[0m 0.01
32238 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/assoc_horz_comp/F''.var
\e[0;32mOK
\e[0m 0.02
32239 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/assoc_horz_comp/F'.var
\e[0;32mOK
\e[0m 0.01
32240 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/assoc_horz_comp/F.var
\e[0;32mOK
\e[0m 0.01
32241 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/assoc_horz_comp/G''.var
\e[0;32mOK
\e[0m 0.00
32242 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/assoc_horz_comp/G'.var
\e[0;32mOK
\e[0m 0.00
32243 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/assoc_horz_comp/G.var
\e[0;32mOK
\e[0m 0.01
32244 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/CatFunct/cat_functor/id_catfunct_def/F.var
\e[0;32mOK
\e[0m 0.01
32245 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/CatFunct/cat_functor/compnt/F.var
\e[0;32mOK
\e[0m 0.01
32246 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/CatFunct/cat_functor/compnt/G.var
\e[0;32mOK
\e[0m 0.01
32247 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/CatFunct/cat_functor/compnt/H.var
\e[0;32mOK
\e[0m 0.00
32248 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Limits/thl/F.var
\e[0;32mOK
\e[0m 0.02
32249 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/SSC1_p.con
\e[0;32mOK
\e[0m 0.10
32250 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/Thi1_k.con
\e[0;32mOK
\e[0m 0.13
32251 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/SET_Complete/set_c/F.var
\e[0;32mOK
\e[0m 0.01
32252 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Pres_Limits/def_pres_limits/F.var
\e[0;32mOK
\e[0m 0.02
32253 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Pres_Limits/def_pres_limits/G.var
\e[0;32mOK
\e[0m 0.01
32254 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Pres_Limits/comp_cone/F.var
\e[0;32mOK
\e[0m 0.02
32255 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Pres_Limits/comp_cone/G.var
\e[0;32mOK
\e[0m 0.01
32256 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/HomFunctor_Continuous/funset_pres/F.var
\e[0;32mOK
\e[0m 0.03
32257 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Comma_Complete/comma_complete/G.var
\e[0;32mOK
\e[0m 0.02
32258 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/ua_iso_def/G.var
\e[0;32mOK
\e[0m 0.02
32259 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/ua_def/G.var
\e[0;32mOK
\e[0m 0.02
32260 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/Fpulb_comp_law.con
\e[0;32mOK
\e[0m 2.68
32261 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/Fpulb_id_law.con
\e[0;32mOK
\e[0m 0.04
32262 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/Fpullback_limit_def/G.var
\e[0;32mOK
\e[0m 0.01
32263 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Products1/FunDiscr_comp_law.con
\e[0;32mOK
\e[0m 0.26
32264 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Products1/FunDiscr_id_law.con
\e[0;32mOK
\e[0m 0.02
32265 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/Comp_PA_congl.con
\e[0;32mOK
\e[0m 0.22
32266 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/Comp_PA_congr.con
\e[0;32mOK
\e[0m 0.10
32267 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/Comp_PA_fact1.con
\e[0;32mOK
\e[0m 0.01
32268 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/Comp_PA_fact2.con
\e[0;32mOK
\e[0m 0.01
32269 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/Comp_PA_fact3.con
\e[0;32mOK
\e[0m 0.01
32270 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/Comp_PA_fact4.con
\e[0;32mOK
\e[0m 0.01
32271 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/limit_def/F.var
\e[0;32mOK
\e[0m 0.02
32272 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/def_cone/F.var
\e[0;32mOK
\e[0m 0.02
32273 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Iso_Limit/iso_cone/F.var
\e[0;32mOK
\e[0m 0.02
32274 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Const/Const_comp_law.con
\e[0;32mOK
\e[0m 0.21
32275 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Const/Const_id_law.con
\e[0;32mOK
\e[0m 0.01
32276 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Comma_UA/ua_comma/G.var
\e[0;32mOK
\e[0m 0.02
32277 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/coua_def1/F.var
\e[0;32mOK
\e[0m 0.02
32278 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/coua_def/F.var
\e[0;32mOK
\e[0m 0.02
32279 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/def_cocone/F.var
\e[0;32mOK
\e[0m 0.02
32280 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/colimit_def/F.var
\e[0;32mOK
\e[0m 0.02
32281 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/IdCAT/Id_CAT.con
\e[0;32mOK
\e[0m 0.05
32282 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/HomFunctor/FunSET_mor.con
\e[0;32mOK
\e[0m 0.05
32283 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/comp_functor_prop/F.var
\e[0;32mOK
\e[0m 0.03
32284 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/comp_functor_prop/G.var
\e[0;32mOK
\e[0m 0.01
32285 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/FOb.con
\e[0;32mOK
\e[0m 0.02
32286 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Functor_rect.con
\e[0;32mOK
\e[0m 0.03
32287 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Comp_F/G.var
\e[0;32mOK
\e[0m 0.02
32288 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Comp_F/H.var
\e[0;32mOK
\e[0m 0.01
32289 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Dual_Functor/dfunctor_def/F.var
\e[0;32mOK
\e[0m 0.02
32290 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma_proj/comma_proj_def/G.var
\e[0;32mOK
\e[0m 0.01
32291 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/comma_def/G.var
\e[0;32mOK
\e[0m 0.01
32292 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Equal_Pmor_equiv.con
\e[0;32mOK
\e[0m 0.23
32293 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/Comp_MonMor_map.con
\e[0;32mOK
\e[0m 0.07
32294 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Hom_Equality/Equal_Arrs_equiv.con
\e[0;32mOK
\e[0m 0.12
32295 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/FullSubCat/FullSubCat.con
\e[0;32mOK
\e[0m 0.09
32296 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Dual/Comp_Dual.con
\e[0;32mOK
\e[0m 0.06
32297 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Category/Idrl.con
\e[0;32mOK
\e[0m 0.68
32298 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/Check_S_pulb_constr.con
\e[0;32mOK
\e[0m 0.35
32299 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/S_pulb_law1.con
\e[0;32mOK
\e[0m 0.17
32300 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/Check_S_equaz_constr.con
\e[0;32mOK
\e[0m 0.09
32301 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/S_equaz_law1.con
\e[0;32mOK
\e[0m 0.14
32302 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_BinProds/SET_hasBinProd.con
\e[0;32mOK
\e[0m 0.91
32303 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SETProperty/Id_SET_Epic_law_Epic_law.con
\e[0;32mOK
\e[0m 0.04
32304 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SETProperty/Id_SET_Monic_law_Monic_law.con
\e[0;32mOK
\e[0m 0.02
32305 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SETProperty/Inj_monic.con
\e[0;32mOK
\e[0m 0.08
32306 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SETProperty/Monic_inj.con
\e[0;32mOK
\e[0m 0.05
32307 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SETProperty/Surj_epic.con
\e[0;32mOK
\e[0m 0.07
32308 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Pullback_law2.con
\e[0;32mOK
\e[0m 0.03
32309 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Pullback_law3.con
\e[0;32mOK
\e[0m 0.01
32310 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Pullback_law4.con
\e[0;32mOK
\e[0m 0.03
32311 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/Product.ind
\e[0;32mOK
\e[0m 0.06
32312 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/Equalizer_law2.con
\e[0;32mOK
\e[0m 0.03
32313 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/Equalizer_law3.con
\e[0;32mOK
\e[0m 0.01
32314 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Epic_mor.con
\e[0;32mOK
\e[0m 0.03
32315 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Epic_rect.con
\e[0;32mOK
\e[0m 0.01
32316 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Iso.ind
\e[0;32mOK
\e[0m 0.03
32317 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Monic_mor.con
\e[0;32mOK
\e[0m 0.02
32318 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Monic_rect.con
\e[0;32mOK
\e[0m 0.02
32319 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Prf_isInitial.con
\e[0;32mOK
\e[0m 0.04
32320 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Prf_isTerminal.con
\e[0;32mOK
\e[0m 0.04
32321 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/RightInv_epic.con
\e[0;32mOK
\e[0m 0.22
32322 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/BinProd_rect.con
\e[0;32mOK
\e[0m 0.04
32323 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/HasBinProd.con
\e[0;32mOK
\e[0m 0.01
32324 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Obj_prod.con
\e[0;32mOK
\e[0m 0.01
32325 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_CoAdjoint/ua_to_radj/F.var
\e[0;32mOK
\e[0m 0.02
32326 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_Adjoint/ua_to_ladj/G.var
\e[0;32mOK
\e[0m 0.02
32327 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Limit_Adj/ladj_pres/G.var
\e[0;32mOK
\e[0m 0.02
32328 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Limit_Adj/ladj_pres/H.var
\e[0;32mOK
\e[0m 0.01
32329 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/LeftAdj_Iso/ladj_iso_def/G.var
\e[0;32mOK
\e[0m 0.02
32330 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSet2_r/F.var
\e[0;32mOK
\e[0m 0.02
32331 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSet2_l/G.var
\e[0;32mOK
\e[0m 0.02
32332 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/ssc2_def/G.var
\e[0;32mOK
\e[0m 0.01
32333 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof2/freyd_th_2'/G.var
\e[0;32mOK
\e[0m 0.02
32334 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof1/freyd_th_2/G.var
\e[0;32mOK
\e[0m 0.02
32335 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part1/freyd_th_1/G.var
\e[0;32mOK
\e[0m 0.02
32336 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunOne/FunOne.con
\e[0;32mOK
\e[0m 0.10
32337 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj_to_adj1/F.var
\e[0;32mOK
\e[0m 0.01
32338 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj_to_adj1/G.var
\e[0;32mOK
\e[0m 0.00
32339 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj_equiv/F.var
\e[0;32mOK
\e[0m 0.02
32340 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj_equiv/G.var
\e[0;32mOK
\e[0m 0.00
32341 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj1_to_adj/F.var
\e[0;32mOK
\e[0m 0.01
32342 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj1_to_adj/G.var
\e[0;32mOK
\e[0m 0.00
32343 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj1_def/F.var
\e[0;32mOK
\e[0m 0.01
32344 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj1_def/G.var
\e[0;32mOK
\e[0m 0.00
32345 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs1/F.var
\e[0;32mOK
\e[0m 0.02
32346 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs1/G.var
\e[0;32mOK
\e[0m 0.00
32347 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs/F.var
\e[0;32mOK
\e[0m 0.03
32348 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs/G.var
\e[0;32mOK
\e[0m 0.00
32349 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_def/F.var
\e[0;32mOK
\e[0m 0.02
32350 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_def/G.var
\e[0;32mOK
\e[0m 0.00
32351 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adj_UA/adj_to_ua/F.var
\e[0;32mOK
\e[0m 0.01
32352 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adj_UA/adj_to_ua/G.var
\e[0;32mOK
\e[0m 0.00
32353 cic:/Rocq/AILS/constants/V.con
\e[0;32mOK
\e[0m 0.19
32354 cic:/Orsay/QArith/Qreduction/Qmult'_comp.con
\e[0;32mOK
\e[0m 6.68
32355 cic:/Orsay/QArith/Qreduction/Qplus'_comp.con
\e[0;32mOK
\e[0m 6.34
32356 cic:/Orsay/QArith/Qreals/Q2R_div.con
\e[0;32mOK
\e[0m 0.25
32357 cic:/Orsay/QArith/Qreals/Q2R_minus.con
\e[0;32mOK
\e[0m 0.17
32358 cic:/Orsay/Maths/prime/prime_mult.con
\e[0;32mOK
\e[0m 0.10
32359 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/msd_ax2.con
\e[0;32mOK
\e[0m 1.08
32360 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/msd_prop1.con
\e[0;32mOK
\e[0m 2.80
32361 cic:/Orsay/ExactRealArithmetic/Lemmes/Zsgn_to_sg.con
\e[0;32mOK
\e[0m 5.10
32362 cic:/Nijmegen/QArith/sqrt2/sqrt2_not_rational.con
\e[0;32mOK
\e[0m 0.16
32363 cic:/Nijmegen/QArith/quadraticAcc_Qquadratic_sign/Qquadratic_Qpositive_to_Q_quadraticAcc_neg_1.con
\e[0;32mOK
\e[0m 58.07
32364 cic:/Nijmegen/QArith/quadraticAcc_Qquadratic_sign/Qquadratic_Qpositive_to_Q_quadraticAcc_neg_2.con
\e[0;32mOK
\e[0m 46.92
32365 cic:/Nijmegen/QArith/quadraticAcc_Qquadratic_sign/Qquadratic_Qpositive_to_Q_quadraticAcc_pos_1.con
\e[0;32mOK
\e[0m 46.54
32366 cic:/Nijmegen/QArith/quadraticAcc_Qquadratic_sign/Qquadratic_Qpositive_to_Q_quadraticAcc_pos_2.con
\e[0;32mOK
\e[0m 59.93
32367 cic:/Nijmegen/QArith/general_Q/Z_to_Q_not_eq_subproof.con
\e[0;32mOK
\e[0m 0.05
32368 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Qquadratic_Qpositive_to_Qpositive_1.con
\e[0;32mOK
\e[0m 1.85
32369 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Qquadratic_Qpositive_to_Qpositive_2.con
\e[0;32mOK
\e[0m 0.39
32370 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Qquadratic_Qpositive_to_Qpositive_equal_strong.con
\e[0;32mOK
\e[0m 0.05
32371 cic:/Nijmegen/QArith/Qpositive_sub/Qpositive_plus_sub_assoc.con
\e[0;32mOK
\e[0m 0.61
32372 cic:/Nijmegen/QArith/Qpositive_sub/Qpositive_sub_diff.con
\e[0;32mOK
\e[0m 0.12
32373 cic:/Nijmegen/QArith/Qpositive_sub/Qpositive_sub_simpl_l.con
\e[0;32mOK
\e[0m 0.02
32374 cic:/Nijmegen/QArith/Qpositive_sub/Qpositive_sub_sub_assoc.con
\e[0;32mOK
\e[0m 0.11
32375 cic:/Nijmegen/QArith/Qpositive_sub/Qpositive_sub_sub_assoc_l.con
\e[0;32mOK
\e[0m 0.14
32376 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Qhomographic_Qpositive_to_Qpositive_0.con
\e[0;32mOK
\e[0m 0.32
32377 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Qhomographic_Qpositive_to_Qpositive_3'.con
\e[0;32mOK
\e[0m 0.18
32378 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Qpositive/Qhomographic_Qpositive_to_Qpositive_3.con
\e[0;32mOK
\e[0m 0.07
32379 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_Qpositive_to_Q_subproof.con
\e[0;32mOK
\e[0m 0.19
32380 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_Qpositive_to_Q_subproof0.con
\e[0;32mOK
\e[0m 0.13
32381 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_Qpositive_to_Q_subproof1.con
\e[0;32mOK
\e[0m 0.10
32382 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_Qpositive_to_Q_subproof2.con
\e[0;32mOK
\e[0m 0.12
32383 cic:/Nijmegen/QArith/Q_order/Q_distr_left_aux.con
\e[0;32mOK
\e[0m 1.26
32384 cic:/Lyon/IEEE754/IEEE754_def/abstract_add.con
\e[0;32mOK
\e[0m 0.14
32385 cic:/Lyon/IEEE754/IEEE754_def/abstract_div.con
\e[0;32mOK
\e[0m 0.10
32386 cic:/Lyon/IEEE754/IEEE754_def/abstract_mult.con
\e[0;32mOK
\e[0m 0.03
32387 cic:/Lyon/IEEE754/IEEE754_def/concrete_of_diadic.con
\e[0;32mOK
\e[0m 0.04
32388 cic:/Lyon/IEEE754/IEEE754_def/sqrt_abstract.con
\e[0;32mOK
\e[0m 0.04
32389 cic:/Eindhoven/POCKLINGTON/modprime/mod_mult_cancel_r.con
\e[0;32mOK
\e[0m 0.20
32390 cic:/Eindhoven/POCKLINGTON/modprime/primedivmult.con
\e[0;32mOK
\e[0m 0.17
32391 cic:/Coq/ZArith/Znumtheory/prime_mult.con
\e[0;32mOK
\e[0m 0.09
32392 cic:/Coq/ZArith/Znumtheory/rel_prime_cross_prod.con
\e[0;32mOK
\e[0m 0.18
32393 cic:/Coq/Reals/SeqSeries/Rseries_CV_comp.con
\e[0;32mOK
\e[0m 1.37
32394 cic:/Coq/Reals/Rtrigo_reg/CVN_R_cos.con
\e[0;32mOK
\e[0m 1150.27
32395 cic:/Coq/Reals/Rtrigo_reg/CVN_R_sin.con
\e[0;31mSKIPPED
\e[0m
32396 cic:/Coq/Reals/Rtopology/compact_carac.con
\e[0;32mOK
\e[0m 0.09
32397 cic:/Coq/Reals/Rsqrt_def/dicho_lb_maj_y.con
\e[0;32mOK
\e[0m 0.07
32398 cic:/Coq/Reals/Rsqrt_def/dicho_up_min_x.con
\e[0;32mOK
\e[0m 0.07
32399 cic:/Coq/Reals/Rseries/GP_infinite.con
\e[0;32mOK
\e[0m 0.58
32400 cic:/Coq/Reals/RiemannInt_SF/StepFun_P14.con
\e[0;32mOK
\e[0m 1.45
32401 cic:/Coq/Reals/RiemannInt_SF/StepFun_P23.con
\e[0;32mOK
\e[0m 0.06
32402 cic:/Coq/Reals/RiemannInt_SF/StepFun_P25.con
\e[0;32mOK
\e[0m 0.01
32403 cic:/Coq/Reals/RiemannInt_SF/StepFun_P46.con
\e[0;32mOK
\e[0m 0.28
32404 cic:/Coq/Reals/RiemannInt/Heine_cor2.con
\e[0;32mOK
\e[0m 0.13
32405 cic:/Coq/Reals/RiemannInt/RiemannInt_P31.con
\e[0;32mOK
\e[0m 0.04
32406 cic:/Coq/Reals/RiemannInt/cont1.con
\e[0;32mOK
\e[0m 83.09
32407 cic:/Coq/Reals/RiemannInt/max_N.con
\e[0;32mOK
\e[0m 0.04
32408 cic:/Coq/Reals/Rderiv/Dmult_const.con
\e[0;32mOK
\e[0m 0.72
32409 cic:/Coq/Reals/Rderiv/Dx_pow_n.con
\e[0;32mOK
\e[0m 2.21
32410 cic:/Coq/Reals/Ranalysis4/pr_nu_var.con
\e[0;32mOK
\e[0m 0.03
32411 cic:/Coq/Reals/Ranalysis1/continuity_inv.con
\e[0;32mOK
\e[0m 0.02
32412 cic:/Coq/Reals/Ranalysis1/continuity_plus.con
\e[0;32mOK
\e[0m 0.01
32413 cic:/Coq/Reals/Ranalysis1/continuity_pt_div.con
\e[0;32mOK
\e[0m 0.06
32414 cic:/Coq/Reals/Ranalysis1/continuity_pt_minus.con
\e[0;32mOK
\e[0m 0.14
32415 cic:/Coq/Reals/Ranalysis1/derivable_pt_lim_comp.con
\e[0;32mOK
\e[0m 1.49
32416 cic:/Coq/Reals/Ranalysis1/derivable_pt_lim_minus.con
\e[0;32mOK
\e[0m 0.83
32417 cic:/Coq/Reals/Ranalysis1/derivable_pt_lim_mult.con
\e[0;32mOK
\e[0m 0.99
32418 cic:/Coq/Reals/Ranalysis1/derivable_pt_plus.con
\e[0;32mOK
\e[0m 0.02
32419 cic:/Coq/Reals/Ranalysis1/derive_pt_eq.con
\e[0;32mOK
\e[0m 0.26
32420 cic:/Coq/Reals/Ranalysis1/pr_nu.con
\e[0;32mOK
\e[0m 0.02
32421 cic:/Coq/Reals/R_Ifp/R0_fp_O.con
\e[0;32mOK
\e[0m 0.02
32422 cic:/Coq/Reals/R_Ifp/tech_up.con
\e[0;32mOK
\e[0m 0.03
32423 cic:/Coq/Reals/RIneq/tech_single_z_r_R1.con
\e[0;32mOK
\e[0m 0.02
32424 cic:/Coq/Reals/PSeries_reg/CVN_CVU.con
\e[0;32mOK
\e[0m 1.16
32425 cic:/Coq/Reals/PSeries_reg/continuity_pt_finite_SF.con
\e[0;32mOK
\e[0m 0.34
32426 cic:/Coq/Reals/Exp_prop/exp_form.con
\e[0;32mOK
\e[0m 0.71
32427 cic:/Coq/Reals/Exp_prop/maj_Reste_cv_R0.con
\e[0;32mOK
\e[0m 32.46
32428 cic:/Coq/Reals/Cos_rel/cos_plus_form.con
\e[0;32mOK
\e[0m 2.26
32429 cic:/Coq/Reals/Cos_plus/reste1_cv_R0.con
\e[0;32mOK
\e[0m 1.33
32430 cic:/Coq/Reals/Cos_plus/reste2_cv_R0.con
\e[0;32mOK
\e[0m 1.37
32431 cic:/Coq/Reals/AltSeries/alternated_series.con
\e[0;32mOK
\e[0m 0.03
32432 cic:/Coq/Reals/Alembert/AlembertC3_step1.con
\e[0;32mOK
\e[0m 12.76
32433 cic:/Coq/Reals/Alembert/Alembert_C5.con
\e[0;32mOK
\e[0m 239.14
32434 cic:/CoRN/tactics/RingReflection/Ring_NormCorrect/R.var
\e[0;32mOK
\e[0m 0.03
32435 cic:/CoRN/tactics/RingReflection/Ring_Interpretation_Function/R.var
\e[0;32mOK
\e[0m 0.02
32436 cic:/CoRN/tactics/GroupReflection/interpG.ind
\e[0;32mOK
\e[0m 0.13
32437 cic:/CoRN/tactics/GroupReflection/xexprG.ind
\e[0;31mFAIL
\e[0m
32438 cic:/CoRN/reals/OddPolyRootIR/Flip_Poly/R.var
\e[0;32mOK
\e[0m 0.04
32439 cic:/CoRN/model/setoids/Qsetoid/Qmult_is_assoc.con
\e[0;32mOK
\e[0m 0.05
32440 cic:/CoRN/model/setoids/Qsetoid/Qmult_is_commut.con
\e[0;32mOK
\e[0m 0.03
32441 cic:/CoRN/model/setoids/Qsetoid/Qplus_is_assoc.con
\e[0;32mOK
\e[0m 0.08
32442 cic:/CoRN/model/setoids/Qsetoid/Qplus_is_commut1.con
\e[0;32mOK
\e[0m 0.03
32443 cic:/CoRN/model/setoids/Qpossetoid/Qmult_pres_pos1.con
\e[0;32mOK
\e[0m 0.03
32444 cic:/CoRN/model/setoids/Qpossetoid/inv_pres_pos1.con
\e[0;32mOK
\e[0m 0.15
32445 cic:/CoRN/model/rings/Zring/Z_as_CRing.con
\e[0;32mOK
\e[0m 0.02
32446 cic:/CoRN/model/rings/Qring/Q_mult_plus_is_dist.con
\e[0;32mOK
\e[0m 0.07
32447 cic:/CoRN/model/monoids/twoelemmonoid/ex_69.con
\e[0;32mOK
\e[0m 0.15
32448 cic:/CoRN/model/monoids/Qmonoid/ONEQ_as_rht_unit.con
\e[0;32mOK
\e[0m 0.04
32449 cic:/CoRN/model/monoids/Qmonoid/ZEROQ_as_lft_unit3.con
\e[0;32mOK
\e[0m 0.02
32450 cic:/CoRN/model/monoids/Qmonoid/ZEROQ_as_rht_unit3.con
\e[0;32mOK
\e[0m 0.02
32451 cic:/CoRN/model/monoids/Nposmonoid/Nposmult_as_CMonoid.con
\e[0;32mOK
\e[0m 0.02
32452 cic:/CoRN/model/monoids/Nm_to_freem/to_word_as_CSetoid_fun.con
\e[0;32mOK
\e[0m 0.01
32453 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_compat.con
\e[0;32mOK
\e[0m 0.47
32454 cic:/CoRN/model/Zmod/ZMod/Zmod_plus_compat.con
\e[0;32mOK
\e[0m 0.30
32455 cic:/CoRN/model/Zmod/ZMod/Zmodeq_modeq.con
\e[0;32mOK
\e[0m 0.07
32456 cic:/CoRN/model/Zmod/ZGcd/Zgcd_duv.con
\e[0;32mOK
\e[0m 0.03
32457 cic:/CoRN/model/Zmod/ZGcd/p_gcd_coeff_a_rec_zero.con
\e[0;32mOK
\e[0m 0.16
32458 cic:/CoRN/model/Zmod/ZGcd/p_gcd_coeff_b_rec_zero.con
\e[0;32mOK
\e[0m 0.17
32459 cic:/CoRN/model/Zmod/ZGcd/p_gcd_duv_symm.con
\e[0;32mOK
\e[0m 0.86
32460 cic:/CoRN/model/Zmod/ZGcd/p_gcd_rec.con
\e[0;32mOK
\e[0m 0.40
32461 cic:/CoRN/model/Zmod/ZGcd/p_gcd_rec_coeff_a.con
\e[0;32mOK
\e[0m 0.39
32462 cic:/CoRN/model/Zmod/ZGcd/p_gcd_rec_coeff_b.con
\e[0;32mOK
\e[0m 1.70
32463 cic:/CoRN/model/Zmod/ZGcd/p_gcd_rec_zero.con
\e[0;32mOK
\e[0m 0.16
32464 cic:/CoRN/model/Zmod/ZGcd/pp_gcd_is_divisor.con
\e[0;32mOK
\e[0m 1.33
32465 cic:/CoRN/model/Zmod/ZGcd/pp_gcd_lin_comb.con
\e[0;32mOK
\e[0m 3.20
32466 cic:/CoRN/model/Zmod/ZDivides/Zdivides_dec.con
\e[0;32mOK
\e[0m 0.06
32467 cic:/CoRN/model/Zmod/ZDivides/Zmod_mult_cancel_lft.con
\e[0;32mOK
\e[0m 0.03
32468 cic:/CoRN/fta/CPoly_Rev/Poly_Reverse/R.var
\e[0;32mOK
\e[0m 0.03
32469 cic:/CoRN/fta/CPoly_Rev/Monomials/R.var
\e[0;32mOK
\e[0m 0.01
32470 cic:/CoRN/devel/loeb/per/csetfun/PS_is_CGroup.con
\e[0;32mOK
\e[0m 0.35
32471 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_mult_subproof.con
\e[0;32mOK
\e[0m 0.50
32472 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_mult_subproof0.con
\e[0;32mOK
\e[0m 0.22
32473 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof.con
\e[0;32mOK
\e[0m 0.19
32474 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof0.con
\e[0;32mOK
\e[0m 0.11
32475 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof1.con
\e[0;32mOK
\e[0m 0.14
32476 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof10.con
\e[0;32mOK
\e[0m 0.16
32477 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof11.con
\e[0;32mOK
\e[0m 0.18
32478 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof12.con
\e[0;32mOK
\e[0m 0.16
32479 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof13.con
\e[0;32mOK
\e[0m 0.12
32480 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof14.con
\e[0;32mOK
\e[0m 0.15
32481 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof15.con
\e[0;32mOK
\e[0m 0.11
32482 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof2.con
\e[0;32mOK
\e[0m 0.26
32483 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof3.con
\e[0;32mOK
\e[0m 0.11
32484 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof4.con
\e[0;32mOK
\e[0m 0.10
32485 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof5.con
\e[0;32mOK
\e[0m 0.13
32486 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof6.con
\e[0;32mOK
\e[0m 0.11
32487 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof7.con
\e[0;32mOK
\e[0m 0.13
32488 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof8.con
\e[0;32mOK
\e[0m 0.11
32489 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/pres_zero_subproof9.con
\e[0;32mOK
\e[0m 0.11
32490 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof.con
\e[0;32mOK
\e[0m 0.13
32491 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof0.con
\e[0;32mOK
\e[0m 0.29
32492 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof1.con
\e[0;32mOK
\e[0m 0.20
32493 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof10.con
\e[0;32mOK
\e[0m 0.15
32494 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof11.con
\e[0;32mOK
\e[0m 0.30
32495 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof12.con
\e[0;32mOK
\e[0m 0.20
32496 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof13.con
\e[0;32mOK
\e[0m 0.73
32497 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof14.con
\e[0;32mOK
\e[0m 0.21
32498 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof15.con
\e[0;32mOK
\e[0m 0.61
32499 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof16.con
\e[0;32mOK
\e[0m 0.15
32500 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof17.con
\e[0;32mOK
\e[0m 0.59
32501 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof18.con
\e[0;32mOK
\e[0m 0.11
32502 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof19.con
\e[0;32mOK
\e[0m 0.28
32503 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof2.con
\e[0;32mOK
\e[0m 0.65
32504 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof20.con
\e[0;32mOK
\e[0m 0.19
32505 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof21.con
\e[0;32mOK
\e[0m 0.15
32506 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof22.con
\e[0;32mOK
\e[0m 0.15
32507 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof23.con
\e[0;32mOK
\e[0m 0.12
32508 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof24.con
\e[0;32mOK
\e[0m 0.38
32509 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof25.con
\e[0;32mOK
\e[0m 0.20
32510 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof26.con
\e[0;32mOK
\e[0m 0.51
32511 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof27.con
\e[0;32mOK
\e[0m 0.14
32512 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof28.con
\e[0;32mOK
\e[0m 0.87
32513 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof29.con
\e[0;32mOK
\e[0m 0.23
32514 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof3.con
\e[0;32mOK
\e[0m 0.23
32515 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof30.con
\e[0;32mOK
\e[0m 0.83
32516 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof31.con
\e[0;32mOK
\e[0m 0.13
32517 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof32.con
\e[0;32mOK
\e[0m 0.36
32518 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof33.con
\e[0;32mOK
\e[0m 0.24
32519 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof34.con
\e[0;32mOK
\e[0m 0.18
32520 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof35.con
\e[0;32mOK
\e[0m 0.55
32521 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof36.con
\e[0;32mOK
\e[0m 0.16
32522 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof37.con
\e[0;32mOK
\e[0m 0.18
32523 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof38.con
\e[0;32mOK
\e[0m 0.45
32524 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof39.con
\e[0;32mOK
\e[0m 0.24
32525 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof4.con
\e[0;32mOK
\e[0m 0.66
32526 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof40.con
\e[0;32mOK
\e[0m 0.52
32527 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof41.con
\e[0;32mOK
\e[0m 0.14
32528 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof42.con
\e[0;32mOK
\e[0m 0.48
32529 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof43.con
\e[0;32mOK
\e[0m 0.14
32530 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof44.con
\e[0;32mOK
\e[0m 0.59
32531 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof45.con
\e[0;32mOK
\e[0m 0.10
32532 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof46.con
\e[0;32mOK
\e[0m 0.29
32533 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof47.con
\e[0;32mOK
\e[0m 0.16
32534 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof48.con
\e[0;32mOK
\e[0m 0.11
32535 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof49.con
\e[0;32mOK
\e[0m 0.38
32536 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof5.con
\e[0;32mOK
\e[0m 0.16
32537 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof50.con
\e[0;32mOK
\e[0m 0.15
32538 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof51.con
\e[0;32mOK
\e[0m 0.11
32539 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof52.con
\e[0;32mOK
\e[0m 0.39
32540 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof53.con
\e[0;32mOK
\e[0m 0.11
32541 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof54.con
\e[0;32mOK
\e[0m 0.39
32542 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof6.con
\e[0;32mOK
\e[0m 0.64
32543 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof7.con
\e[0;32mOK
\e[0m 0.11
32544 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof8.con
\e[0;32mOK
\e[0m 0.14
32545 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/to_C_strext_subproof9.con
\e[0;32mOK
\e[0m 0.21
32546 cic:/CoRN/devel/loeb/IDA/Ch6_bi/to_C_surj_subproof.con
\e[0;32mOK
\e[0m 0.19
32547 cic:/CoRN/devel/loeb/IDA/Ch6_bi/to_C_surj_subproof0.con
\e[0;32mOK
\e[0m 0.21
32548 cic:/CoRN/devel/loeb/IDA/Ch6_bi/to_C_surj_subproof1.con
\e[0;32mOK
\e[0m 0.23
32549 cic:/CoRN/devel/loeb/IDA/Ch6_bi/to_C_surj_subproof2.con
\e[0;32mOK
\e[0m 0.10
32550 cic:/CoRN/devel/loeb/IDA/Ch6_bi/to_C_surj_subproof3.con
\e[0;32mOK
\e[0m 0.17
32551 cic:/CoRN/devel/loeb/IDA/Ch6_bi/to_C_surj_subproof4.con
\e[0;32mOK
\e[0m 0.15
32552 cic:/CoRN/devel/loeb/IDA/Ch6/ex_69.con
\e[0;32mOK
\e[0m 0.97
32553 cic:/CoRN/devel/loeb/IDA/Ch6/f_as_CSetoid_fun_.con
\e[0;32mOK
\e[0m 0.03
32554 cic:/CoRN/devel/loeb/IDA/Ch6/to_word_as_CSetoid_fun.con
\e[0;32mOK
\e[0m 0.02
32555 cic:/CoRN/algebra/CSums/Sum.con
\e[0;32mOK
\e[0m 0.03
32556 cic:/CoRN/algebra/CSums/Sum0_strext'.con
\e[0;32mOK
\e[0m 0.03
32557 cic:/CoRN/algebra/CRings/CRing_rect.con
\e[0;32mOK
\e[0m 0.03
32558 cic:/CoRN/algebra/CRings/ax_mult_mon.con
\e[0;32mOK
\e[0m 0.02
32559 cic:/CoRN/algebra/CRings/cr_crr.con
\e[0;32mOK
\e[0m 0.02
32560 cic:/CoRN/algebra/CRings/is_CRing_ind.con
\e[0;32mOK
\e[0m 0.02
32561 cic:/CoRN/algebra/CRings/is_CRing_rec.con
\e[0;32mOK
\e[0m 0.03
32562 cic:/CoRN/algebra/CRings/nat_injection/R.var
\e[0;32mOK
\e[0m 0.01
32563 cic:/CoRN/algebra/CRings/int_injection/R.var
\e[0;32mOK
\e[0m 0.01
32564 cic:/CoRN/algebra/CRings/exponentiation/R.var
\e[0;32mOK
\e[0m 0.01
32565 cic:/CoRN/algebra/CRings/ScalarMultiplication/R.var
\e[0;32mOK
\e[0m 0.01
32566 cic:/CoRN/algebra/CRings/Ring_unfolded/R.var
\e[0;32mOK
\e[0m 0.01
32567 cic:/CoRN/algebra/CRings/Ring_sums/R.var
\e[0;32mOK
\e[0m 0.01
32568 cic:/CoRN/algebra/CRings/Ring_constructions/R.var
\e[0;32mOK
\e[0m 0.01
32569 cic:/CoRN/algebra/CRings/Ring_basics/R.var
\e[0;32mOK
\e[0m 0.01
32570 cic:/CoRN/algebra/CRings/NExp_properties/R.var
\e[0;32mOK
\e[0m 0.01
32571 cic:/CoRN/algebra/CRings/Dist_properties/R.var
\e[0;32mOK
\e[0m 0.01
32572 cic:/CoRN/algebra/CRings/CRing_axioms/R.var
\e[0;32mOK
\e[0m 0.01
32573 cic:/CoRN/algebra/CRings/CRing_Ops/R.var
\e[0;32mOK
\e[0m 0.02
32574 cic:/CoRN/algebra/CRing_Homomorphisms/RingHom_Lemmas/R.var
\e[0;32mOK
\e[0m 0.01
32575 cic:/CoRN/algebra/CRing_Homomorphisms/RingHom_Lemmas/S.var
\e[0;32mOK
\e[0m 0.00
32576 cic:/CoRN/algebra/CRing_Homomorphisms/RingHom_Definition/R.var
\e[0;32mOK
\e[0m 0.01
32577 cic:/CoRN/algebra/CRing_Homomorphisms/RingHom_Definition/S.var
\e[0;32mOK
\e[0m 0.00
32578 cic:/CoRN/algebra/CQuotient_Rings/QuotRing/R.var
\e[0;32mOK
\e[0m 0.02
32579 cic:/CoRN/algebra/CQuotient_Modules/QuotMod/R.var
\e[0;32mOK
\e[0m 0.02
32580 cic:/CoRN/algebra/CPolynomials/Poly_properties/R.var
\e[0;32mOK
\e[0m 0.03
32581 cic:/CoRN/algebra/CPolynomials/Poly_Prop_Induction/CR.var
\e[0;32mOK
\e[0m 0.01
32582 cic:/CoRN/algebra/CPolynomials/CPoly_CRing_ctd/CR.var
\e[0;32mOK
\e[0m 0.01
32583 cic:/CoRN/algebra/CPolynomials/CPoly_CRing/CR.var
\e[0;32mOK
\e[0m 0.01
32584 cic:/CoRN/algebra/CPoly_NthCoeff/NthCoeff_props/R.var
\e[0;32mOK
\e[0m 0.01
32585 cic:/CoRN/algebra/CPoly_NthCoeff/NthCoeff_def/R.var
\e[0;32mOK
\e[0m 0.01
32586 cic:/CoRN/algebra/CPoly_Degree/Degree_props/R.var
\e[0;32mOK
\e[0m 0.02
32587 cic:/CoRN/algebra/CPoly_Degree/Degree_def/R.var
\e[0;32mOK
\e[0m 0.01
32588 cic:/CoRN/algebra/CMonoids/f_as_CSetoid_fun_.con
\e[0;32mOK
\e[0m 0.01
32589 cic:/CoRN/algebra/CMonoidCyc/pres_mult_subproof.con
\e[0;31mFAIL
\e[0m
32590 cic:/CoRN/algebra/CMonoidCyc/pres_mult_subproof0.con
\e[0;31mFAIL
\e[0m
32591 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof.con
\e[0;31mFAIL
\e[0m
32592 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof0.con
\e[0;31mFAIL
\e[0m
32593 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof1.con
\e[0;31mFAIL
\e[0m
32594 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof10.con
\e[0;31mFAIL
\e[0m
32595 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof11.con
\e[0;31mFAIL
\e[0m
32596 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof12.con
\e[0;31mFAIL
\e[0m
32597 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof13.con
\e[0;31mFAIL
\e[0m
32598 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof14.con
\e[0;31mFAIL
\e[0m
32599 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof15.con
\e[0;31mFAIL
\e[0m
32600 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof2.con
\e[0;31mFAIL
\e[0m
32601 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof3.con
\e[0;31mFAIL
\e[0m
32602 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof4.con
\e[0;31mFAIL
\e[0m
32603 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof5.con
\e[0;31mFAIL
\e[0m
32604 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof6.con
\e[0;31mFAIL
\e[0m
32605 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof7.con
\e[0;31mFAIL
\e[0m
32606 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof8.con
\e[0;31mFAIL
\e[0m
32607 cic:/CoRN/algebra/CMonoidCyc/pres_zero_subproof9.con
\e[0;31mFAIL
\e[0m
32608 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof.con
\e[0;31mFAIL
\e[0m
32609 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof0.con
\e[0;31mFAIL
\e[0m
32610 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof1.con
\e[0;31mFAIL
\e[0m
32611 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof10.con
\e[0;31mFAIL
\e[0m
32612 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof11.con
\e[0;31mFAIL
\e[0m
32613 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof12.con
\e[0;31mFAIL
\e[0m
32614 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof13.con
\e[0;31mFAIL
\e[0m
32615 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof14.con
\e[0;31mFAIL
\e[0m
32616 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof15.con
\e[0;31mFAIL
\e[0m
32617 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof16.con
\e[0;31mFAIL
\e[0m
32618 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof17.con
\e[0;31mFAIL
\e[0m
32619 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof18.con
\e[0;31mFAIL
\e[0m
32620 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof19.con
\e[0;31mFAIL
\e[0m
32621 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof2.con
\e[0;31mFAIL
\e[0m
32622 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof20.con
\e[0;31mFAIL
\e[0m
32623 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof21.con
\e[0;31mFAIL
\e[0m
32624 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof22.con
\e[0;31mFAIL
\e[0m
32625 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof23.con
\e[0;31mFAIL
\e[0m
32626 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof24.con
\e[0;31mFAIL
\e[0m
32627 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof25.con
\e[0;31mFAIL
\e[0m
32628 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof26.con
\e[0;31mFAIL
\e[0m
32629 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof27.con
\e[0;31mFAIL
\e[0m
32630 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof28.con
\e[0;31mFAIL
\e[0m
32631 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof29.con
\e[0;31mFAIL
\e[0m
32632 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof3.con
\e[0;31mFAIL
\e[0m
32633 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof30.con
\e[0;31mFAIL
\e[0m
32634 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof31.con
\e[0;31mFAIL
\e[0m
32635 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof32.con
\e[0;31mFAIL
\e[0m
32636 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof33.con
\e[0;31mFAIL
\e[0m
32637 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof34.con
\e[0;31mFAIL
\e[0m
32638 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof35.con
\e[0;31mFAIL
\e[0m
32639 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof36.con
\e[0;31mFAIL
\e[0m
32640 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof37.con
\e[0;31mFAIL
\e[0m
32641 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof38.con
\e[0;31mFAIL
\e[0m
32642 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof39.con
\e[0;31mFAIL
\e[0m
32643 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof4.con
\e[0;31mFAIL
\e[0m
32644 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof40.con
\e[0;31mFAIL
\e[0m
32645 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof41.con
\e[0;31mFAIL
\e[0m
32646 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof42.con
\e[0;31mFAIL
\e[0m
32647 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof43.con
\e[0;31mFAIL
\e[0m
32648 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof44.con
\e[0;31mFAIL
\e[0m
32649 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof45.con
\e[0;31mFAIL
\e[0m
32650 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof46.con
\e[0;31mFAIL
\e[0m
32651 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof47.con
\e[0;31mFAIL
\e[0m
32652 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof48.con
\e[0;31mFAIL
\e[0m
32653 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof49.con
\e[0;31mFAIL
\e[0m
32654 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof5.con
\e[0;31mFAIL
\e[0m
32655 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof50.con
\e[0;31mFAIL
\e[0m
32656 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof51.con
\e[0;31mFAIL
\e[0m
32657 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof52.con
\e[0;31mFAIL
\e[0m
32658 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof53.con
\e[0;31mFAIL
\e[0m
32659 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof54.con
\e[0;31mFAIL
\e[0m
32660 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof6.con
\e[0;31mFAIL
\e[0m
32661 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof7.con
\e[0;31mFAIL
\e[0m
32662 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof8.con
\e[0;31mFAIL
\e[0m
32663 cic:/CoRN/algebra/CMonoidCyc/to_C_strext_subproof9.con
\e[0;31mFAIL
\e[0m
32664 cic:/CoRN/algebra/CMonoidCyc/to_C_surj_subproof.con
\e[0;31mFAIL
\e[0m
32665 cic:/CoRN/algebra/CMonoidCyc/to_C_surj_subproof0.con
\e[0;31mFAIL
\e[0m
32666 cic:/CoRN/algebra/CMonoidCyc/to_C_surj_subproof1.con
\e[0;31mFAIL
\e[0m
32667 cic:/CoRN/algebra/CMonoidCyc/to_C_surj_subproof2.con
\e[0;31mFAIL
\e[0m
32668 cic:/CoRN/algebra/CMonoidCyc/to_C_surj_subproof3.con
\e[0;31mFAIL
\e[0m
32669 cic:/CoRN/algebra/CMonoidCyc/to_C_surj_subproof4.con
\e[0;31mFAIL
\e[0m
32670 cic:/CoRN/algebra/CModules/Module_Definition/R.var
\e[0;32mOK
\e[0m 0.02
32671 cic:/CoRN/algebra/CModules/Module/R.var
\e[0;32mOK
\e[0m 0.01
32672 cic:/CoRN/algebra/CModule_Homomorphisms/ModHom_Lemmas/R.var
\e[0;32mOK
\e[0m 0.04
32673 cic:/CoRN/algebra/CModule_Homomorphisms/ModHom_Definition/R.var
\e[0;32mOK
\e[0m 0.01
32674 cic:/CoRN/algebra/CIdeals/Ideals/R.var
\e[0;32mOK
\e[0m 0.02
32675 cic:/CoRN/algebra/CIdeals/Ideal_Axioms/R.var
\e[0;32mOK
\e[0m 0.02
32676 cic:/CoRN/algebra/CHomomorphism_Theorems/Theorem_on_Rings/R.var
\e[0;32mOK
\e[0m 0.02
32677 cic:/CoRN/algebra/CHomomorphism_Theorems/Theorem_on_Rings/S.var
\e[0;32mOK
\e[0m 0.01
32678 cic:/CoRN/algebra/CHomomorphism_Theorems/Theorem_on_Rings/Cs_CoIdeal/R.var
\e[0;32mOK
\e[0m 0.01
32679 cic:/CoRN/algebra/CHomomorphism_Theorems/Theorem_on_Rings/Cs_CoIdeal/S.var
\e[0;32mOK
\e[0m 0.01
32680 cic:/CoRN/algebra/CHomomorphism_Theorems/Theorem_on_Modules/R.var
\e[0;32mOK
\e[0m 0.01
32681 cic:/CoRN/algebra/CGroups/Build_SubCGroup.con
\e[0;32mOK
\e[0m 0.02
32682 cic:/CoRN/algebra/CGroups/PS_is_CGroup.con
\e[0;32mOK
\e[0m 0.22
32683 cic:/CoRN/algebra/CGroups/cg_inv_op.con
\e[0;32mOK
\e[0m 0.18
32684 cic:/CoRN/algebra/CGroups/cg_inv_unique_2.con
\e[0;32mOK
\e[0m 0.06
32685 cic:/CoRN/algebra/CGroups/cg_zero_inv.con
\e[0;32mOK
\e[0m 0.02
32686 cic:/CoRN/algebra/CGroups/included_FMinus''.con
\e[0;32mOK
\e[0m 0.05
32687 cic:/CoRN/algebra/CGroups/included_FMinus'.con
\e[0;32mOK
\e[0m 0.02
32688 cic:/CoRN/algebra/CGroups/included_FMinus.con
\e[0;32mOK
\e[0m 0.02
32689 cic:/CoRN/algebra/CGroups/inv_resp_ap.con
\e[0;32mOK
\e[0m 0.05
32690 cic:/CoRN/algebra/CGroups/op_rht_resp_ap.con
\e[0;32mOK
\e[0m 0.14
32691 cic:/CoRN/algebra/CGroups/x_minus_x.con
\e[0;32mOK
\e[0m 0.05
32692 cic:/CoRN/algebra/CAbGroups/cag_commutes.con
\e[0;32mOK
\e[0m 0.03
32693 cic:/CoRN/algebra/CAbGroups/nmult_mult.con
\e[0;32mOK
\e[0m 0.09
32694 cic:/CoRN/algebra/CAbGroups/zmult_Zero.con
\e[0;32mOK
\e[0m 0.08
32695 cic:/CoRN/algebra/CAbGroups/zmult_min_one.con
\e[0;32mOK
\e[0m 0.05
32696 cic:/CoRN/algebra/CAbGroups/zmult_one.con
\e[0;32mOK
\e[0m 0.02
32697 cic:/CoRN/algebra/CAbGroups/zmult_zero.con
\e[0;32mOK
\e[0m 0.02
32698 cic:/Cachan/SMC/op/BDDneg_list_OK_cons.con
\e[0;32mOK
\e[0m 0.09
32699 cic:/Cachan/SMC/op/BDDor_list_OK_cons.con
\e[0;32mOK
\e[0m 0.08
32700 cic:/Cachan/SMC/mu/be_iter1_fix_ex.con
\e[0;32mOK
\e[0m 0.09
32701 cic:/Cachan/SMC/gc/gc_0_OK.con
\e[0;32mOK
\e[0m 3.52
32702 cic:/Sophia-Antipolis/geometry/reflexion_plane/reflexion_projete_orthogonal_milieu.con
\e[0;32mOK
\e[0m 0.25
32703 cic:/Sophia-Antipolis/geometry/produit_scalaire/scalaire_lineaire_d.con
\e[0;32mOK
\e[0m 0.05
32704 cic:/Sophia-Antipolis/geometry/parallelisme_concours/paralleles_alignes3.con
\e[0;32mOK
\e[0m 0.14
32705 cic:/Sophia-Antipolis/geometry/orthogonalite/ortho_combinaison_lineaire.con
\e[0;32mOK
\e[0m 0.10
32706 cic:/Sophia-Antipolis/geometry/milieu/deux_milieux_distincts.con
\e[0;32mOK
\e[0m 0.07
32707 cic:/Sophia-Antipolis/geometry/milieu/triangle_milieu_distinct.con
\e[0;32mOK
\e[0m 0.02
32708 cic:/Sophia-Antipolis/geometry/formes_complexes/image_nonzero_nonorigine.con
\e[0;32mOK
\e[0m 0.03
32709 cic:/Sophia-Antipolis/geometry/droite_Euler/centre_gravite_prop_vecteur.con
\e[0;32mOK
\e[0m 0.53
32710 cic:/Sophia-Antipolis/geometry/dilatations/existence_symetrique.con
\e[0;32mOK
\e[0m 0.02
32711 cic:/Sophia-Antipolis/geometry/dilatations/homothetie_alignement.con
\e[0;32mOK
\e[0m 0.12
32712 cic:/Sophia-Antipolis/geometry/dilatations/symetrie_milieu.con
\e[0;32mOK
\e[0m 4.09
32713 cic:/Sophia-Antipolis/geometry/dilatations/translation_alignement.con
\e[0;32mOK
\e[0m 0.04
32714 cic:/Sophia-Antipolis/geometry/dilatations/translation_droite.con
\e[0;32mOK
\e[0m 0.07
32715 cic:/Sophia-Antipolis/geometry/coplanarite/coplanaire_ordre_cycle.con
\e[0;32mOK
\e[0m 12.01
32716 cic:/Sophia-Antipolis/geometry/complexes_dilatations/egalite_point_zeroC.con
\e[0;32mOK
\e[0m 0.10
32717 cic:/Sophia-Antipolis/geometry/barycentre/parallelogramme_non_concours.con
\e[0;32mOK
\e[0m 0.53
32718 cic:/Sophia-Antipolis/geometry/angles_droites/alignes_angle.con
\e[0;32mOK
\e[0m 0.06
32719 cic:/Sophia-Antipolis/geometry/alignement/alignes_ordre_cycle2.con
\e[0;32mOK
\e[0m 0.02
32720 cic:/Sophia-Antipolis/geometry/alignement/alignes_ordre_cycle3.con
\e[0;32mOK
\e[0m 0.01
32721 cic:/Sophia-Antipolis/geometry/alignement/alignes_trans.con
\e[0;32mOK
\e[0m 0.11
32722 cic:/Sophia-Antipolis/geometry/alignement/alignes_trans2.con
\e[0;32mOK
\e[0m 0.12
32723 cic:/Sophia-Antipolis/geometry/alignement/non_alignes_ordre_cycle.con
\e[0;32mOK
\e[0m 0.01
32724 cic:/Sophia-Antipolis/geometry/alignement/non_alignes_ordre_permute.con
\e[0;32mOK
\e[0m 0.02
32725 cic:/Sophia-Antipolis/geometry/alignement/triangle_ordre_permute.con
\e[0;32mOK
\e[0m 0.03
32726 cic:/Sophia-Antipolis/geometry/affine_classiques/trapeze_complet_expl2.con
\e[0;32mOK
\e[0m 0.12
32727 cic:/Sophia-Antipolis/geometry/Plans_paralleles/couple_vecteurs_coplanaires.con
\e[0;32mOK
\e[0m 0.18
32728 cic:/Sophia-Antipolis/geometry/Droite_plan_espace/position_relative_droite_plan.con
\e[0;32mOK
\e[0m 1.34
32729 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Second_uniqueness.con
\e[0;32mOK
\e[0m 0.03
32730 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_th4.con
\e[0;32mOK
\e[0m 0.01
32731 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/in_cartesian_bounded.con
\e[0;32mOK
\e[0m 0.01
32732 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_th2_rewrite.con
\e[0;32mOK
\e[0m 0.01
32733 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/naturals_main_th3_rewrite.con
\e[0;32mOK
\e[0m 0.01
32734 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_th7.con
\e[0;32mOK
\e[0m 0.02
32735 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/step8.var
\e[0;32mOK
\e[0m 0.04
32736 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluC/Cstep3.var
\e[0;32mOK
\e[0m 0.07
32737 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluC/Cstep4.var
\e[0;32mOK
\e[0m 0.04
32738 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluB/Bstep3.var
\e[0;32mOK
\e[0m 0.02
32739 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluB/Bstep4.var
\e[0;32mOK
\e[0m 0.01
32740 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/step6.var
\e[0;32mOK
\e[0m 0.06
32741 cic:/Sophia-Antipolis/Float/MSBProp/boundOnePrecision.con
\e[0;32mOK
\e[0m 0.17
32742 cic:/Sophia-Antipolis/Float/MSB/Fexp_le_MSB.con
\e[0;32mOK
\e[0m 0.08
32743 cic:/Sophia-Antipolis/Float/MSB/MSB_le_abs.con
\e[0;32mOK
\e[0m 0.20
32744 cic:/Sophia-Antipolis/Float/MSB/Ulp_Le_LSigB.con
\e[0;32mOK
\e[0m 0.02
32745 cic:/Sophia-Antipolis/Float/MSB/maxDivUniqueInverseDigit.con
\e[0;32mOK
\e[0m 0.07
32746 cic:/Sophia-Antipolis/Float/Fop/Fabs_correct.con
\e[0;32mOK
\e[0m 0.03
32747 cic:/Sophia-Antipolis/Float/Fop/RleFexpFabs.con
\e[0;32mOK
\e[0m 0.09
32748 cic:/Sophia-Antipolis/Float/Fnorm/maxMax1.con
\e[0;32mOK
\e[0m 0.18
32749 cic:/Sophia-Antipolis/Float/Fnorm/maxMaxBis.con
\e[0;32mOK
\e[0m 0.13
32750 cic:/Sophia-Antipolis/Float/Fnorm/pGivesDigit.con
\e[0;32mOK
\e[0m 0.02
32751 cic:/Sophia-Antipolis/Float/Fnorm/vNumPrecision.con
\e[0;32mOK
\e[0m 0.05
32752 cic:/Sophia-Antipolis/Float/FminOp/FSuccDiffPos.con
\e[0;32mOK
\e[0m 0.12
32753 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct6.con
\e[0;32mOK
\e[0m 0.27
32754 cic:/Sophia-Antipolis/Float/Fmin/boundRCorrect2.con
\e[0;32mOK
\e[0m 0.06
32755 cic:/Sophia-Antipolis/Float/Float/FshiftCorrectInv.con
\e[0;32mOK
\e[0m 0.06
32756 cic:/Sophia-Antipolis/Float/Float/Rle_Float_Zle.con
\e[0;32mOK
\e[0m 0.02
32757 cic:/Sophia-Antipolis/Float/Float/Rlt_Float_Zlt.con
\e[0;32mOK
\e[0m 0.02
32758 cic:/Sophia-Antipolis/Float/Float/oneExp_Zle.con
\e[0;32mOK
\e[0m 0.02
32759 cic:/Sophia-Antipolis/Float/Float/oneExp_Zlt.con
\e[0;32mOK
\e[0m 0.02
32760 cic:/Sophia-Antipolis/Float/Fcomp/Fge_Zge.con
\e[0;32mOK
\e[0m 0.05
32761 cic:/Sophia-Antipolis/Float/Fcomp/Fgt_Zgt.con
\e[0;32mOK
\e[0m 0.03
32762 cic:/Sophia-Antipolis/Float/Fcomp/Fle_bool_correct_t.con
\e[0;32mOK
\e[0m 0.06
32763 cic:/Sophia-Antipolis/Float/Fcomp/Flt_bool_correct_r.con
\e[0;32mOK
\e[0m 0.12
32764 cic:/Sophia-Antipolis/Float/Fcomp/LeR0Fnum.con
\e[0;32mOK
\e[0m 0.01
32765 cic:/Sophia-Antipolis/Float/Fcomp/LtR0Fnum.con
\e[0;32mOK
\e[0m 0.01
32766 cic:/Sophia-Antipolis/Float/Fcomp/R0LeFnum.con
\e[0;32mOK
\e[0m 0.02
32767 cic:/Sophia-Antipolis/Float/Fcomp/R0LtFnum.con
\e[0;32mOK
\e[0m 0.03
32768 cic:/Sophia-Antipolis/Float/Fcomp/Rle_Fexp_eq_Zle.con
\e[0;32mOK
\e[0m 0.01
32769 cic:/Sophia-Antipolis/Float/Fcomp/Rlt_Fexp_eq_Zlt.con
\e[0;32mOK
\e[0m 0.01
32770 cic:/Sophia-Antipolis/Float/Fbound/LessExpBound.con
\e[0;32mOK
\e[0m 0.34
32771 cic:/Sophia-Antipolis/Float/Faux/Int_part_INR.con
\e[0;32mOK
\e[0m 0.06
32772 cic:/Sophia-Antipolis/Float/Faux/Int_part_IZR.con
\e[0;32mOK
\e[0m 0.06
32773 cic:/Sophia-Antipolis/Float/FSucc/FSuccLt.con
\e[0;32mOK
\e[0m 0.22
32774 cic:/Sophia-Antipolis/Float/Digit/digitAdd.con
\e[0;32mOK
\e[0m 0.06
32775 cic:/Sophia-Antipolis/Buchberger/WfR0/l1.con
\e[0;32mOK
\e[0m 5.50
32776 cic:/Sophia-Antipolis/Buchberger/Pspoly/confl_top_simpl.con
\e[0;32mOK
\e[0m 1.50
32777 cic:/Sophia-Antipolis/Buchberger/Pcrit/spoly_Reducestar_pO.con
\e[0;32mOK
\e[0m 0.81
32778 cic:/Sophia-Antipolis/Buchberger/Pcomb/ConfluentReduce_imp_Grobner.con
\e[0;32mOK
\e[0m 0.68
32779 cic:/Sophia-Antipolis/Buchberger/BuchRed/Cb_cons.con
\e[0;32mOK
\e[0m 1.40
32780 cic:/Sophia-Antipolis/Buchberger/BuchRed/Cb_nf.con
\e[0;32mOK
\e[0m 1.56
32781 cic:/Sophia-Antipolis/Buchberger/BuchRed/Red_divp.con
\e[0;32mOK
\e[0m 0.09
32782 cic:/Sophia-Antipolis/Buchberger/BuchAux/zerop_red.con
\e[0;32mOK
\e[0m 1.24
32783 cic:/Sophia-Antipolis/Buchberger/Buch/OBuch_Stable.con
\e[0;32mOK
\e[0m 4.18
32784 cic:/Sophia-Antipolis/Buchberger/Buch/ObuchPincl.con
\e[0;32mOK
\e[0m 1.89
32785 cic:/Sophia-Antipolis/Buchberger/Buch/ObuchPred.con
\e[0;32mOK
\e[0m 1.72
32786 cic:/Sophia-Antipolis/Buchberger/Buch/RL.con
\e[0;32mOK
\e[0m 0.61
32787 cic:/Sophia-Antipolis/Buchberger/Buch/lem_redln_cons_gen.con
\e[0;32mOK
\e[0m 3.99
32788 cic:/Sophia-Antipolis/Buchberger/Buch/redInclR.con
\e[0;32mOK
\e[0m 0.11
32789 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_hom.ind
\e[0;31mFAIL
\e[0m
32790 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_on_ind.con
\e[0;31mFAIL
\e[0m
32791 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_on_rec.con
\e[0;31mFAIL
\e[0m
32792 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_rect.con
\e[0;32mOK
\e[0m 0.01
32793 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_sgroup.con
\e[0;32mOK
\e[0m 0.01
32794 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_unit_l_prf.con
\e[0;31mFAIL
\e[0m
32795 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_unit_r_prf.con
\e[0;31mFAIL
\e[0m
32796 cic:/Sophia-Antipolis/Algebra/Monoid_cat/Hom/E.var
\e[0;32mOK
\e[0m 0.02
32797 cic:/Sophia-Antipolis/Algebra/Monoid_cat/Hom/F.var
\e[0;32mOK
\e[0m 0.06
32798 cic:/Sophia-Antipolis/Algebra/Group_util/m.con
\e[0;31mFAIL
\e[0m
32799 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_sgroup_on_ind.con
\e[0;31mFAIL
\e[0m
32800 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_sgroup_on_rec.con
\e[0;31mFAIL
\e[0m
32801 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_sgroup_rect.con
\e[0;32mOK
\e[0m 0.01
32802 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_sgroup_sgroup.con
\e[0;32mOK
\e[0m 0.02
32803 cic:/Rocq/TreeAutomata/union/insert_ostate_9.con
\e[0;32mOK
\e[0m 0.45
32804 cic:/Rocq/TreeAutomata/states_kill_correct/states_kill_ref_ok_invar.con
\e[0;32mOK
\e[0m 0.19
32805 cic:/Rocq/THREE_GAP/tools/exist_after_M.con
\e[0;32mOK
\e[0m 0.58
32806 cic:/Rocq/GRAPHS/cgraph/CG_add_5_1.con
\e[0;32mOK
\e[0m 0.46
32807 cic:/Rocq/GRAPHS/cgraph/ad_0_path_dist_1_le.con
\e[0;32mOK
\e[0m 0.25
32808 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_dist_1_complete.con
\e[0;32mOK
\e[0m 0.06
32809 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_naive_search_complete.con
\e[0;32mOK
\e[0m 0.01
32810 cic:/Rocq/COC/Class/cl_term_sound.con
\e[0;32mOK
\e[0m 0.07
32811 cic:/Rocq/ARITH/ZChinese/Zgcd/gcd_modZ.con
\e[0;32mOK
\e[0m 0.02
32812 cic:/Rocq/ARITH/ZChinese/Zgcd/verify_BezoutZ_ind.con
\e[0;32mOK
\e[0m 0.01
32813 cic:/Rocq/ARITH/ZChinese/Zgcd/verify_BezoutZ_rec.con
\e[0;32mOK
\e[0m 0.01
32814 cic:/Rocq/ARITH/Chinese/Zgcd/gcd_modZ.con
\e[0;32mOK
\e[0m 0.09
32815 cic:/Rocq/ARITH/Chinese/Zgcd/verify_BezoutZ_ind.con
\e[0;32mOK
\e[0m 0.01
32816 cic:/Rocq/ARITH/Chinese/Zgcd/verify_BezoutZ_rec.con
\e[0;32mOK
\e[0m 0.01
32817 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/Equal_MonMor_equiv.con
\e[0;32mOK
\e[0m 0.03
32818 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/MMon_op.con
\e[0;32mOK
\e[0m 0.02
32819 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/MMon_unit.con
\e[0;32mOK
\e[0m 0.02
32820 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inverses_equiv.con
\e[0;32mOK
\e[0m 0.03
32821 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Group/Ginv.con
\e[0;32mOK
\e[0m 0.02
32822 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Group/Group_ind.con
\e[0;32mOK
\e[0m 0.02
32823 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Group/Group_rec.con
\e[0;32mOK
\e[0m 0.01
32824 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/YonedaLemma/yoneda_lemma/ylpsi_tau_def/ylpsi_arrow_def/x.var
\e[0;32mOK
\e[0m 0.02
32825 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/FMap0''.con
\e[0;32mOK
\e[0m 0.03
32826 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Functor0''_ind.con
\e[0;32mOK
\e[0m 0.01
32827 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Functor0''_rec.con
\e[0;32mOK
\e[0m 0.01
32828 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/NatIso/about_isIso/h.var
\e[0;32mOK
\e[0m 0.01
32829 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/CatFunct/Id_CatFunct_tau.con
\e[0;32mOK
\e[0m 0.02
32830 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Limits/Thl_k_Fi.con
\e[0;32mOK
\e[0m 0.01
32831 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Limits/Thl_k_Fu.con
\e[0;32mOK
\e[0m 0.01
32832 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/SSC1_f.con
\e[0;32mOK
\e[0m 0.03
32833 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/SSC1_i.con
\e[0;32mOK
\e[0m 0.01
32834 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/Thi1_verif_Cond1.con
\e[0;32mOK
\e[0m 0.02
32835 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/ua_def/isua_def/u.var
\e[0;32mOK
\e[0m 0.02
32836 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/ua_def/isua_def/ua_laws/diese.var
\e[0;32mOK
\e[0m 0.02
32837 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/Fpulb.con
\e[0;32mOK
\e[0m 0.02
32838 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/Fpullback_limit_def/pb1_diese_def/t1.var
\e[0;32mOK
\e[0m 0.02
32839 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/Fpullback_limit_def/pb1_diese_def/t2.var
\e[0;32mOK
\e[0m 0.00
32840 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Products1/FunDiscr.con
\e[0;32mOK
\e[0m 0.02
32841 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/Comp_PA.con
\e[0;32mOK
\e[0m 0.01
32842 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/def_cone/cone_nt/T.var
\e[0;32mOK
\e[0m 0.02
32843 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Const/Const.con
\e[0;32mOK
\e[0m 0.03
32844 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/coua_def1/iscoua_def1/u.var
\e[0;32mOK
\e[0m 0.02
32845 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/coua_def/iscoua_def/u.var
\e[0;32mOK
\e[0m 0.03
32846 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/coua_def/iscoua_def/coua_laws/co_diese.var
\e[0;32mOK
\e[0m 0.02
32847 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/def_cocone/cocone_nt/T.var
\e[0;32mOK
\e[0m 0.02
32848 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/HomFunctor/FunSET_map_law.con
\e[0;32mOK
\e[0m 0.03
32849 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/comp_functor_prop/F1.var
\e[0;32mOK
\e[0m 0.02
32850 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/comp_functor_prop/G1.var
\e[0;32mOK
\e[0m 0.01
32851 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Comp_FOb.con
\e[0;32mOK
\e[0m 0.02
32852 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/FMap.con
\e[0;32mOK
\e[0m 0.02
32853 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Functor_ind.con
\e[0;32mOK
\e[0m 0.02
32854 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Functor_rec.con
\e[0;32mOK
\e[0m 0.01
32855 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FSC_inc/Inc_map.con
\e[0;32mOK
\e[0m 0.06
32856 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Com_ob.ind
\e[0;32mOK
\e[0m 0.02
32857 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Prod_Hom.con
\e[0;32mOK
\e[0m 0.02
32858 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Dual/Assoc_Dual.con
\e[0;32mOK
\e[0m 0.03
32859 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Dual/Idl_Dual.con
\e[0;32mOK
\e[0m 0.01
32860 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Dual/Idr_Dual.con
\e[0;32mOK
\e[0m 0.02
32861 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/S_pulb_fun.con
\e[0;32mOK
\e[0m 0.02
32862 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/S_equaz_fun.con
\e[0;32mOK
\e[0m 0.02
32863 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Pullback.ind
\e[0;32mOK
\e[0m 0.02
32864 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/BinProd'.con
\e[0;32mOK
\e[0m 0.04
32865 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/Pi.con
\e[0;32mOK
\e[0m 0.02
32866 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/Product_rect.con
\e[0;32mOK
\e[0m 0.02
32867 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/hasexponent_proj/C1.var
\e[0;32mOK
\e[0m 0.02
32868 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/expo_def/C1.var
\e[0;32mOK
\e[0m 0.02
32869 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/Equalizer.ind
\e[0;32mOK
\e[0m 0.02
32870 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Epic_ind.con
\e[0;32mOK
\e[0m 0.02
32871 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Epic_rec.con
\e[0;32mOK
\e[0m 0.01
32872 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Inv_iso.con
\e[0;32mOK
\e[0m 0.02
32873 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Iso_mor.con
\e[0;32mOK
\e[0m 0.02
32874 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Iso_rect.con
\e[0;32mOK
\e[0m 0.02
32875 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Monic_ind.con
\e[0;32mOK
\e[0m 0.01
32876 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Monic_rec.con
\e[0;32mOK
\e[0m 0.01
32877 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Prf_isEpic.con
\e[0;32mOK
\e[0m 0.02
32878 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Prf_isMonic.con
\e[0;32mOK
\e[0m 0.01
32879 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/UniqueI.con
\e[0;32mOK
\e[0m 0.03
32880 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/UniqueT.con
\e[0;32mOK
\e[0m 0.02
32881 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CCC/IsCartesian.ind
\e[0;32mOK
\e[0m 0.02
32882 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/BinProd_ind.con
\e[0;32mOK
\e[0m 0.03
32883 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/BinProd_rec.con
\e[0;32mOK
\e[0m 0.03
32884 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Op_together.con
\e[0;32mOK
\e[0m 0.11
32885 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Proj1_prod.con
\e[0;32mOK
\e[0m 0.02
32886 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Proj2_prod.con
\e[0;32mOK
\e[0m 0.02
32887 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/mor_prod_def/C1.var
\e[0;32mOK
\e[0m 0.02
32888 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/hasbinprod_proj/C1.var
\e[0;32mOK
\e[0m 0.02
32889 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/ssc2_def/h.var
\e[0;32mOK
\e[0m 0.03
32890 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof1/freyd_th_2/uaxG/uaxG_verif/h.var
\e[0;32mOK
\e[0m 0.03
32891 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part1/freyd_th_1/cd2/h.var
\e[0;32mOK
\e[0m 0.03
32892 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunProd/fun_prod/C1.var
\e[0;32mOK
\e[0m 0.01
32893 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/CCC1/funprod_hasexpo/H.var
\e[0;32mOK
\e[0m 0.02
32894 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs1/f.var
\e[0;32mOK
\e[0m 0.03
32895 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs1/g.var
\e[0;32mOK
\e[0m 0.01
32896 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs/f.var
\e[0;32mOK
\e[0m 0.04
32897 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction/adj_eqs/g.var
\e[0;32mOK
\e[0m 0.01
32898 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adj_UA/CoUnit_ob.con
\e[0;32mOK
\e[0m 0.02
32899 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adj_UA/Unit_ob.con
\e[0;32mOK
\e[0m 0.01
32900 cic:/Rocq/AILS/constants/MaxDistance.con
\e[0;32mOK
\e[0m 0.08
32901 cic:/Rocq/AILS/constants/MaxDistance_ub.con
\e[0;32mOK
\e[0m 3.05
32902 cic:/Rocq/AILS/constants/m_rho_ub.con
\e[0;32mOK
\e[0m 0.07
32903 cic:/Rocq/AILS/ails_def/evaderSpeed.con
\e[0;32mOK
\e[0m 0.02
32904 cic:/Rocq/AILS/ails_def/intruderSpeed.con
\e[0;32mOK
\e[0m 0.01
32905 cic:/Orsay/QArith/Qreduction/Qred_complete.con
\e[0;32mOK
\e[0m 10.20
32906 cic:/Orsay/ExactRealArithmetic/Multiplication/multiplication_correct.con
\e[0;32mOK
\e[0m 86.12
32907 cic:/Orsay/ExactRealArithmetic/Lemmes_generaux/msd_prop2.con
\e[0;32mOK
\e[0m 1.32
32908 cic:/Nijmegen/QArith/general_Q/Z_to_Q_not_eq.con
\e[0;32mOK
\e[0m 0.02
32909 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Qquadratic_Qpositive_to_Qpositive_0'.con
\e[0;32mOK
\e[0m 0.11
32910 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Qquadratic_Qpositive_to_Qpositive_0.con
\e[0;32mOK
\e[0m 0.07
32911 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Qquadratic_Qpositive_to_Qpositive_3_II.con
\e[0;32mOK
\e[0m 0.16
32912 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Qquadratic_Qpositive_to_Qpositive_3_IO.con
\e[0;32mOK
\e[0m 0.16
32913 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Qquadratic_Qpositive_to_Qpositive_3_OI.con
\e[0;32mOK
\e[0m 0.17
32914 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Qpositive/Qquadratic_Qpositive_to_Qpositive_3_OO.con
\e[0;32mOK
\e[0m 0.17
32915 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_Qpositive_to_Q_subproof1.con
\e[0;32mOK
\e[0m 0.04
32916 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_Qpositive_to_Q_subproof2.con
\e[0;32mOK
\e[0m 0.04
32917 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_Qpositive_to_Q_subproof5.con
\e[0;32mOK
\e[0m 0.03
32918 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_Qpositive_to_Q_subproof6.con
\e[0;32mOK
\e[0m 0.04
32919 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_Qpositive_to_Q.con
\e[0;32mOK
\e[0m 0.11
32920 cic:/Nijmegen/QArith/Q_order/Qpositive_le_sub_simpl_l.con
\e[0;32mOK
\e[0m 0.18
32921 cic:/Nijmegen/QArith/Q_field/Qplus_assoc_one_neg.con
\e[0;32mOK
\e[0m 0.27
32922 cic:/Nijmegen/QArith/Q_field/Qplus_assoc_two_neg.con
\e[0;32mOK
\e[0m 0.32
32923 cic:/Lyon/IEEE754/tests/test_add.con
\e[0;32mOK
\e[0m 0.04
32924 cic:/Lyon/IEEE754/IEEE754_def/abstract_sub.con
\e[0;32mOK
\e[0m 0.03
32925 cic:/Eindhoven/POCKLINGTON/modprime/mod_mult_0.con
\e[0;32mOK
\e[0m 0.10
32926 cic:/Eindhoven/POCKLINGTON/modprime/techlemma3.con
\e[0;32mOK
\e[0m 0.47
32927 cic:/Eindhoven/POCKLINGTON/fermat/until_mapmult_allex.con
\e[0;32mOK
\e[0m 0.24
32928 cic:/Coq/Reals/Rsqrt_def/dicho_lb_maj.con
\e[0;32mOK
\e[0m 0.02
32929 cic:/Coq/Reals/Rsqrt_def/dicho_up_min.con
\e[0;32mOK
\e[0m 0.05
32930 cic:/Coq/Reals/RiemannInt_SF/StepFun_P15.con
\e[0;32mOK
\e[0m 0.04
32931 cic:/Coq/Reals/RiemannInt_SF/StepFun_P27.con
\e[0;32mOK
\e[0m 0.09
32932 cic:/Coq/Reals/RiemannInt/SubEqui.con
\e[0;32mOK
\e[0m 0.03
32933 cic:/Coq/Reals/Rderiv/D_pow_n.con
\e[0;32mOK
\e[0m 0.83
32934 cic:/Coq/Reals/Rderiv/Dopp.con
\e[0;32mOK
\e[0m 0.54
32935 cic:/Coq/Reals/Ranalysis1/continuity_div.con
\e[0;32mOK
\e[0m 0.02
32936 cic:/Coq/Reals/Ranalysis1/continuity_minus.con
\e[0;32mOK
\e[0m 0.01
32937 cic:/Coq/Reals/Ranalysis1/derivable_plus.con
\e[0;32mOK
\e[0m 0.01
32938 cic:/Coq/Reals/Ranalysis1/derivable_pt_comp.con
\e[0;32mOK
\e[0m 0.02
32939 cic:/Coq/Reals/Ranalysis1/derivable_pt_lim_pow_pos.con
\e[0;32mOK
\e[0m 0.57
32940 cic:/Coq/Reals/Ranalysis1/derivable_pt_lim_scal.con
\e[0;32mOK
\e[0m 0.22
32941 cic:/Coq/Reals/Ranalysis1/derivable_pt_minus.con
\e[0;32mOK
\e[0m 0.02
32942 cic:/Coq/Reals/Ranalysis1/derivable_pt_mult.con
\e[0;32mOK
\e[0m 0.02
32943 cic:/Coq/Reals/Ranalysis1/derive_pt_eq_0.con
\e[0;32mOK
\e[0m 0.02
32944 cic:/Coq/Reals/Ranalysis1/derive_pt_eq_1.con
\e[0;32mOK
\e[0m 0.01
32945 cic:/Coq/Reals/R_Ifp/Int_part_INR.con
\e[0;32mOK
\e[0m 0.06
32946 cic:/Coq/Reals/R_Ifp/up_tech.con
\e[0;32mOK
\e[0m 0.03
32947 cic:/Coq/Reals/PSeries_reg/CVN_R_CVS.con
\e[0;32mOK
\e[0m 0.54
32948 cic:/Coq/Reals/PSeries_reg/SFL_continuity_pt.con
\e[0;32mOK
\e[0m 0.20
32949 cic:/Coq/Reals/Exp_prop/Reste_E_cv.con
\e[0;32mOK
\e[0m 0.19
32950 cic:/Coq/Reals/Cos_plus/reste_cv_R0.con
\e[0;32mOK
\e[0m 1.33
32951 cic:/Coq/Reals/AltSeries/exist_PI.con
\e[0;32mOK
\e[0m 0.15
32952 cic:/Coq/Reals/Alembert/Alembert_C3.con
\e[0;32mOK
\e[0m 0.04
32953 cic:/Coq/Reals/Alembert/Alembert_C6.con
\e[0;32mOK
\e[0m 32.20
32954 cic:/CoRN/tactics/RingReflection/Ring_NormCorrect/binop.var
\e[0;32mOK
\e[0m 0.02
32955 cic:/CoRN/tactics/RingReflection/Ring_NormCorrect/pfun.var
\e[0;32mOK
\e[0m 0.07
32956 cic:/CoRN/tactics/RingReflection/Ring_NormCorrect/unop.var
\e[0;32mOK
\e[0m 0.08
32957 cic:/CoRN/tactics/RingReflection/Ring_NormCorrect/val.var
\e[0;32mOK
\e[0m 0.02
32958 cic:/CoRN/tactics/RingReflection/Ring_Interpretation_Function/binop.var
\e[0;32mOK
\e[0m 0.02
32959 cic:/CoRN/tactics/RingReflection/Ring_Interpretation_Function/pfun.var
\e[0;32mOK
\e[0m 0.01
32960 cic:/CoRN/tactics/RingReflection/Ring_Interpretation_Function/unop.var
\e[0;32mOK
\e[0m 0.01
32961 cic:/CoRN/tactics/RingReflection/Ring_Interpretation_Function/val.var
\e[0;32mOK
\e[0m 0.01
32962 cic:/CoRN/tactics/GroupReflection/fexprG.ind
\e[0;31mFAIL
\e[0m
32963 cic:/CoRN/tactics/GroupReflection/interpG_rect.con
\e[0;32mOK
\e[0m 0.17
32964 cic:/CoRN/tactics/GroupReflection/interpG_wd.con
\e[0;32mOK
\e[0m 0.23
32965 cic:/CoRN/tactics/GroupReflection/wfG.con
\e[0;32mOK
\e[0m 0.02
32966 cic:/CoRN/tactics/GroupReflection/xexprG_rect.con
\e[0;31mFAIL
\e[0m
32967 cic:/CoRN/tactics/GroupReflection/xforgetG.con
\e[0;31mFAIL
\e[0m
32968 cic:/CoRN/tactics/GroupReflection/xinterpG.con
\e[0;31mFAIL
\e[0m
32969 cic:/CoRN/model/setoids/Qpossetoid/Qpos_Qpos_inv.con
\e[0;32mOK
\e[0m 0.02
32970 cic:/CoRN/model/setoids/Qpossetoid/Qpos_mult.con
\e[0;32mOK
\e[0m 0.01
32971 cic:/CoRN/model/semigroups/Qsemigroup/Q_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.02
32972 cic:/CoRN/model/semigroups/Qsemigroup/Q_mul_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.01
32973 cic:/CoRN/model/non_examples/Npos_no_group/no_group_Nposmult.con
\e[0;32mOK
\e[0m 0.09
32974 cic:/CoRN/model/monoids/Qmonoid/ONEQ_as_lft_unit.con
\e[0;32mOK
\e[0m 0.02
32975 cic:/CoRN/model/monoids/Nm_to_freem/to_word_bijective.con
\e[0;32mOK
\e[0m 0.13
32976 cic:/CoRN/model/Zmod/Zm/Zm_non_triv.con
\e[0;32mOK
\e[0m 0.15
32977 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_compat_rht.con
\e[0;32mOK
\e[0m 0.03
32978 cic:/CoRN/model/Zmod/ZMod/Zmod_plus_compat_rht.con
\e[0;32mOK
\e[0m 0.03
32979 cic:/CoRN/model/Zmod/ZMod/Zmodeq_dec.con
\e[0;32mOK
\e[0m 0.01
32980 cic:/CoRN/model/Zmod/ZGcd/Zgcd.con
\e[0;32mOK
\e[0m 0.03
32981 cic:/CoRN/model/Zmod/ZGcd/Zgcd_coeff_a.con
\e[0;32mOK
\e[0m 0.02
32982 cic:/CoRN/model/Zmod/ZGcd/Zgcd_coeff_b.con
\e[0;32mOK
\e[0m 0.02
32983 cic:/CoRN/model/Zmod/ZGcd/Zgcd_duv_Zopp_l.con
\e[0;32mOK
\e[0m 0.60
32984 cic:/CoRN/model/Zmod/ZGcd/Zgcd_duv_Zopp_r.con
\e[0;32mOK
\e[0m 0.61
32985 cic:/CoRN/model/Zmod/ZGcd/Zgcd_duv_abs.con
\e[0;32mOK
\e[0m 2.43
32986 cic:/CoRN/model/Zmod/ZGcd/Zgcd_duv_zero_rht.con
\e[0;32mOK
\e[0m 0.10
32987 cic:/CoRN/model/Zmod/ZGcd/Zgcd_idemp_subproof.con
\e[0;32mOK
\e[0m 0.06
32988 cic:/CoRN/model/Zmod/ZGcd/Zgcd_idemp_subproof0.con
\e[0;32mOK
\e[0m 0.03
32989 cic:/CoRN/model/Zmod/ZGcd/Zgcd_idemp_subproof1.con
\e[0;32mOK
\e[0m 0.03
32990 cic:/CoRN/model/Zmod/ZGcd/Zgcd_mod_lft_subproof.con
\e[0;32mOK
\e[0m 0.08
32991 cic:/CoRN/model/Zmod/ZGcd/Zgcd_mod_lft_subproof0.con
\e[0;32mOK
\e[0m 0.07
32992 cic:/CoRN/model/Zmod/ZGcd/p_gcd_is_divisor.con
\e[0;32mOK
\e[0m 0.02
32993 cic:/CoRN/model/Zmod/ZGcd/p_gcd_lin_comb.con
\e[0;32mOK
\e[0m 0.01
32994 cic:/CoRN/model/Zmod/ZGcd/p_gcd_symm.con
\e[0;32mOK
\e[0m 0.48
32995 cic:/CoRN/model/Zmod/ZGcd/zgcd/Zgcd_duv_rec_subsubcase.var
\e[0;32mOK
\e[0m 1.16
32996 cic:/CoRN/model/Zmod/ZDivides/Zdiv_mult_cancel_lft.con
\e[0;32mOK
\e[0m 0.23
32997 cic:/CoRN/model/Zmod/ZDivides/Zmod_mult_cancel_rht.con
\e[0;32mOK
\e[0m 0.02
32998 cic:/CoRN/devel/loeb/per/csetfun/PS_as_CGroup.con
\e[0;32mOK
\e[0m 0.03
32999 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof23.con
\e[0;32mOK
\e[0m 0.09
33000 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof24.con
\e[0;32mOK
\e[0m 0.31
33001 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof25.con
\e[0;32mOK
\e[0m 0.11
33002 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof26.con
\e[0;32mOK
\e[0m 0.11
33003 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof27.con
\e[0;32mOK
\e[0m 0.08
33004 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof28.con
\e[0;32mOK
\e[0m 0.14
33005 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof29.con
\e[0;32mOK
\e[0m 0.10
33006 cic:/CoRN/devel/loeb/IDA/Ch6/isomorphic_PM1M2_PM2M1.con
\e[0;32mOK
\e[0m 0.38
33007 cic:/CoRN/devel/loeb/IDA/Ch6/to_word_bijective.con
\e[0;32mOK
\e[0m 0.10
33008 cic:/CoRN/algebra/CSums/Sum2.con
\e[0;32mOK
\e[0m 0.03
33009 cic:/CoRN/algebra/CSums/Sum_empty.con
\e[0;32mOK
\e[0m 0.03
33010 cic:/CoRN/algebra/CSums/Sum_strext'.con
\e[0;32mOK
\e[0m 0.11
33011 cic:/CoRN/algebra/CSums/Sum_wd.con
\e[0;32mOK
\e[0m 0.05
33012 cic:/CoRN/algebra/CRings/CRing_ind.con
\e[0;32mOK
\e[0m 0.02
33013 cic:/CoRN/algebra/CRings/CRing_rec.con
\e[0;32mOK
\e[0m 0.01
33014 cic:/CoRN/algebra/CRings/RList_Mem.con
\e[0;32mOK
\e[0m 0.02
33015 cic:/CoRN/algebra/CRings/Sum_upto.con
\e[0;32mOK
\e[0m 0.02
33016 cic:/CoRN/algebra/CRings/cr_mult.con
\e[0;32mOK
\e[0m 0.02
33017 cic:/CoRN/algebra/CRings/cr_one.con
\e[0;32mOK
\e[0m 0.01
33018 cic:/CoRN/algebra/CRings/seq_from.con
\e[0;32mOK
\e[0m 0.01
33019 cic:/CoRN/algebra/CRings/ScalarMultiplication/F.var
\e[0;32mOK
\e[0m 0.03
33020 cic:/CoRN/algebra/CRings/ScalarMultiplication/R'.var
\e[0;32mOK
\e[0m 0.01
33021 cic:/CoRN/algebra/CRings/CRing_Ops/F.var
\e[0;32mOK
\e[0m 0.02
33022 cic:/CoRN/algebra/CRings/CRing_Ops/G.var
\e[0;32mOK
\e[0m 0.01
33023 cic:/CoRN/algebra/CRings/CRing_Ops/R'.var
\e[0;32mOK
\e[0m 0.01
33024 cic:/CoRN/algebra/CRing_Homomorphisms/RingHom_Definition/RingHom_Preliminary/phi.var
\e[0;32mOK
\e[0m 0.02
33025 cic:/CoRN/algebra/CPolynomials/cpoly.ind
\e[0;32mOK
\e[0m 0.02
33026 cic:/CoRN/algebra/CPolynomials/CPoly_CRing_ctd/helpful_section/c.var
\e[0;32mOK
\e[0m 0.03
33027 cic:/CoRN/algebra/CPolynomials/CPoly_CRing_ctd/helpful_section/d.var
\e[0;32mOK
\e[0m 0.01
33028 cic:/CoRN/algebra/CMonoids/isomorphic_PM1M2_PM2M1.con
\e[0;32mOK
\e[0m 0.35
33029 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof23.con
\e[0;32mOK
\e[0m 0.09
33030 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof24.con
\e[0;32mOK
\e[0m 0.31
33031 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof25.con
\e[0;32mOK
\e[0m 0.12
33032 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof26.con
\e[0;32mOK
\e[0m 0.11
33033 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof27.con
\e[0;32mOK
\e[0m 0.09
33034 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof28.con
\e[0;32mOK
\e[0m 0.13
33035 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof29.con
\e[0;32mOK
\e[0m 0.10
33036 cic:/CoRN/algebra/CGroups/PS_as_CGroup.con
\e[0;32mOK
\e[0m 0.03
33037 cic:/CoRN/algebra/CGroups/cg_ap_cancel_rht.con
\e[0;32mOK
\e[0m 0.14
33038 cic:/CoRN/algebra/CGroups/cg_inv_zero.con
\e[0;32mOK
\e[0m 0.04
33039 cic:/CoRN/algebra/CGroups/minus_ap_zero.con
\e[0;32mOK
\e[0m 0.02
33040 cic:/CoRN/algebra/CGroups/minus_resp_ap_rht.con
\e[0;32mOK
\e[0m 0.02
33041 cic:/CoRN/algebra/CAbGroups/cag_commutes_unfolded.con
\e[0;32mOK
\e[0m 0.02
33042 cic:/CoRN/algebra/CAbGroups/Abelian_Groups/SubCAbGroups/subcrr.var
\e[0;32mOK
\e[0m 0.02
33043 cic:/Cachan/SMC/op/BDDand_config_OK.con
\e[0;32mOK
\e[0m 63.07
33044 cic:/Cachan/SMC/op/BDDand_is_and.con
\e[0;32mOK
\e[0m 6.74
33045 cic:/Cachan/SMC/op/BDDand_node_OK.con
\e[0;32mOK
\e[0m 1.88
33046 cic:/Cachan/SMC/op/BDDand_used_nodes_preserved.con
\e[0;32mOK
\e[0m 1.09
33047 cic:/Cachan/SMC/op/BDDand_var_le.con
\e[0;32mOK
\e[0m 2.06
33048 cic:/Cachan/SMC/op/BDDimpl_config_OK.con
\e[0;32mOK
\e[0m 28.03
33049 cic:/Cachan/SMC/op/BDDimpl_is_impl.con
\e[0;32mOK
\e[0m 3.05
33050 cic:/Cachan/SMC/op/BDDimpl_node_OK.con
\e[0;32mOK
\e[0m 0.92
33051 cic:/Cachan/SMC/op/BDDimpl_used_nodes_preserved.con
\e[0;32mOK
\e[0m 0.46
33052 cic:/Cachan/SMC/gc/gc_x_OK.con
\e[0;32mOK
\e[0m 3.62
33053 cic:/Cachan/SMC/gc/gc_x_opt_OK.con
\e[0;32mOK
\e[0m 3.90
33054 cic:/Sophia-Antipolis/geometry/projection_orthogonale/existence_projete_orthogonal.con
\e[0;32mOK
\e[0m 3.37
33055 cic:/Sophia-Antipolis/geometry/produit_scalaire/scalaire_bilineaire.con
\e[0;32mOK
\e[0m 0.22
33056 cic:/Sophia-Antipolis/geometry/produit_scalaire/scalaire_mult_d.con
\e[0;32mOK
\e[0m 0.13
33057 cic:/Sophia-Antipolis/geometry/produit_scalaire/scalaire_somme_d.con
\e[0;32mOK
\e[0m 0.22
33058 cic:/Sophia-Antipolis/geometry/parallelisme_concours/ordre_alignement_4points.con
\e[0;32mOK
\e[0m 0.02
33059 cic:/Sophia-Antipolis/geometry/orthogonalite_espace/orthogonales_2droites_secantes.con
\e[0;32mOK
\e[0m 0.76
33060 cic:/Sophia-Antipolis/geometry/orthogonalite_espace/orthogonaux_perce.con
\e[0;32mOK
\e[0m 0.27
33061 cic:/Sophia-Antipolis/geometry/orthogonalite/ortho_mult.con
\e[0;32mOK
\e[0m 0.11
33062 cic:/Sophia-Antipolis/geometry/milieu/triangle_medianes_triangle.con
\e[0;32mOK
\e[0m 5.27
33063 cic:/Sophia-Antipolis/geometry/milieu/triangle_triangle_milieux.con
\e[0;32mOK
\e[0m 0.24
33064 cic:/Sophia-Antipolis/geometry/dilatations/homothetie_intersection.con
\e[0;32mOK
\e[0m 0.13
33065 cic:/Sophia-Antipolis/geometry/dilatations/symetrie_involution.con
\e[0;32mOK
\e[0m 0.02
33066 cic:/Sophia-Antipolis/geometry/dilatations/translation_intersection.con
\e[0;32mOK
\e[0m 0.06
33067 cic:/Sophia-Antipolis/geometry/barycentre/unicite_coor_bar_aux.con
\e[0;32mOK
\e[0m 11.39
33068 cic:/Sophia-Antipolis/geometry/angles_droites/non_alignes_angle.con
\e[0;32mOK
\e[0m 0.03
33069 cic:/Sophia-Antipolis/geometry/alignement/alignes_non_alignes_trans.con
\e[0;32mOK
\e[0m 0.02
33070 cic:/Sophia-Antipolis/geometry/alignement/alignes_non_alignes_trans3.con
\e[0;32mOK
\e[0m 0.01
33071 cic:/Sophia-Antipolis/geometry/alignement/alignes_non_alignes_trans4.con
\e[0;32mOK
\e[0m 0.02
33072 cic:/Sophia-Antipolis/geometry/alignement/non_alignes_ordre_cycle2.con
\e[0;32mOK
\e[0m 0.01
33073 cic:/Sophia-Antipolis/geometry/alignement/non_alignes_ordre_cycle3.con
\e[0;32mOK
\e[0m 0.02
33074 cic:/Sophia-Antipolis/geometry/alignement/triangle_ordre_cycle.con
\e[0;32mOK
\e[0m 0.01
33075 cic:/Sophia-Antipolis/geometry/affine_classiques/Desargues.con
\e[0;32mOK
\e[0m 0.72
33076 cic:/Sophia-Antipolis/geometry/affine_classiques/triangle_droite_milieu_paralleles.con
\e[0;32mOK
\e[0m 0.12
33077 cic:/Sophia-Antipolis/geometry/Plans_paralleles/para_plan_refl.con
\e[0;32mOK
\e[0m 0.23
33078 cic:/Sophia-Antipolis/geometry/Plans_paralleles/para_plan_sym.con
\e[0;32mOK
\e[0m 23.65
33079 cic:/Sophia-Antipolis/geometry/Plans_paralleles/para_plan_trans.con
\e[0;32mOK
\e[0m 0.73
33080 cic:/Sophia-Antipolis/geometry/Plans_paralleles/plans_paralleles_ou_droite_incluse2.con
\e[0;32mOK
\e[0m 1.88
33081 cic:/Sophia-Antipolis/geometry/Plan_espace/toit.con
\e[0;32mOK
\e[0m 0.21
33082 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Cartesian_pr1.con
\e[0;32mOK
\e[0m 0.04
33083 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Cartesian_pr2.con
\e[0;32mOK
\e[0m 0.02
33084 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_proof/step9.var
\e[0;32mOK
\e[0m 0.03
33085 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluC/Cstep5.var
\e[0;32mOK
\e[0m 0.04
33086 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluC/Cstep7.var
\e[0;32mOK
\e[0m 0.02
33087 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluB/Bstep5.var
\e[0;32mOK
\e[0m 0.02
33088 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/gluB/Bstep7.var
\e[0;32mOK
\e[0m 0.01
33089 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/step10.var
\e[0;32mOK
\e[0m 0.03
33090 cic:/Sophia-Antipolis/Float/MSB/LSB_le_abs.con
\e[0;32mOK
\e[0m 0.02
33091 cic:/Sophia-Antipolis/Float/MSB/MSB_le_multAux.con
\e[0;32mOK
\e[0m 1.17
33092 cic:/Sophia-Antipolis/Float/MSB/MSB_mix.con
\e[0;32mOK
\e[0m 0.22
33093 cic:/Sophia-Antipolis/Float/MSB/MSB_shift.con
\e[0;32mOK
\e[0m 0.23
33094 cic:/Sophia-Antipolis/Float/MSB/maxDivPlus.con
\e[0;32mOK
\e[0m 0.11
33095 cic:/Sophia-Antipolis/Float/MSB/mult_le_MSBAux.con
\e[0;32mOK
\e[0m 1.12
33096 cic:/Sophia-Antipolis/Float/Fprop/BminusSameExpAux.con
\e[0;32mOK
\e[0m 0.31
33097 cic:/Sophia-Antipolis/Float/Fprop/SterbenzAux.con
\e[0;32mOK
\e[0m 0.53
33098 cic:/Sophia-Antipolis/Float/Fnorm/FnormalPrecision.con
\e[0;32mOK
\e[0m 0.07
33099 cic:/Sophia-Antipolis/Float/Fnorm/FsubnormalDigit.con
\e[0;32mOK
\e[0m 0.08
33100 cic:/Sophia-Antipolis/Float/Fnorm/FsubnormalLt.con
\e[0;32mOK
\e[0m 0.04
33101 cic:/Sophia-Antipolis/Float/Fnorm/FsubnormalLtFirstNormalPos.con
\e[0;32mOK
\e[0m 0.06
33102 cic:/Sophia-Antipolis/Float/Fnorm/MaxFloat.con
\e[0;32mOK
\e[0m 0.08
33103 cic:/Sophia-Antipolis/Float/Fnorm/digitGivesBoundedNum.con
\e[0;32mOK
\e[0m 0.02
33104 cic:/Sophia-Antipolis/Float/FminOp/FminOp_correct4.con
\e[0;32mOK
\e[0m 2.30
33105 cic:/Sophia-Antipolis/Float/Fmin/mBFadic_correct1.con
\e[0;32mOK
\e[0m 0.43
33106 cic:/Sophia-Antipolis/Float/Float/FshiftCorrectSym.con
\e[0;32mOK
\e[0m 0.07
33107 cic:/Sophia-Antipolis/Float/Float/FshiftFdigit.con
\e[0;32mOK
\e[0m 0.03
33108 cic:/Sophia-Antipolis/Float/Fcomp/Fle_bool_correct_r.con
\e[0;32mOK
\e[0m 0.03
33109 cic:/Sophia-Antipolis/Float/Fcomp/Flt_bool_correct_f.con
\e[0;32mOK
\e[0m 0.02
33110 cic:/Sophia-Antipolis/Float/Fbound/FboundedEqExp.con
\e[0;32mOK
\e[0m 0.66
33111 cic:/Sophia-Antipolis/Float/Fbound/FboundedEqExpPos.con
\e[0;32mOK
\e[0m 0.12
33112 cic:/Sophia-Antipolis/Float/Fbound/eqExpMax.con
\e[0;32mOK
\e[0m 0.33
33113 cic:/Sophia-Antipolis/Float/FSucc/FNSuccLt.con
\e[0;32mOK
\e[0m 0.38
33114 cic:/Sophia-Antipolis/Float/FSucc/FSuccNormNegNotNormMin.con
\e[0;32mOK
\e[0m 0.36
33115 cic:/Sophia-Antipolis/Float/FSucc/FSuccNormPos.con
\e[0;32mOK
\e[0m 0.26
33116 cic:/Sophia-Antipolis/Float/FSucc/FSuccZleEq.con
\e[0;32mOK
\e[0m 0.62
33117 cic:/Sophia-Antipolis/Float/FSucc/R0RltRleSucc.con
\e[0;32mOK
\e[0m 0.08
33118 cic:/Sophia-Antipolis/Float/FPred/FPredLt.con
\e[0;32mOK
\e[0m 0.03
33119 cic:/Sophia-Antipolis/Buchberger/WfR0/wf_incl.con
\e[0;32mOK
\e[0m 6.59
33120 cic:/Sophia-Antipolis/Buchberger/Pspoly/fconfl_top.con
\e[0;32mOK
\e[0m 0.82
33121 cic:/Sophia-Antipolis/Buchberger/Pcrit/spoly_Reducestar_ppc.con
\e[0;32mOK
\e[0m 0.04
33122 cic:/Sophia-Antipolis/Buchberger/BuchRed/redacc_cb.con
\e[0;32mOK
\e[0m 8.72
33123 cic:/Sophia-Antipolis/Buchberger/BuchRed/zerop_nf_cb.con
\e[0;32mOK
\e[0m 1.05
33124 cic:/Sophia-Antipolis/Buchberger/Buch/OBuch_Stable_f.con
\e[0;32mOK
\e[0m 0.04
33125 cic:/Sophia-Antipolis/Buchberger/Buch/ObuchQred.con
\e[0;32mOK
\e[0m 4.46
33126 cic:/Sophia-Antipolis/Buchberger/Buch/redln_cons_gen.con
\e[0;32mOK
\e[0m 0.56
33127 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_hom_rect.con
\e[0;31mFAIL
\e[0m
33128 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_id.con
\e[0;31mFAIL
\e[0m
33129 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_map.con
\e[0;31mFAIL
\e[0m
33130 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_ind.con
\e[0;32mOK
\e[0m 0.02
33131 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_on_def.con
\e[0;32mOK
\e[0m 0.01
33132 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_rec.con
\e[0;32mOK
\e[0m 0.01
33133 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_monoid_on.ind
\e[0;32mOK
\e[0m 0.02
33134 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_sgroup_ind.con
\e[0;32mOK
\e[0m 0.01
33135 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_sgroup_on_def.con
\e[0;32mOK
\e[0m 0.01
33136 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_sgroup_rec.con
\e[0;32mOK
\e[0m 0.01
33137 cic:/Rocq/TreeAutomata/union/union_semantics_0.con
\e[0;32mOK
\e[0m 0.57
33138 cic:/Rocq/TreeAutomata/states_kill_correct/preDTA_kill_ref_ok_distinct_invar.con
\e[0;32mOK
\e[0m 0.27
33139 cic:/Rocq/THREE_GAP/tools/after.con
\e[0;32mOK
\e[0m 0.05
33140 cic:/Rocq/GRAPHS/cgraph/CG_add_5.con
\e[0;32mOK
\e[0m 0.02
33141 cic:/Rocq/GRAPHS/cgraph/ad_0_path_dist_correct_1.con
\e[0;32mOK
\e[0m 0.11
33142 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_dec.con
\e[0;32mOK
\e[0m 0.10
33143 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_dist_complete.con
\e[0;32mOK
\e[0m 0.01
33144 cic:/Rocq/COC/Class/cl_term_red1.con
\e[0;32mOK
\e[0m 0.67
33145 cic:/Rocq/ARITH/ZChinese/Zgcd/acc_Q.con
\e[0;32mOK
\e[0m 1.11
33146 cic:/Rocq/ARITH/Chinese/Zgcd/acc_Q.con
\e[0;32mOK
\e[0m 1.03
33147 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Monoid/MonMor_setoid.con
\e[0;32mOK
\e[0m 0.02
33148 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inverses_setoid.con
\e[0;32mOK
\e[0m 0.02
33149 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Group/Prf_ginv_l.con
\e[0;32mOK
\e[0m 0.12
33150 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Group/Prf_ginv_r.con
\e[0;32mOK
\e[0m 0.11
33151 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/FMor0''.con
\e[0;32mOK
\e[0m 0.02
33152 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Prf_Fcomp_law0''.con
\e[0;32mOK
\e[0m 0.31
33153 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Prf_Fid_law0''.con
\e[0;32mOK
\e[0m 0.02
33154 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/Thi1_SSC1.con
\e[0;32mOK
\e[0m 0.02
33155 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Initial/Thi2_f_d.con
\e[0;32mOK
\e[0m 0.03
33156 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Products1/products_limit_def/pd1_diese_def/f.var
\e[0;32mOK
\e[0m 0.01
33157 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/Assoc_PA.con
\e[0;32mOK
\e[0m 0.11
33158 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/Idl_PA.con
\e[0;32mOK
\e[0m 3.31
33159 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/Idr_PA.con
\e[0;32mOK
\e[0m 0.02
33160 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/HomFunctor/FunSET_map.con
\e[0;32mOK
\e[0m 0.03
33161 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/FMor.con
\e[0;32mOK
\e[0m 0.02
33162 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Prf_Fcomp_law.con
\e[0;32mOK
\e[0m 0.17
33163 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Prf_Fid_law.con
\e[0;32mOK
\e[0m 0.02
33164 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FSC_inc/Inc_comp_law.con
\e[0;32mOK
\e[0m 0.31
33165 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FSC_inc/Inc_id_law.con
\e[0;32mOK
\e[0m 0.02
33166 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Dual_Functor/DFunctor_map.con
\e[0;32mOK
\e[0m 0.03
33167 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma_proj/comma_proj_def/comma_proj_map_def/a.var
\e[0;32mOK
\e[0m 0.02
33168 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma_proj/comma_proj_def/comma_proj_map_def/b.var
\e[0;32mOK
\e[0m 0.01
33169 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Com_ob_rect.con
\e[0;32mOK
\e[0m 0.02
33170 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Ob_com_ob.con
\e[0;32mOK
\e[0m 0.01
33171 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/comma_def/comp_com_def/axf.var
\e[0;32mOK
\e[0m 0.02
33172 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/comma_def/comp_com_def/bxg.var
\e[0;32mOK
\e[0m 0.01
33173 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/comma_def/comp_com_def/cxh.var
\e[0;32mOK
\e[0m 0.01
33174 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/comma_def/com_arrow_def/axf.var
\e[0;32mOK
\e[0m 0.01
33175 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/comma_def/com_arrow_def/bxg.var
\e[0;32mOK
\e[0m 0.01
33176 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Build1_Pmor.con
\e[0;32mOK
\e[0m 0.03
33177 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Comp_Pmor.con
\e[0;32mOK
\e[0m 0.02
33178 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/Comp_MonMor_op_law.con
\e[0;32mOK
\e[0m 0.07
33179 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/Comp_MonMor_unit_law.con
\e[0;32mOK
\e[0m 0.02
33180 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/Dual/Dual.con
\e[0;32mOK
\e[0m 0.02
33181 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/S_pulb_map_law.con
\e[0;32mOK
\e[0m 0.03
33182 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/S_equaz_map_law.con
\e[0;32mOK
\e[0m 0.02
33183 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_CCC/SET_is_Cartesian.con
\e[0;32mOK
\e[0m 0.03
33184 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Fibred_prod.con
\e[0;32mOK
\e[0m 0.02
33185 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Pullback_rect.con
\e[0;32mOK
\e[0m 0.04
33186 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/Pd_diese.con
\e[0;32mOK
\e[0m 0.02
33187 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/Product_ind.con
\e[0;32mOK
\e[0m 0.03
33188 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/Product_rec.con
\e[0;32mOK
\e[0m 0.01
33189 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/Proj.con
\e[0;32mOK
\e[0m 0.01
33190 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/E_ob.con
\e[0;32mOK
\e[0m 0.03
33191 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/Equalizer_rect.con
\e[0;32mOK
\e[0m 0.03
33192 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/equaz_def/f.var
\e[0;32mOK
\e[0m 0.01
33193 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/I_unic.con
\e[0;32mOK
\e[0m 0.06
33194 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Iso_ind.con
\e[0;32mOK
\e[0m 0.02
33195 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Iso_rec.con
\e[0;32mOK
\e[0m 0.01
33196 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Prf_Iso.con
\e[0;32mOK
\e[0m 0.02
33197 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CCC/Car_BP.con
\e[0;32mOK
\e[0m 0.02
33198 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CCC/Car_terminal.con
\e[0;32mOK
\e[0m 0.01
33199 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CCC/Cartesian.ind
\e[0;32mOK
\e[0m 0.01
33200 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CCC/IsCartesian_rect.con
\e[0;32mOK
\e[0m 0.01
33201 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/H_obj_prod.con
\e[0;32mOK
\e[0m 0.03
33202 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/H_proj1_prod.con
\e[0;32mOK
\e[0m 0.01
33203 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/H_proj2_prod.con
\e[0;32mOK
\e[0m 0.01
33204 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Prf_eq1_prod.con
\e[0;32mOK
\e[0m 0.21
33205 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Prf_eq2_prod.con
\e[0;32mOK
\e[0m 0.20
33206 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Prf_unique_together.con
\e[0;32mOK
\e[0m 0.29
33207 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Together.con
\e[0;32mOK
\e[0m 0.01
33208 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/Diagonal/Diag_map_law.con
\e[0;32mOK
\e[0m 0.07
33209 cic:/Rocq/AILS/constants/MaxDistance_ub_0.con
\e[0;32mOK
\e[0m 0.07
33210 cic:/Rocq/AILS/constants/MinDistance_lb.con
\e[0;32mOK
\e[0m 0.02
33211 cic:/Nijmegen/QArith/Qquadratic/Qquadratic_Qpositive_to_Q.con
\e[0;32mOK
\e[0m 0.58
33212 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/Qhomographic_Qpositive_to_Q_0_subproof.con
\e[0;32mOK
\e[0m 0.99
33213 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/Qhomographic_Qpositive_to_Q_1_subproof.con
\e[0;32mOK
\e[0m 0.62
33214 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/Qhomographic_Qpositive_to_Q_2_subproof.con
\e[0;32mOK
\e[0m 0.72
33215 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/Qhomographic_Qpositive_to_Q_3_subproof.con
\e[0;32mOK
\e[0m 0.99
33216 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/Qhomographic_Qpositive_to_Q_4_subproof.con
\e[0;32mOK
\e[0m 0.81
33217 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/Qhomographic_Qpositive_to_Q_5_subproof.con
\e[0;32mOK
\e[0m 0.79
33218 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/Qhomographic_Qpositive_to_Q_6_subproof.con
\e[0;32mOK
\e[0m 0.79
33219 cic:/Nijmegen/QArith/Qhomographic/Qhomographic.con
\e[0;32mOK
\e[0m 0.07
33220 cic:/Nijmegen/QArith/Q_order/Qgt_plus.con
\e[0;32mOK
\e[0m 0.35
33221 cic:/Nijmegen/QArith/Q_field/Qplus_assoc_one_neg'.con
\e[0;32mOK
\e[0m 0.07
33222 cic:/Lyon/IEEE754/tests/verif.con
\e[0;32mOK
\e[0m 0.04
33223 cic:/Eindhoven/POCKLINGTON/modprime/mod_not_exp_0.con
\e[0;32mOK
\e[0m 0.05
33224 cic:/Eindhoven/POCKLINGTON/fermat/until_mapmult_permmod.con
\e[0;32mOK
\e[0m 0.11
33225 cic:/Eindhoven/POCKLINGTON/fermat/untiln_prod_not_0modp.con
\e[0;32mOK
\e[0m 0.07
33226 cic:/Coq/Reals/Rtrigo_def/exist_cos.con
\e[0;32mOK
\e[0m 0.11
33227 cic:/Coq/Reals/Rtrigo_def/exist_exp.con
\e[0;32mOK
\e[0m 13.75
33228 cic:/Coq/Reals/Rtrigo_def/exist_sin.con
\e[0;32mOK
\e[0m 0.30
33229 cic:/Coq/Reals/Rsqrt_def/dicho_lb_cv.con
\e[0;32mOK
\e[0m 0.02
33230 cic:/Coq/Reals/Rsqrt_def/dicho_up_cv.con
\e[0;32mOK
\e[0m 0.03
33231 cic:/Coq/Reals/RiemannInt_SF/StepFun_P17.con
\e[0;32mOK
\e[0m 0.04
33232 cic:/Coq/Reals/RiemannInt_SF/StepFun_P28.con
\e[0;32mOK
\e[0m 0.06
33233 cic:/Coq/Reals/RiemannInt/SubEqui_P1.con
\e[0;32mOK
\e[0m 0.15
33234 cic:/Coq/Reals/RiemannInt/SubEqui_P2.con
\e[0;32mOK
\e[0m 0.49
33235 cic:/Coq/Reals/RiemannInt/SubEqui_P5.con
\e[0;32mOK
\e[0m 0.13
33236 cic:/Coq/Reals/RiemannInt/SubEqui_P6.con
\e[0;32mOK
\e[0m 0.13
33237 cic:/Coq/Reals/Rderiv/Dminus.con
\e[0;32mOK
\e[0m 0.34
33238 cic:/Coq/Reals/Ranalysis1/deriv_maximum.con
\e[0;31mSKIPPED
\e[0m
33239 cic:/Coq/Reals/Ranalysis1/derivable_comp.con
\e[0;32mOK
\e[0m 0.02
33240 cic:/Coq/Reals/Ranalysis1/derivable_minus.con
\e[0;32mOK
\e[0m 0.02
33241 cic:/Coq/Reals/Ranalysis1/derivable_mult.con
\e[0;32mOK
\e[0m 0.02
33242 cic:/Coq/Reals/Ranalysis1/derivable_pt_lim_pow.con
\e[0;32mOK
\e[0m 0.38
33243 cic:/Coq/Reals/Ranalysis1/derivable_pt_scal.con
\e[0;32mOK
\e[0m 0.02
33244 cic:/Coq/Reals/Ranalysis1/derive_pt_D_in.con
\e[0;32mOK
\e[0m 0.33
33245 cic:/Coq/Reals/Ranalysis1/derive_pt_Rsqr.con
\e[0;32mOK
\e[0m 0.06
33246 cic:/Coq/Reals/Ranalysis1/derive_pt_comp.con
\e[0;32mOK
\e[0m 0.05
33247 cic:/Coq/Reals/Ranalysis1/derive_pt_const.con
\e[0;32mOK
\e[0m 0.02
33248 cic:/Coq/Reals/Ranalysis1/derive_pt_id.con
\e[0;32mOK
\e[0m 0.02
33249 cic:/Coq/Reals/Ranalysis1/derive_pt_minus.con
\e[0;32mOK
\e[0m 0.04
33250 cic:/Coq/Reals/Ranalysis1/derive_pt_mult.con
\e[0;32mOK
\e[0m 0.04
33251 cic:/Coq/Reals/Ranalysis1/derive_pt_opp.con
\e[0;32mOK
\e[0m 0.07
33252 cic:/Coq/Reals/Ranalysis1/derive_pt_plus.con
\e[0;32mOK
\e[0m 0.04
33253 cic:/Coq/Reals/Ranalysis1/nonneg_derivative_0.con
\e[0;32mOK
\e[0m 0.24
33254 cic:/Coq/Reals/R_Ifp/Rminus_Int_part1.con
\e[0;32mOK
\e[0m 1.07
33255 cic:/Coq/Reals/R_Ifp/Rminus_Int_part2.con
\e[0;32mOK
\e[0m 0.43
33256 cic:/Coq/Reals/R_Ifp/plus_Int_part1.con
\e[0;32mOK
\e[0m 0.32
33257 cic:/Coq/Reals/R_Ifp/plus_Int_part2.con
\e[0;32mOK
\e[0m 0.22
33258 cic:/Coq/Reals/PSeries_reg/SFL_continuity.con
\e[0;32mOK
\e[0m 0.03
33259 cic:/Coq/Reals/NewtonInt/NewtonInt_P1.con
\e[0;32mOK
\e[0m 0.05
33260 cic:/Coq/Reals/NewtonInt/antiderivative_P2.con
\e[0;32mOK
\e[0m 153.01
33261 cic:/Coq/Reals/MVT/nonpos_derivative_0.con
\e[0;32mOK
\e[0m 0.32
33262 cic:/Coq/Reals/MVT/null_derivative_0.con
\e[0;32mOK
\e[0m 0.14
33263 cic:/Coq/Reals/AltSeries/PI.con
\e[0;32mOK
\e[0m 0.02
33264 cic:/CoRN/tactics/GroupReflection/fexprG_rect.con
\e[0;31mFAIL
\e[0m
33265 cic:/CoRN/tactics/GroupReflection/fexprG_var.con
\e[0;31mFAIL
\e[0m
33266 cic:/CoRN/tactics/GroupReflection/fexprG_zero.con
\e[0;31mFAIL
\e[0m
33267 cic:/CoRN/tactics/GroupReflection/finterpG.con
\e[0;31mFAIL
\e[0m
33268 cic:/CoRN/tactics/GroupReflection/interpG_ind.con
\e[0;32mOK
\e[0m 0.07
33269 cic:/CoRN/tactics/GroupReflection/interpG_rec.con
\e[0;32mOK
\e[0m 0.07
33270 cic:/CoRN/tactics/GroupReflection/xexprG2interpG.con
\e[0;31mFAIL
\e[0m
33271 cic:/CoRN/tactics/GroupReflection/xexprG_ind.con
\e[0;31mFAIL
\e[0m
33272 cic:/CoRN/tactics/GroupReflection/xexprG_rec.con
\e[0;31mFAIL
\e[0m
33273 cic:/CoRN/reals/OddPolyRootIR/Flip_Poly/RX.var
\e[0;32mOK
\e[0m 0.02
33274 cic:/CoRN/model/setoids/Qpossetoid/Qpos_Qpos_inv_strong_ext.con
\e[0;32mOK
\e[0m 0.13
33275 cic:/CoRN/model/setoids/Qpossetoid/associative_Qpos_mult.con
\e[0;32mOK
\e[0m 0.18
33276 cic:/CoRN/model/setoids/Qpossetoid/mult4.con
\e[0;32mOK
\e[0m 0.03
33277 cic:/CoRN/model/monoids/Qposmonoid/QONEpos_is_lft_unit.con
\e[0;32mOK
\e[0m 0.16
33278 cic:/CoRN/model/monoids/Qposmonoid/QONEpos_is_rht_unit.con
\e[0;32mOK
\e[0m 0.03
33279 cic:/CoRN/model/monoids/Qmonoid/Q_is_CMonoid.con
\e[0;32mOK
\e[0m 0.04
33280 cic:/CoRN/model/monoids/Qmonoid/Q_mul_is_CMonoid.con
\e[0;32mOK
\e[0m 0.02
33281 cic:/CoRN/model/Zmod/Zm/Zmodap_cotransitive.con
\e[0;32mOK
\e[0m 0.13
33282 cic:/CoRN/model/Zmod/Zm/Zmodap_tight_apart.con
\e[0;32mOK
\e[0m 0.06
33283 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_compat_lft.con
\e[0;32mOK
\e[0m 0.02
33284 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_elim.con
\e[0;32mOK
\e[0m 0.12
33285 cic:/CoRN/model/Zmod/ZMod/Zmod_plus_compat_lft.con
\e[0;32mOK
\e[0m 0.02
33286 cic:/CoRN/model/Zmod/ZMod/Zmod_relprime_inv_subproof.con
\e[0;32mOK
\e[0m 0.05
33287 cic:/CoRN/model/Zmod/ZMod/Zmod_relprime_inv_subproof0.con
\e[0;32mOK
\e[0m 0.08
33288 cic:/CoRN/model/Zmod/ZMod/Zmod_relprime_inv_subproof1.con
\e[0;32mOK
\e[0m 0.06
33289 cic:/CoRN/model/Zmod/ZGcd/Zgcd_Zopp_l.con
\e[0;32mOK
\e[0m 0.04
33290 cic:/CoRN/model/Zmod/ZGcd/Zgcd_Zopp_r.con
\e[0;32mOK
\e[0m 0.03
33291 cic:/CoRN/model/Zmod/ZGcd/Zgcd_abs.con
\e[0;32mOK
\e[0m 0.02
33292 cic:/CoRN/model/Zmod/ZGcd/Zgcd_coeff_a_Zopp_l.con
\e[0;32mOK
\e[0m 0.03
33293 cic:/CoRN/model/Zmod/ZGcd/Zgcd_coeff_a_Zopp_r.con
\e[0;32mOK
\e[0m 0.04
33294 cic:/CoRN/model/Zmod/ZGcd/Zgcd_coeff_a_abs.con
\e[0;32mOK
\e[0m 0.03
33295 cic:/CoRN/model/Zmod/ZGcd/Zgcd_coeff_a_zero_rht.con
\e[0;32mOK
\e[0m 0.02
33296 cic:/CoRN/model/Zmod/ZGcd/Zgcd_coeff_b_Zopp_l.con
\e[0;32mOK
\e[0m 0.03
33297 cic:/CoRN/model/Zmod/ZGcd/Zgcd_coeff_b_Zopp_r.con
\e[0;32mOK
\e[0m 0.03
33298 cic:/CoRN/model/Zmod/ZGcd/Zgcd_coeff_b_abs.con
\e[0;32mOK
\e[0m 0.04
33299 cic:/CoRN/model/Zmod/ZGcd/Zgcd_coeff_b_zero_rht.con
\e[0;32mOK
\e[0m 0.02
33300 cic:/CoRN/model/Zmod/ZGcd/Zgcd_div_mult_lft_subproof.con
\e[0;32mOK
\e[0m 0.09
33301 cic:/CoRN/model/Zmod/ZGcd/Zgcd_duv_symm.con
\e[0;32mOK
\e[0m 5.33
33302 cic:/CoRN/model/Zmod/ZGcd/Zgcd_gcd_rl_subproof.con
\e[0;32mOK
\e[0m 0.09
33303 cic:/CoRN/model/Zmod/ZGcd/Zgcd_is_divisor.con
\e[0;32mOK
\e[0m 0.50
33304 cic:/CoRN/model/Zmod/ZGcd/Zgcd_lin_comb.con
\e[0;32mOK
\e[0m 13.47
33305 cic:/CoRN/model/Zmod/ZGcd/Zgcd_nonneg.con
\e[0;32mOK
\e[0m 0.25
33306 cic:/CoRN/model/Zmod/ZGcd/Zgcd_one_lft_subproof.con
\e[0;32mOK
\e[0m 0.05
33307 cic:/CoRN/model/Zmod/ZGcd/Zgcd_pos_subproof.con
\e[0;32mOK
\e[0m 0.07
33308 cic:/CoRN/model/Zmod/ZGcd/Zgcd_symm.con
\e[0;32mOK
\e[0m 0.25
33309 cic:/CoRN/model/Zmod/ZGcd/Zgcd_zero.con
\e[0;32mOK
\e[0m 0.15
33310 cic:/CoRN/model/Zmod/ZGcd/Zgcd_zero_rht.con
\e[0;32mOK
\e[0m 0.02
33311 cic:/CoRN/model/Zmod/ZGcd/Zrelprime.con
\e[0;32mOK
\e[0m 0.01
33312 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_dec_subproof.con
\e[0;32mOK
\e[0m 0.03
33313 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_dec_subproof0.con
\e[0;32mOK
\e[0m 0.03
33314 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_dec_subproof1.con
\e[0;32mOK
\e[0m 0.02
33315 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_dec_subproof2.con
\e[0;32mOK
\e[0m 0.02
33316 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof1.con
\e[0;32mOK
\e[0m 0.02
33317 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof10.con
\e[0;32mOK
\e[0m 0.02
33318 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof11.con
\e[0;32mOK
\e[0m 0.04
33319 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof12.con
\e[0;32mOK
\e[0m 0.02
33320 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof13.con
\e[0;32mOK
\e[0m 0.03
33321 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof14.con
\e[0;32mOK
\e[0m 0.02
33322 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof15.con
\e[0;32mOK
\e[0m 0.03
33323 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof16.con
\e[0;32mOK
\e[0m 0.02
33324 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof17.con
\e[0;32mOK
\e[0m 0.02
33325 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof18.con
\e[0;32mOK
\e[0m 0.03
33326 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof19.con
\e[0;32mOK
\e[0m 0.02
33327 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof2.con
\e[0;32mOK
\e[0m 0.03
33328 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof20.con
\e[0;32mOK
\e[0m 0.03
33329 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof21.con
\e[0;32mOK
\e[0m 0.03
33330 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof22.con
\e[0;32mOK
\e[0m 0.03
33331 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof23.con
\e[0;32mOK
\e[0m 0.03
33332 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof24.con
\e[0;32mOK
\e[0m 0.03
33333 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof25.con
\e[0;32mOK
\e[0m 0.02
33334 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof26.con
\e[0;32mOK
\e[0m 0.03
33335 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof27.con
\e[0;32mOK
\e[0m 0.03
33336 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof28.con
\e[0;32mOK
\e[0m 0.04
33337 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof29.con
\e[0;32mOK
\e[0m 0.03
33338 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof3.con
\e[0;32mOK
\e[0m 0.02
33339 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof30.con
\e[0;32mOK
\e[0m 0.03
33340 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof31.con
\e[0;32mOK
\e[0m 0.03
33341 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof32.con
\e[0;32mOK
\e[0m 0.02
33342 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof33.con
\e[0;32mOK
\e[0m 0.03
33343 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof34.con
\e[0;32mOK
\e[0m 0.02
33344 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof35.con
\e[0;32mOK
\e[0m 0.02
33345 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof36.con
\e[0;32mOK
\e[0m 0.02
33346 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof37.con
\e[0;32mOK
\e[0m 0.02
33347 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof38.con
\e[0;32mOK
\e[0m 0.02
33348 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof39.con
\e[0;32mOK
\e[0m 0.02
33349 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof4.con
\e[0;32mOK
\e[0m 0.02
33350 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof40.con
\e[0;32mOK
\e[0m 0.03
33351 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof41.con
\e[0;32mOK
\e[0m 0.03
33352 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof42.con
\e[0;32mOK
\e[0m 0.03
33353 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof43.con
\e[0;32mOK
\e[0m 0.03
33354 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof44.con
\e[0;32mOK
\e[0m 0.02
33355 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof45.con
\e[0;32mOK
\e[0m 0.03
33356 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof46.con
\e[0;32mOK
\e[0m 0.03
33357 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof47.con
\e[0;32mOK
\e[0m 0.02
33358 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof48.con
\e[0;32mOK
\e[0m 0.04
33359 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof49.con
\e[0;32mOK
\e[0m 0.03
33360 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof5.con
\e[0;32mOK
\e[0m 0.03
33361 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof50.con
\e[0;32mOK
\e[0m 0.02
33362 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof51.con
\e[0;32mOK
\e[0m 0.03
33363 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof52.con
\e[0;32mOK
\e[0m 0.02
33364 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof53.con
\e[0;32mOK
\e[0m 0.03
33365 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof54.con
\e[0;32mOK
\e[0m 0.02
33366 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof55.con
\e[0;32mOK
\e[0m 0.02
33367 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof56.con
\e[0;32mOK
\e[0m 0.02
33368 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof57.con
\e[0;32mOK
\e[0m 0.02
33369 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof58.con
\e[0;32mOK
\e[0m 0.02
33370 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof59.con
\e[0;32mOK
\e[0m 0.02
33371 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof6.con
\e[0;32mOK
\e[0m 0.02
33372 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof60.con
\e[0;32mOK
\e[0m 0.03
33373 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof61.con
\e[0;32mOK
\e[0m 0.03
33374 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof62.con
\e[0;32mOK
\e[0m 0.04
33375 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof63.con
\e[0;32mOK
\e[0m 0.03
33376 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof64.con
\e[0;32mOK
\e[0m 0.04
33377 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof65.con
\e[0;32mOK
\e[0m 0.03
33378 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof66.con
\e[0;32mOK
\e[0m 0.03
33379 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof67.con
\e[0;32mOK
\e[0m 0.02
33380 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof68.con
\e[0;32mOK
\e[0m 0.02
33381 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof69.con
\e[0;32mOK
\e[0m 0.02
33382 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof7.con
\e[0;32mOK
\e[0m 0.03
33383 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof70.con
\e[0;32mOK
\e[0m 0.03
33384 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof71.con
\e[0;32mOK
\e[0m 0.02
33385 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof72.con
\e[0;32mOK
\e[0m 0.04
33386 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof73.con
\e[0;32mOK
\e[0m 0.02
33387 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof8.con
\e[0;32mOK
\e[0m 0.03
33388 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_gcd_mult_elim_lft_subproof9.con
\e[0;32mOK
\e[0m 0.02
33389 cic:/CoRN/model/Zmod/ZGcd/prime_rel_prime_subproof.con
\e[0;32mOK
\e[0m 0.04
33390 cic:/CoRN/model/Zmod/ZGcd/prime_rel_prime_subproof0.con
\e[0;32mOK
\e[0m 0.03
33391 cic:/CoRN/model/Zmod/ZGcd/prime_rel_prime_subproof1.con
\e[0;32mOK
\e[0m 0.03
33392 cic:/CoRN/model/Zmod/ZGcd/zgcd/Zgcd_duv_rec_subcase.var
\e[0;32mOK
\e[0m 4.03
33393 cic:/CoRN/model/Zmod/ZDivides/Zabs_div_rht.con
\e[0;32mOK
\e[0m 0.07
33394 cic:/CoRN/model/Zmod/ZDivides/Zdiv_mult_cancel_rht.con
\e[0;32mOK
\e[0m 0.02
33395 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof18.con
\e[0;32mOK
\e[0m 0.09
33396 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof19.con
\e[0;32mOK
\e[0m 0.28
33397 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof20.con
\e[0;32mOK
\e[0m 0.07
33398 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof21.con
\e[0;32mOK
\e[0m 0.09
33399 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof41.con
\e[0;32mOK
\e[0m 0.27
33400 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof43.con
\e[0;32mOK
\e[0m 0.30
33401 cic:/CoRN/algebra/CSums/Mengolli_Sum.con
\e[0;32mOK
\e[0m 0.45
33402 cic:/CoRN/algebra/CSums/Sum0_plus_Sum0.con
\e[0;32mOK
\e[0m 0.39
33403 cic:/CoRN/algebra/CSums/Sum0_shift.con
\e[0;32mOK
\e[0m 0.11
33404 cic:/CoRN/algebra/CSums/Sum_last.con
\e[0;32mOK
\e[0m 0.11
33405 cic:/CoRN/algebra/CSums/Sum_one.con
\e[0;32mOK
\e[0m 0.05
33406 cic:/CoRN/algebra/CSums/Sumx_plus_Sumx.con
\e[0;32mOK
\e[0m 0.34
33407 cic:/CoRN/algebra/CRings/CRing_is_CRing.con
\e[0;32mOK
\e[0m 0.03
33408 cic:/CoRN/algebra/CRings/List_Sum_upto.con
\e[0;32mOK
\e[0m 0.02
33409 cic:/CoRN/algebra/CRings/Sum_from_upto.con
\e[0;32mOK
\e[0m 0.01
33410 cic:/CoRN/algebra/CRings/Sum_from_upto_alt.con
\e[0;32mOK
\e[0m 0.02
33411 cic:/CoRN/algebra/CRings/cr_proof.con
\e[0;32mOK
\e[0m 0.02
33412 cic:/CoRN/algebra/CRings/mult_wd.con
\e[0;32mOK
\e[0m 0.03
33413 cic:/CoRN/algebra/CRings/mult_wdl.con
\e[0;32mOK
\e[0m 0.03
33414 cic:/CoRN/algebra/CRings/mult_wdr.con
\e[0;32mOK
\e[0m 0.03
33415 cic:/CoRN/algebra/CRings/nexp.con
\e[0;32mOK
\e[0m 0.02
33416 cic:/CoRN/algebra/CRings/nring.con
\e[0;32mOK
\e[0m 0.01
33417 cic:/CoRN/algebra/CRings/sum_upto_O.con
\e[0;32mOK
\e[0m 0.02
33418 cic:/CoRN/algebra/CRings/ScalarMultiplication/P.var
\e[0;32mOK
\e[0m 0.01
33419 cic:/CoRN/algebra/CRings/CRing_Ops/P.var
\e[0;32mOK
\e[0m 0.02
33420 cic:/CoRN/algebra/CRings/CRing_Ops/Q.var
\e[0;32mOK
\e[0m 0.01
33421 cic:/CoRN/algebra/CRing_Homomorphisms/fun_pres_mult.con
\e[0;32mOK
\e[0m 0.04
33422 cic:/CoRN/algebra/CRing_Homomorphisms/fun_pres_plus.con
\e[0;32mOK
\e[0m 0.02
33423 cic:/CoRN/algebra/CRing_Homomorphisms/fun_pres_unit.con
\e[0;32mOK
\e[0m 0.02
33424 cic:/CoRN/algebra/CPolynomials/cpoly_ap_zero.con
\e[0;32mOK
\e[0m 0.03
33425 cic:/CoRN/algebra/CPolynomials/cpoly_constant.con
\e[0;32mOK
\e[0m 0.02
33426 cic:/CoRN/algebra/CPolynomials/cpoly_eq_zero.con
\e[0;32mOK
\e[0m 0.02
33427 cic:/CoRN/algebra/CPolynomials/cpoly_inv.con
\e[0;32mOK
\e[0m 0.02
33428 cic:/CoRN/algebra/CPolynomials/cpoly_mult_cr.con
\e[0;32mOK
\e[0m 0.02
33429 cic:/CoRN/algebra/CPolynomials/cpoly_plus.con
\e[0;32mOK
\e[0m 0.02
33430 cic:/CoRN/algebra/CPolynomials/cpoly_rect.con
\e[0;32mOK
\e[0m 0.02
33431 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof18.con
\e[0;32mOK
\e[0m 0.08
33432 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof19.con
\e[0;32mOK
\e[0m 0.28
33433 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof20.con
\e[0;32mOK
\e[0m 0.07
33434 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof21.con
\e[0;32mOK
\e[0m 0.09
33435 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof41.con
\e[0;32mOK
\e[0m 0.27
33436 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof43.con
\e[0;32mOK
\e[0m 0.29
33437 cic:/CoRN/algebra/CModules/is_RModule.ind
\e[0;32mOK
\e[0m 0.06
33438 cic:/CoRN/algebra/CIdeals/is_coideal.ind
\e[0;32mOK
\e[0m 0.06
33439 cic:/CoRN/algebra/CIdeals/is_ideal.ind
\e[0;32mOK
\e[0m 0.02
33440 cic:/CoRN/algebra/CGroups/inv_resp_ap_zero.con
\e[0;32mOK
\e[0m 0.10
33441 cic:/CoRN/algebra/CGroups/minus_resp_ap_lft.con
\e[0;32mOK
\e[0m 0.12
33442 cic:/CoRN/algebra/CGroups/plus_cancel_ap_rht.con
\e[0;32mOK
\e[0m 0.01
33443 cic:/CoRN/algebra/CGroups/zero_minus_apart.con
\e[0;32mOK
\e[0m 0.05
33444 cic:/CoRN/algebra/CFields/is_CField.con
\e[0;32mOK
\e[0m 0.03
33445 cic:/CoRN/algebra/CAbGroups/cag_ap_cancel_lft.con
\e[0;32mOK
\e[0m 0.07
33446 cic:/CoRN/algebra/CAbGroups/cag_op_inv.con
\e[0;32mOK
\e[0m 0.04
33447 cic:/CoRN/algebra/CAbGroups/isabgrp_scrr.con
\e[0;32mOK
\e[0m 0.10
33448 cic:/CoRN/algebra/CAbGroups/nmult_plus'.con
\e[0;32mOK
\e[0m 0.33
33449 cic:/CoRN/algebra/CAbGroups/op_lft_resp_ap.con
\e[0;32mOK
\e[0m 0.04
33450 cic:/CoRN/algebra/CAbGroups/zmult_wd.con
\e[0;32mOK
\e[0m 0.14
33451 cic:/Cachan/SMC/univ/BDDuniv_1_lemma.con
\e[0;32mOK
\e[0m 39.32
33452 cic:/Cachan/SMC/op/BDDand_list_OK.con
\e[0;32mOK
\e[0m 0.04
33453 cic:/Cachan/SMC/op/BDDiff_config_OK.con
\e[0;32mOK
\e[0m 49.28
33454 cic:/Cachan/SMC/op/BDDiff_is_iff.con
\e[0;32mOK
\e[0m 5.15
33455 cic:/Cachan/SMC/op/BDDiff_node_OK.con
\e[0;32mOK
\e[0m 1.46
33456 cic:/Cachan/SMC/op/BDDiff_used_nodes_preserved.con
\e[0;32mOK
\e[0m 0.85
33457 cic:/Cachan/SMC/op/BDDimpl_list_OK.con
\e[0;32mOK
\e[0m 0.04
33458 cic:/Sophia-Antipolis/geometry/repere_ortho_plan/scalaire_coordonnees.con
\e[0;32mOK
\e[0m 0.26
33459 cic:/Sophia-Antipolis/geometry/repere_ortho_plan/triangle_rectangle_repere.con
\e[0;32mOK
\e[0m 0.12
33460 cic:/Sophia-Antipolis/geometry/reflexion_plane/axe_reflexion_droite.con
\e[0;32mOK
\e[0m 0.97
33461 cic:/Sophia-Antipolis/geometry/reflexion_plane/existence_reflexion_AB.con
\e[0;32mOK
\e[0m 0.20
33462 cic:/Sophia-Antipolis/geometry/produit_scalaire/egalite_scalaire_alignes.con
\e[0;32mOK
\e[0m 0.10
33463 cic:/Sophia-Antipolis/geometry/produit_scalaire/scalaire_mult_mult.con
\e[0;32mOK
\e[0m 0.30
33464 cic:/Sophia-Antipolis/geometry/parallelisme_concours/alignes_paralleles_confondus.con
\e[0;32mOK
\e[0m 0.10
33465 cic:/Sophia-Antipolis/geometry/parallelisme_concours/centre_gravite_intersection_medianes.con
\e[0;32mOK
\e[0m 12.81
33466 cic:/Sophia-Antipolis/geometry/parallelisme_concours/pt_intersection_commute.con
\e[0;32mOK
\e[0m 0.05
33467 cic:/Sophia-Antipolis/geometry/orthogonalite_espace/orthogonaux_orthogonales_toute_droite.con
\e[0;32mOK
\e[0m 0.04
33468 cic:/Sophia-Antipolis/geometry/orthogonalite/alignes_non_orthogonal.con
\e[0;32mOK
\e[0m 0.05
33469 cic:/Sophia-Antipolis/geometry/orthogonalite/alignes_unitaire.con
\e[0;32mOK
\e[0m 0.07
33470 cic:/Sophia-Antipolis/geometry/orthogonalite/opp_orthogonal.con
\e[0;32mOK
\e[0m 0.09
33471 cic:/Sophia-Antipolis/geometry/orthogonalite/opp_orthogonal3.con
\e[0;32mOK
\e[0m 0.08
33472 cic:/Sophia-Antipolis/geometry/orthogonalite/orthogonal_alignement.con
\e[0;32mOK
\e[0m 0.25
33473 cic:/Sophia-Antipolis/geometry/orthogonalite/orthogonal_alignement2.con
\e[0;32mOK
\e[0m 0.16
33474 cic:/Sophia-Antipolis/geometry/orthogonalite/orthogonal_milieu.con
\e[0;32mOK
\e[0m 0.39
33475 cic:/Sophia-Antipolis/geometry/orthogonalite/orthogonal_segment_milieu.con
\e[0;32mOK
\e[0m 0.08
33476 cic:/Sophia-Antipolis/geometry/orthogonalite/paralleles_orthogonal.con
\e[0;32mOK
\e[0m 0.02
33477 cic:/Sophia-Antipolis/geometry/orthogonalite/scalaire_alignes.con
\e[0;32mOK
\e[0m 0.12
33478 cic:/Sophia-Antipolis/geometry/orthogonalite/scalaire_avec_projete.con
\e[0;32mOK
\e[0m 0.23
33479 cic:/Sophia-Antipolis/geometry/orthogonalite/zero_ortho_tout.con
\e[0;32mOK
\e[0m 0.14
33480 cic:/Sophia-Antipolis/geometry/orthocentre/deux_hauteurs_trois.con
\e[0;32mOK
\e[0m 0.52
33481 cic:/Sophia-Antipolis/geometry/homothetie_plane/intersection_homothetie.con
\e[0;32mOK
\e[0m 0.04
33482 cic:/Sophia-Antipolis/geometry/exercice_espace/diagonales_carre.con
\e[0;32mOK
\e[0m 0.28
33483 cic:/Sophia-Antipolis/geometry/euclidien_classiques/carre_scalaire_somme.con
\e[0;32mOK
\e[0m 0.32
33484 cic:/Sophia-Antipolis/geometry/euclidien_classiques/difference_Pythagore.con
\e[0;32mOK
\e[0m 0.28
33485 cic:/Sophia-Antipolis/geometry/equations_droites/paralleles_l_vec_normal.con
\e[0;32mOK
\e[0m 0.07
33486 cic:/Sophia-Antipolis/geometry/equations_droites/paralleles_r_vec_normal.con
\e[0;32mOK
\e[0m 0.03
33487 cic:/Sophia-Antipolis/geometry/barycentre/unicite_coor_bar2.con
\e[0;32mOK
\e[0m 0.06
33488 cic:/Sophia-Antipolis/geometry/alignement/alignes_non_alignes_trans2.con
\e[0;32mOK
\e[0m 0.03
33489 cic:/Sophia-Antipolis/geometry/alignement/permute_ordre_triangle.con
\e[0;32mOK
\e[0m 0.02
33490 cic:/Sophia-Antipolis/geometry/alignement/triangle_ordre_cycle2.con
\e[0;32mOK
\e[0m 0.01
33491 cic:/Sophia-Antipolis/geometry/alignement/triangle_ordre_cycle3.con
\e[0;32mOK
\e[0m 0.01
33492 cic:/Sophia-Antipolis/geometry/Plan_espace/plans_paralleles_droite.con
\e[0;32mOK
\e[0m 0.56
33493 cic:/Sophia-Antipolis/geometry/Plan_espace/position_relative_plans.con
\e[0;32mOK
\e[0m 0.06
33494 cic:/Sophia-Antipolis/geometry/Plan_espace/position_relative_plans_paralleles.con
\e[0;32mOK
\e[0m 4.06
33495 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Cartesian_proj1_th.con
\e[0;32mOK
\e[0m 0.05
33496 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Cartesian_proj2_th.con
\e[0;32mOK
\e[0m 0.02
33497 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Cartesian_th1.con
\e[0;32mOK
\e[0m 0.04
33498 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_prop_3_Out.con
\e[0;32mOK
\e[0m 0.05
33499 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/gluB_Out.con
\e[0;32mOK
\e[0m 0.01
33500 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/gluC_Out.con
\e[0;32mOK
\e[0m 0.01
33501 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_uniqueness_Out.con
\e[0;32mOK
\e[0m 0.02
33502 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/step10a.var
\e[0;32mOK
\e[0m 0.02
33503 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_is_relation_proof/step1.var
\e[0;32mOK
\e[0m 0.05
33504 cic:/Sophia-Antipolis/Float/MSBProp/boundNormalMult.con
\e[0;32mOK
\e[0m 0.44
33505 cic:/Sophia-Antipolis/Float/MSB/LSB_shift.con
\e[0;32mOK
\e[0m 0.18
33506 cic:/Sophia-Antipolis/Float/MSB/MSB_comp.con
\e[0;32mOK
\e[0m 0.04
33507 cic:/Sophia-Antipolis/Float/MSB/MSB_le_mult.con
\e[0;32mOK
\e[0m 0.04
33508 cic:/Sophia-Antipolis/Float/MSB/MSB_monotone.con
\e[0;32mOK
\e[0m 1.61
33509 cic:/Sophia-Antipolis/Float/MSB/mult_le_MSB.con
\e[0;32mOK
\e[0m 0.08
33510 cic:/Sophia-Antipolis/Float/Fprop/BminusSameExp.con
\e[0;32mOK
\e[0m 0.04
33511 cic:/Sophia-Antipolis/Float/Fprop/Sterbenz.con
\e[0;32mOK
\e[0m 0.03
33512 cic:/Sophia-Antipolis/Float/Fnorm/FnormalLtPos.con
\e[0;32mOK
\e[0m 0.17
33513 cic:/Sophia-Antipolis/Float/Fnorm/FnormalizeBounded.con
\e[0;32mOK
\e[0m 0.43
33514 cic:/Sophia-Antipolis/Float/Fnorm/LtFsubnormal.con
\e[0;32mOK
\e[0m 0.05
33515 cic:/Sophia-Antipolis/Float/Fmin/MinEx.con
\e[0;32mOK
\e[0m 0.18
33516 cic:/Sophia-Antipolis/Float/Float/FdigitEq.con
\e[0;32mOK
\e[0m 0.17
33517 cic:/Sophia-Antipolis/Float/Fcomp/Fle_bool_correct_f.con
\e[0;32mOK
\e[0m 0.03
33518 cic:/Sophia-Antipolis/Float/Fbound/eqExpLess.con
\e[0;32mOK
\e[0m 0.03
33519 cic:/Sophia-Antipolis/Float/FSucc/FSuccSubnormNotNearNormMin.con
\e[0;32mOK
\e[0m 0.18
33520 cic:/Sophia-Antipolis/Float/FPred/FNPredLt.con
\e[0;32mOK
\e[0m 0.35
33521 cic:/Sophia-Antipolis/Float/FPred/FPredZleEq.con
\e[0;32mOK
\e[0m 0.05
33522 cic:/Sophia-Antipolis/Float/FPred/R0RltRlePred.con
\e[0;32mOK
\e[0m 0.04
33523 cic:/Sophia-Antipolis/Buchberger/Pspoly/confl_top.con
\e[0;32mOK
\e[0m 0.14
33524 cic:/Sophia-Antipolis/Buchberger/BuchRed/Red_cb.con
\e[0;32mOK
\e[0m 0.05
33525 cic:/Sophia-Antipolis/Buchberger/BuchRed/cb_redacc.con
\e[0;32mOK
\e[0m 20.91
33526 cic:/Sophia-Antipolis/Buchberger/BuchAux/foreigner_red.con
\e[0;32mOK
\e[0m 0.86
33527 cic:/Sophia-Antipolis/Buchberger/Buch/wf_Co.con
\e[0;32mOK
\e[0m 0.09
33528 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_hom_ind.con
\e[0;31mFAIL
\e[0m
33529 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_hom_prf.con
\e[0;31mFAIL
\e[0m
33530 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_hom_rec.con
\e[0;31mFAIL
\e[0m
33531 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_hom_prop.con
\e[0;31mFAIL
\e[0m
33532 cic:/Sophia-Antipolis/Algebra/Group_cat/group_on.ind
\e[0;31mFAIL
\e[0m
33533 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_monoid.ind
\e[0;32mOK
\e[0m 0.02
33534 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_monoid_abelian_sgroup.con
\e[0;32mOK
\e[0m 0.01
33535 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_monoid_on_rect.con
\e[0;32mOK
\e[0m 0.01
33536 cic:/Rocq/TreeAutomata/union/union_semantics.con
\e[0;32mOK
\e[0m 0.08
33537 cic:/Rocq/TreeAutomata/states_kill_correct/preDTA_kill_ref_ok_invar.con
\e[0;32mOK
\e[0m 0.13
33538 cic:/Rocq/THREE_GAP/three_gap/succes.con
\e[0;32mOK
\e[0m 0.04
33539 cic:/Rocq/THREE_GAP/prop_fl/after_last.con
\e[0;32mOK
\e[0m 0.38
33540 cic:/Rocq/THREE_GAP/prop_fl/prop_after.con
\e[0;32mOK
\e[0m 0.72
33541 cic:/Rocq/THREE_GAP/prop_fl/tech_after_lt.con
\e[0;32mOK
\e[0m 0.93
33542 cic:/Rocq/THREE_GAP/preuve1/tech_suc_N.con
\e[0;32mOK
\e[0m 1.90
33543 cic:/Rocq/GRAPHS/cgraph/ad_0_path_dist_correct.con
\e[0;32mOK
\e[0m 0.03
33544 cic:/Rocq/GRAPHS/cgraph/ad_1_path_dist_correct_3.con
\e[0;32mOK
\e[0m 0.06
33545 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_dist_complete_2.con
\e[0;32mOK
\e[0m 0.05
33546 cic:/Rocq/COC/Class/cl_term_red.con
\e[0;32mOK
\e[0m 0.06
33547 cic:/Rocq/ARITH/ZChinese/Zgcd/Bezout_exists.con
\e[0;32mOK
\e[0m 0.02
33548 cic:/Rocq/ARITH/Chinese/Zgcd/Bezout_exists.con
\e[0;32mOK
\e[0m 0.02
33549 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Opposite.con
\e[0;32mOK
\e[0m 0.02
33550 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/inv_def/inverses_comp_def/x.var
\e[0;32mOK
\e[0m 0.02
33551 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/inv_def/inverses_comp_def/y.var
\e[0;32mOK
\e[0m 0.01
33552 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/YonedaLemma/YLpsi_arrow1.con
\e[0;32mOK
\e[0m 0.03
33553 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Faithful_law0''.con
\e[0;32mOK
\e[0m 0.04
33554 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Full_law0''.con
\e[0;32mOK
\e[0m 0.02
33555 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/NT_law.con
\e[0;32mOK
\e[0m 0.05
33556 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/UA_eq.con
\e[0;32mOK
\e[0m 0.03
33557 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/Pulb_tau.con
\e[0;32mOK
\e[0m 0.03
33558 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/Fpullback_limit_def/pb1_diese_def/H.var
\e[0;32mOK
\e[0m 0.02
33559 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Products1/Product_tau.con
\e[0;32mOK
\e[0m 0.02
33560 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/PA/PA.con
\e[0;32mOK
\e[0m 0.01
33561 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/Cone_law.con
\e[0;32mOK
\e[0m 0.03
33562 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/CoUA_eq.con
\e[0;32mOK
\e[0m 0.03
33563 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/CoCone_law.con
\e[0;32mOK
\e[0m 0.03
33564 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/HomFunctor/Fun_comp_law.con
\e[0;32mOK
\e[0m 0.03
33565 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/HomFunctor/Fun_id_law.con
\e[0;32mOK
\e[0m 0.02
33566 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/Faithful_law.con
\e[0;32mOK
\e[0m 0.04
33567 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/Full_law.con
\e[0;32mOK
\e[0m 0.02
33568 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Comp_FMor.con
\e[0;32mOK
\e[0m 0.04
33569 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Equal_Functor.con
\e[0;32mOK
\e[0m 0.04
33570 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/FComp.con
\e[0;32mOK
\e[0m 0.37
33571 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/FComp1.con
\e[0;32mOK
\e[0m 0.31
33572 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/FId.con
\e[0;32mOK
\e[0m 0.02
33573 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/FId1.con
\e[0;32mOK
\e[0m 0.03
33574 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/FPres.con
\e[0;32mOK
\e[0m 0.02
33575 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunFreeMon/FunFreeMon_map_law.con
\e[0;32mOK
\e[0m 0.23
33576 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunForget/FunForget_map_law.con
\e[0;32mOK
\e[0m 0.03
33577 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FSC_inc/FSC_inc.con
\e[0;32mOK
\e[0m 0.03
33578 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Dual_Functor/DFunctor_ob.con
\e[0;32mOK
\e[0m 0.02
33579 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma_proj/Comma_proj_ob.con
\e[0;32mOK
\e[0m 0.02
33580 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Com_ob_ind.con
\e[0;32mOK
\e[0m 0.02
33581 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Com_ob_rec.con
\e[0;32mOK
\e[0m 0.01
33582 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Mor_com_ob.con
\e[0;32mOK
\e[0m 0.01
33583 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Comp_Pmor_congl.con
\e[0;32mOK
\e[0m 0.09
33584 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Comp_Pmor_congr.con
\e[0;32mOK
\e[0m 0.21
33585 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/Comp_MonMor.con
\e[0;32mOK
\e[0m 0.02
33586 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/Id_MON.con
\e[0;32mOK
\e[0m 0.05
33587 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/S_pulb_diese.con
\e[0;32mOK
\e[0m 0.01
33588 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/S_equaz_diese.con
\e[0;32mOK
\e[0m 0.02
33589 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Fibred_p.con
\e[0;32mOK
\e[0m 0.03
33590 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Fibred_q.con
\e[0;32mOK
\e[0m 0.02
33591 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Pb_diese.con
\e[0;32mOK
\e[0m 0.02
33592 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Pullback_ind.con
\e[0;32mOK
\e[0m 0.02
33593 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Pullback_rec.con
\e[0;32mOK
\e[0m 0.02
33594 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/Prf_pd_law1.con
\e[0;32mOK
\e[0m 0.11
33595 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Products/Prf_pd_law2.con
\e[0;32mOK
\e[0m 0.10
33596 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/expo_def/expo_laws/Eval.var
\e[0;32mOK
\e[0m 0.03
33597 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/expo_def/expo_laws/Op.var
\e[0;32mOK
\e[0m 0.01
33598 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/E_diese.con
\e[0;32mOK
\e[0m 0.03
33599 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/E_mor.con
\e[0;32mOK
\e[0m 0.02
33600 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/Equalizer_ind.con
\e[0;32mOK
\e[0m 0.02
33601 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/Equalizer_rec.con
\e[0;32mOK
\e[0m 0.02
33602 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Idl_inv.con
\e[0;32mOK
\e[0m 0.07
33603 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Idr_inv.con
\e[0;32mOK
\e[0m 0.06
33604 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Initial_dual.con
\e[0;32mOK
\e[0m 0.02
33605 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/IsTerminal'.con
\e[0;32mOK
\e[0m 0.01
33606 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CCC/Car_Cat.con
\e[0;32mOK
\e[0m 0.02
33607 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CCC/Cartesian_rect.con
\e[0;32mOK
\e[0m 0.01
33608 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CCC/IsCartesian_ind.con
\e[0;32mOK
\e[0m 0.01
33609 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CCC/IsCartesian_rec.con
\e[0;32mOK
\e[0m 0.01
33610 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Eq3_prod.con
\e[0;31mFAIL
\e[0m
33611 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/H_together.con
\e[0;32mOK
\e[0m 0.02
33612 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_CoAdjoint/ua_to_radj/psi_ua_tau_def/dxc.var
\e[0;32mOK
\e[0m 0.01
33613 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_CoAdjoint/ua_to_radj/psi_ua_iso/dxc.var
\e[0;32mOK
\e[0m 0.02
33614 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_CoAdjoint/ua_to_radj/psi_ua_1_tau_def/dxc.var
\e[0;32mOK
\e[0m 0.01
33615 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_Adjoint/ua_to_ladj/phi_ua_tau_def/dxc.var
\e[0;32mOK
\e[0m 0.02
33616 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_Adjoint/ua_to_ladj/phi_ua_iso/dxc.var
\e[0;32mOK
\e[0m 0.02
33617 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_Adjoint/ua_to_ladj/phi_ua_1_tau_def/dxc.var
\e[0;32mOK
\e[0m 0.02
33618 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/Build_POb1.con
\e[0;32mOK
\e[0m 0.02
33619 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/OB_l.con
\e[0;32mOK
\e[0m 0.01
33620 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSet2_r/funset2_r_map_def/d1xc1.var
\e[0;32mOK
\e[0m 0.02
33621 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSet2_r/funset2_r_map_def/d2xc2.var
\e[0;32mOK
\e[0m 0.01
33622 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSet2_r/abrev/d1xc1.var
\e[0;32mOK
\e[0m 0.01
33623 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSet2_r/abrev/d2xc2.var
\e[0;32mOK
\e[0m 0.00
33624 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSet2_l/funset2_l_map_def/d1xc1.var
\e[0;32mOK
\e[0m 0.01
33625 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSet2_l/funset2_l_map_def/d2xc2.var
\e[0;32mOK
\e[0m 0.00
33626 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/Cond2.ind
\e[0;32mOK
\e[0m 0.03
33627 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunProd/Fun_prod_ob.con
\e[0;32mOK
\e[0m 0.03
33628 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/Diagonal/Diag_map.con
\e[0;32mOK
\e[0m 0.02
33629 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj1_to_adj/teta_tau_def/dxc.var
\e[0;32mOK
\e[0m 0.01
33630 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj1_to_adj/teta_iso/dxc.var
\e[0;32mOK
\e[0m 0.01
33631 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj1_to_adj/teta_1_tau_def/dxc.var
\e[0;32mOK
\e[0m 0.00
33632 cic:/Rocq/AILS/trajectory_def/init_tr_derivable_x.con
\e[0;32mOK
\e[0m 0.27
33633 cic:/Rocq/AILS/trajectory/Omega.con
\e[0;32mOK
\e[0m 0.04
33634 cic:/Rocq/AILS/constants/MinDistance_lb_majoration.con
\e[0;32mOK
\e[0m 0.01
33635 cic:/Nijmegen/QArith/general_Q/Qlt_plus_plus.con
\e[0;32mOK
\e[0m 0.05
33636 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/Qquadratic_Qpositive_to_Q_4_subproof.con
\e[0;32mOK
\e[0m 7.54
33637 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/Qquadratic_Qpositive_to_Q_5_subproof.con
\e[0;32mOK
\e[0m 7.46
33638 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/Qquadratic_Qpositive_to_Q_6_subproof.con
\e[0;32mOK
\e[0m 7.66
33639 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/Qquadratic_Qpositive_to_Q_7_subproof.con
\e[0;32mOK
\e[0m 7.48
33640 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/Qquadratic_Qpositive_to_Q_8_subproof.con
\e[0;32mOK
\e[0m 7.74
33641 cic:/Nijmegen/QArith/Qquadratic/Qquadratic.con
\e[0;32mOK
\e[0m 0.46
33642 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/Qhomographic_Qpositive_to_Q_0.con
\e[0;32mOK
\e[0m 0.02
33643 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/Qhomographic_Qpositive_to_Q_1.con
\e[0;32mOK
\e[0m 0.02
33644 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/Qhomographic_Qpositive_to_Q_2.con
\e[0;32mOK
\e[0m 0.02
33645 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/Qhomographic_Qpositive_to_Q_3.con
\e[0;32mOK
\e[0m 0.02
33646 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/Qhomographic_Qpositive_to_Q_4.con
\e[0;32mOK
\e[0m 0.02
33647 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/Qhomographic_Qpositive_to_Q_5.con
\e[0;32mOK
\e[0m 0.02
33648 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/Qhomographic_Qpositive_to_Q_6.con
\e[0;32mOK
\e[0m 0.02
33649 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_2x.con
\e[0;32mOK
\e[0m 0.04
33650 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_kx.con
\e[0;32mOK
\e[0m 0.01
33651 cic:/Nijmegen/QArith/Qhomographic/Qhomographic_x_over_k.con
\e[0;32mOK
\e[0m 0.02
33652 cic:/Nijmegen/QArith/Qhomographic/Qinv_lazy.con
\e[0;32mOK
\e[0m 0.03
33653 cic:/Nijmegen/QArith/Qhomographic/Qopp_lazy.con
\e[0;32mOK
\e[0m 0.01
33654 cic:/Nijmegen/QArith/Q_field/Qplus_assoc.con
\e[0;32mOK
\e[0m 0.06
33655 cic:/Eindhoven/POCKLINGTON/fermat/until_prod_not_0mod.con
\e[0;32mOK
\e[0m 0.05
33656 cic:/Coq/Reals/Rtrigo_def/cos.con
\e[0;32mOK
\e[0m 0.02
33657 cic:/Coq/Reals/Rtrigo_def/exp.con
\e[0;32mOK
\e[0m 0.01
33658 cic:/Coq/Reals/Rtrigo_def/sin.con
\e[0;32mOK
\e[0m 0.02
33659 cic:/Coq/Reals/Rtrigo_calc/toDeg.con
\e[0;32mOK
\e[0m 0.03
33660 cic:/Coq/Reals/Rtrigo_calc/toRad.con
\e[0;32mOK
\e[0m 0.01
33661 cic:/Coq/Reals/Rsqrt_def/IVT.con
\e[0;32mOK
\e[0m 0.60
33662 cic:/Coq/Reals/RiemannInt_SF/StepFun_P18.con
\e[0;32mOK
\e[0m 0.33
33663 cic:/Coq/Reals/RiemannInt_SF/StepFun_P30.con
\e[0;32mOK
\e[0m 0.38
33664 cic:/Coq/Reals/RiemannInt_SF/StepFun_P34.con
\e[0;32mOK
\e[0m 2.27
33665 cic:/Coq/Reals/RiemannInt_SF/StepFun_P36.con
\e[0;32mOK
\e[0m 0.17
33666 cic:/Coq/Reals/RiemannInt_SF/StepFun_P39.con
\e[0;32mOK
\e[0m 0.30
33667 cic:/Coq/Reals/RiemannInt_SF/StepFun_P43.con
\e[0;32mOK
\e[0m 0.88
33668 cic:/Coq/Reals/RiemannInt/RiemannInt_P1.con
\e[0;32mOK
\e[0m 3.39
33669 cic:/Coq/Reals/RiemannInt/SubEqui_P7.con
\e[0;32mOK
\e[0m 2.95
33670 cic:/Coq/Reals/Ranalysis4/derivable_pt_lim_fs.con
\e[0;32mOK
\e[0m 0.56
33671 cic:/Coq/Reals/Ranalysis1/deriv_constant2.con
\e[0;31mFAIL
\e[0m
33672 cic:/Coq/Reals/Ranalysis1/deriv_minimum.con
\e[0;31mFAIL
\e[0m
33673 cic:/Coq/Reals/Ranalysis1/derivable_continuous_pt.con
\e[0;32mOK
\e[0m 0.03
33674 cic:/Coq/Reals/Ranalysis1/derivable_pt_pow.con
\e[0;32mOK
\e[0m 0.02
33675 cic:/Coq/Reals/Ranalysis1/derivable_scal.con
\e[0;32mOK
\e[0m 0.02
33676 cic:/Coq/Reals/Ranalysis1/derive_pt_scal.con
\e[0;32mOK
\e[0m 0.02
33677 cic:/Coq/Reals/R_Ifp/Rminus_fp1.con
\e[0;32mOK
\e[0m 0.05
33678 cic:/Coq/Reals/R_Ifp/Rminus_fp2.con
\e[0;32mOK
\e[0m 0.07
33679 cic:/Coq/Reals/R_Ifp/plus_frac_part1.con
\e[0;32mOK
\e[0m 0.05
33680 cic:/Coq/Reals/R_Ifp/plus_frac_part2.con
\e[0;32mOK
\e[0m 0.05
33681 cic:/Coq/Reals/NewtonInt/NewtonInt_P2.con
\e[0;32mOK
\e[0m 0.05
33682 cic:/Coq/Reals/NewtonInt/NewtonInt_P5.con
\e[0;32mOK
\e[0m 9.97
33683 cic:/Coq/Reals/NewtonInt/NewtonInt_P7.con
\e[0;32mOK
\e[0m 12.77
33684 cic:/Coq/Reals/NewtonInt/antiderivative_P1.con
\e[0;32mOK
\e[0m 4.69
33685 cic:/Coq/Reals/AltSeries/PI_ineq.con
\e[0;32mOK
\e[0m 27.98
33686 cic:/CoRN/tactics/GroupReflection/fexprG2xexprG.con
\e[0;31mFAIL
\e[0m
33687 cic:/CoRN/tactics/GroupReflection/fexprG_ind.con
\e[0;31mFAIL
\e[0m
33688 cic:/CoRN/tactics/GroupReflection/fexprG_rec.con
\e[0;31mFAIL
\e[0m
33689 cic:/CoRN/tactics/GroupReflection/refl_interpG.con
\e[0;32mOK
\e[0m 2.26
33690 cic:/CoRN/tactics/GroupReflection/xexprG2wfG.con
\e[0;31mFAIL
\e[0m
33691 cic:/CoRN/tactics/GroupReflection/xexprG_diagram_commutes.con
\e[0;31mFAIL
\e[0m
33692 cic:/CoRN/reals/OddPolyRootIR/flip.con
\e[0;32mOK
\e[0m 0.03
33693 cic:/CoRN/model/setoids/Qpossetoid/Qpos_Qpos_inv_op.con
\e[0;32mOK
\e[0m 0.03
33694 cic:/CoRN/model/semigroups/Qpossemigroup/Qpos_mult_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.52
33695 cic:/CoRN/model/monoids/Qmonoid/Q_as_CMonoid.con
\e[0;32mOK
\e[0m 0.03
33696 cic:/CoRN/model/monoids/Qmonoid/Q_mul_as_CMonoid.con
\e[0;32mOK
\e[0m 0.01
33697 cic:/CoRN/model/Zmod/Zm/Zm_is_CSetoid.con
\e[0;32mOK
\e[0m 0.07
33698 cic:/CoRN/model/Zmod/ZMod/Zmod_lin_comb.con
\e[0;32mOK
\e[0m 0.09
33699 cic:/CoRN/model/Zmod/ZMod/Zmod_minus_elim.con
\e[0;32mOK
\e[0m 0.06
33700 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_elim_lft_subproof.con
\e[0;32mOK
\e[0m 0.03
33701 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_nonzero.con
\e[0;32mOK
\e[0m 0.06
33702 cic:/CoRN/model/Zmod/ZMod/Zmod_opp_zero.con
\e[0;32mOK
\e[0m 0.03
33703 cic:/CoRN/model/Zmod/ZMod/Zmod_relprime_inv.con
\e[0;32mOK
\e[0m 0.07
33704 cic:/CoRN/model/Zmod/ZGcd/Zgcd_coeff_a_symm.con
\e[0;32mOK
\e[0m 0.03
33705 cic:/CoRN/model/Zmod/ZGcd/Zgcd_coeff_b_symm.con
\e[0;32mOK
\e[0m 0.02
33706 cic:/CoRN/model/Zmod/ZGcd/Zgcd_duv_divisor.con
\e[0;32mOK
\e[0m 0.09
33707 cic:/CoRN/model/Zmod/ZGcd/Zgcd_duv_rec.con
\e[0;32mOK
\e[0m 0.20
33708 cic:/CoRN/model/Zmod/ZGcd/Zgcd_is_divisor_lft.con
\e[0;32mOK
\e[0m 0.01
33709 cic:/CoRN/model/Zmod/ZGcd/Zgcd_nonzero.con
\e[0;32mOK
\e[0m 0.03
33710 cic:/CoRN/model/Zmod/ZGcd/Zgcd_pos.con
\e[0;32mOK
\e[0m 0.02
33711 cic:/CoRN/model/Zmod/ZGcd/Zgcd_zero_lft.con
\e[0;32mOK
\e[0m 0.01
33712 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_dec.con
\e[0;32mOK
\e[0m 0.02
33713 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_div_mult_intro_subproof.con
\e[0;32mOK
\e[0m 0.03
33714 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_div_mult_intro_subproof0.con
\e[0;32mOK
\e[0m 0.03
33715 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_div_mult_intro_subproof1.con
\e[0;32mOK
\e[0m 0.04
33716 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_div_mult_intro_subproof2.con
\e[0;32mOK
\e[0m 0.03
33717 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_nonzero_rht.con
\e[0;32mOK
\e[0m 0.02
33718 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_symm.con
\e[0;32mOK
\e[0m 0.02
33719 cic:/CoRN/model/Zmod/ZDivides/Zabs_div_lft.con
\e[0;32mOK
\e[0m 0.05
33720 cic:/CoRN/model/Zmod/ZDivides/Zdiv_elim.con
\e[0;32mOK
\e[0m 0.03
33721 cic:/CoRN/model/Zmod/ZDivides/Zdiv_plus_elim.con
\e[0;32mOK
\e[0m 0.05
33722 cic:/CoRN/model/Zmod/ZDivides/Zdiv_same.con
\e[0;32mOK
\e[0m 0.04
33723 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof10.con
\e[0;32mOK
\e[0m 0.10
33724 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof11.con
\e[0;32mOK
\e[0m 0.07
33725 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof36.con
\e[0;32mOK
\e[0m 0.29
33726 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof49.con
\e[0;32mOK
\e[0m 0.28
33727 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof7.con
\e[0;32mOK
\e[0m 0.27
33728 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof8.con
\e[0;32mOK
\e[0m 0.29
33729 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup_subproof9.con
\e[0;32mOK
\e[0m 0.11
33730 cic:/CoRN/algebra/CSums/Mengolli_Sum_gen.con
\e[0;32mOK
\e[0m 0.45
33731 cic:/CoRN/algebra/CSums/Sum_apzero.con
\e[0;32mOK
\e[0m 0.32
33732 cic:/CoRN/algebra/CSums/Sum_first.con
\e[0;32mOK
\e[0m 0.31
33733 cic:/CoRN/algebra/CSums/Sum_last'.con
\e[0;32mOK
\e[0m 0.04
33734 cic:/CoRN/algebra/CSums/Sum_strext.con
\e[0;32mOK
\e[0m 0.22
33735 cic:/CoRN/algebra/CSums/Sum_wd'.con
\e[0;32mOK
\e[0m 0.14
33736 cic:/CoRN/algebra/CSums/Sum_zero.con
\e[0;32mOK
\e[0m 0.10
33737 cic:/CoRN/algebra/CSums/inv_Sum0.con
\e[0;32mOK
\e[0m 0.10
33738 cic:/CoRN/algebra/CSums/inv_Sumx.con
\e[0;32mOK
\e[0m 0.10
33739 cic:/CoRN/algebra/CRings/Char0.con
\e[0;32mOK
\e[0m 0.02
33740 cic:/CoRN/algebra/CRings/List_Sum_from_upto.con
\e[0;32mOK
\e[0m 0.02
33741 cic:/CoRN/algebra/CRings/dist.con
\e[0;32mOK
\e[0m 0.05
33742 cic:/CoRN/algebra/CRings/list_sum_upto_O.con
\e[0;32mOK
\e[0m 0.02
33743 cic:/CoRN/algebra/CRings/mult_assoc.con
\e[0;32mOK
\e[0m 0.03
33744 cic:/CoRN/algebra/CRings/mult_commutes.con
\e[0;32mOK
\e[0m 0.03
33745 cic:/CoRN/algebra/CRings/nexp_strong_ext.con
\e[0;32mOK
\e[0m 0.10
33746 cic:/CoRN/algebra/CRings/nexp_well_def.con
\e[0;32mOK
\e[0m 0.06
33747 cic:/CoRN/algebra/CRings/nring_comm_plus.con
\e[0;32mOK
\e[0m 0.15
33748 cic:/CoRN/algebra/CRings/one_plus_one.con
\e[0;32mOK
\e[0m 0.03
33749 cic:/CoRN/algebra/CRings/part_function_mult_strext.con
\e[0;32mOK
\e[0m 0.21
33750 cic:/CoRN/algebra/CRings/pring_aux.con
\e[0;32mOK
\e[0m 0.02
33751 cic:/CoRN/algebra/CRings/ring_non_triv.con
\e[0;32mOK
\e[0m 0.04
33752 cic:/CoRN/algebra/CRings/zring_old.con
\e[0;32mOK
\e[0m 0.01
33753 cic:/CoRN/algebra/CRing_Homomorphisms/RingHom.ind
\e[0;32mOK
\e[0m 0.02
33754 cic:/CoRN/algebra/CPolynomials/Ccpoly_double_ind0'.con
\e[0;32mOK
\e[0m 0.04
33755 cic:/CoRN/algebra/CPolynomials/Ccpoly_double_ind0.con
\e[0;32mOK
\e[0m 0.03
33756 cic:/CoRN/algebra/CPolynomials/cpoly_ap.con
\e[0;32mOK
\e[0m 0.02
33757 cic:/CoRN/algebra/CPolynomials/cpoly_eq.con
\e[0;32mOK
\e[0m 0.03
33758 cic:/CoRN/algebra/CPolynomials/cpoly_ind.con
\e[0;32mOK
\e[0m 0.01
33759 cic:/CoRN/algebra/CPolynomials/cpoly_mult.con
\e[0;32mOK
\e[0m 0.02
33760 cic:/CoRN/algebra/CPolynomials/cpoly_one.con
\e[0;32mOK
\e[0m 0.02
33761 cic:/CoRN/algebra/CPolynomials/cpoly_rec.con
\e[0;32mOK
\e[0m 0.02
33762 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof10.con
\e[0;32mOK
\e[0m 0.11
33763 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof11.con
\e[0;32mOK
\e[0m 0.07
33764 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof36.con
\e[0;32mOK
\e[0m 0.29
33765 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof49.con
\e[0;32mOK
\e[0m 0.29
33766 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof7.con
\e[0;32mOK
\e[0m 0.27
33767 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof8.con
\e[0;32mOK
\e[0m 0.28
33768 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup_subproof9.con
\e[0;32mOK
\e[0m 0.13
33769 cic:/CoRN/algebra/CModules/RModule.ind
\e[0;32mOK
\e[0m 0.02
33770 cic:/CoRN/algebra/CModules/is_RModule_rect.con
\e[0;32mOK
\e[0m 0.09
33771 cic:/CoRN/algebra/CModules/rm_mult.con
\e[0;32mOK
\e[0m 0.06
33772 cic:/CoRN/algebra/CModules/rm_one.con
\e[0;32mOK
\e[0m 0.05
33773 cic:/CoRN/algebra/CModules/rm_pl1.con
\e[0;32mOK
\e[0m 0.06
33774 cic:/CoRN/algebra/CModules/rm_pl2.con
\e[0;32mOK
\e[0m 0.07
33775 cic:/CoRN/algebra/CIdeals/ciapzero.con
\e[0;32mOK
\e[0m 0.04
33776 cic:/CoRN/algebra/CIdeals/cimult.con
\e[0;32mOK
\e[0m 0.04
33777 cic:/CoRN/algebra/CIdeals/cinontriv.con
\e[0;32mOK
\e[0m 0.02
33778 cic:/CoRN/algebra/CIdeals/ciplus.con
\e[0;32mOK
\e[0m 0.03
33779 cic:/CoRN/algebra/CIdeals/coideal.ind
\e[0;32mOK
\e[0m 0.01
33780 cic:/CoRN/algebra/CIdeals/idax.con
\e[0;32mOK
\e[0m 0.03
33781 cic:/CoRN/algebra/CIdeals/ideal.ind
\e[0;32mOK
\e[0m 0.01
33782 cic:/CoRN/algebra/CIdeals/idprpl.con
\e[0;32mOK
\e[0m 0.03
33783 cic:/CoRN/algebra/CIdeals/is_coideal_rect.con
\e[0;32mOK
\e[0m 0.07
33784 cic:/CoRN/algebra/CIdeals/is_ideal_rect.con
\e[0;32mOK
\e[0m 0.04
33785 cic:/CoRN/algebra/CGroups/minus_cancel_ap_rht.con
\e[0;32mOK
\e[0m 0.03
33786 cic:/CoRN/algebra/CFields/CField.ind
\e[0;32mOK
\e[0m 0.03
33787 cic:/CoRN/algebra/CAbGroups/Build_SubCAbGroup.con
\e[0;32mOK
\e[0m 0.03
33788 cic:/CoRN/algebra/CAbGroups/assoc_1.con
\e[0;32mOK
\e[0m 0.12
33789 cic:/CoRN/algebra/CAbGroups/minus_plus.con
\e[0;32mOK
\e[0m 0.15
33790 cic:/CoRN/algebra/CAbGroups/nmult_inv.con
\e[0;32mOK
\e[0m 0.10
33791 cic:/CoRN/algebra/CAbGroups/plus_cancel_ap_lft.con
\e[0;32mOK
\e[0m 0.03
33792 cic:/CoRN/algebra/CAbGroups/zmult_char.con
\e[0;32mOK
\e[0m 0.48
33793 cic:/CoRN/algebra/CAbGroups/zmult_plus'.con
\e[0;32mOK
\e[0m 0.43
33794 cic:/Cachan/SMC/tauto/BDDof_bool_expr_correct.con
\e[0;32mOK
\e[0m 49.81
33795 cic:/Cachan/SMC/quant/BDDuniv_config_OK.con
\e[0;32mOK
\e[0m 5.59
33796 cic:/Cachan/SMC/quant/BDDuniv_is_univ.con
\e[0;32mOK
\e[0m 0.54
33797 cic:/Cachan/SMC/quant/BDDuniv_node_OK.con
\e[0;32mOK
\e[0m 0.15
33798 cic:/Cachan/SMC/quant/BDDuniv_used_nodes_preserved.con
\e[0;32mOK
\e[0m 0.09
33799 cic:/Cachan/SMC/quant/BDDuniv_var_le.con
\e[0;32mOK
\e[0m 0.18
33800 cic:/Cachan/SMC/op/BDDand_list_OK_cons.con
\e[0;32mOK
\e[0m 0.05
33801 cic:/Cachan/SMC/op/BDDiff_list_OK.con
\e[0;32mOK
\e[0m 0.05
33802 cic:/Cachan/SMC/op/BDDimpl_list_OK_cons.con
\e[0;32mOK
\e[0m 0.05
33803 cic:/Sophia-Antipolis/geometry/representant_unitaire/scalaire_non_nul.con
\e[0;32mOK
\e[0m 0.08
33804 cic:/Sophia-Antipolis/geometry/repere_plan/unicite_coordonnees.con
\e[0;32mOK
\e[0m 0.55
33805 cic:/Sophia-Antipolis/geometry/repere_ortho_plan/orthogonal_paralleles.con
\e[0;32mOK
\e[0m 0.39
33806 cic:/Sophia-Antipolis/geometry/repere_ortho_plan/scalaire_composantes_ABCD.con
\e[0;32mOK
\e[0m 0.03
33807 cic:/Sophia-Antipolis/geometry/reflexion_plane/reflexion_axe.con
\e[0;32mOK
\e[0m 0.08
33808 cic:/Sophia-Antipolis/geometry/projection_orthogonale/existence_perpendiculaire.con
\e[0;32mOK
\e[0m 0.03
33809 cic:/Sophia-Antipolis/geometry/projection_orthogonale/scalaire_deux_projetes.con
\e[0;32mOK
\e[0m 0.04
33810 cic:/Sophia-Antipolis/geometry/produit_scalaire/distance_non_nulle.con
\e[0;32mOK
\e[0m 0.08
33811 cic:/Sophia-Antipolis/geometry/parallelisme_concours/centre_gravite_intersection_trois_medianes.con
\e[0;32mOK
\e[0m 0.03
33812 cic:/Sophia-Antipolis/geometry/orthogonalite/opp_orthogonal2.con
\e[0;32mOK
\e[0m 0.02
33813 cic:/Sophia-Antipolis/geometry/orthogonalite/opp_orthogonal4.con
\e[0;32mOK
\e[0m 0.01
33814 cic:/Sophia-Antipolis/geometry/orthogonalite/opp_orthogonal5.con
\e[0;32mOK
\e[0m 0.02
33815 cic:/Sophia-Antipolis/geometry/orthogonalite/orthogonal_non_alignes.con
\e[0;32mOK
\e[0m 0.01
33816 cic:/Sophia-Antipolis/geometry/orthogonalite/unicite_projete_orthogonal.con
\e[0;32mOK
\e[0m 0.03
33817 cic:/Sophia-Antipolis/geometry/orthocentre/orthocentre_ordre.con
\e[0;32mOK
\e[0m 0.06
33818 cic:/Sophia-Antipolis/geometry/orthocentre/orthocentre_permute.con
\e[0;32mOK
\e[0m 0.02
33819 cic:/Sophia-Antipolis/geometry/orthocentre/orthocentre_triangle_rectangle.con
\e[0;32mOK
\e[0m 0.07
33820 cic:/Sophia-Antipolis/geometry/exercice_espace/equilateral_non_alignes.con
\e[0;32mOK
\e[0m 0.44
33821 cic:/Sophia-Antipolis/geometry/euclidien_classiques/triangle_Pythagore.con
\e[0;32mOK
\e[0m 0.16
33822 cic:/Sophia-Antipolis/geometry/barycentre/couple_colineaires_parallelogramme.con
\e[0;32mOK
\e[0m 0.41
33823 cic:/Sophia-Antipolis/geometry/affine_classiques/Thales_concours.con
\e[0;32mOK
\e[0m 9.79
33824 cic:/Sophia-Antipolis/geometry/Plan_espace/plans_paralleles_secants_droites_paralleles.con
\e[0;32mOK
\e[0m 0.53
33825 cic:/Sophia-Antipolis/geometry/Plan_espace/position_relative_plans_general.con
\e[0;32mOK
\e[0m 0.28
33826 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/Comp_prop_th3.con
\e[0;32mOK
\e[0m 0.19
33827 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_uniqueness.con
\e[0;32mOK
\e[0m 0.03
33828 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_is_relation_Out.con
\e[0;32mOK
\e[0m 0.02
33829 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/step6.var
\e[0;32mOK
\e[0m 0.11
33830 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/glu_wd/step7.var
\e[0;32mOK
\e[0m 0.05
33831 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_proof/step12.var
\e[0;32mOK
\e[0m 0.04
33832 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartpair/step2.var
\e[0;32mOK
\e[0m 0.08
33833 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartpair/step4.var
\e[0;32mOK
\e[0m 0.02
33834 cic:/Sophia-Antipolis/Float/MSB/LSB_comp.con
\e[0;32mOK
\e[0m 0.03
33835 cic:/Sophia-Antipolis/Float/FroundProp/FUlp_Le_LSigB.con
\e[0;32mOK
\e[0m 0.20
33836 cic:/Sophia-Antipolis/Float/Fround/MinRoundedModeP.con
\e[0;32mOK
\e[0m 0.15
33837 cic:/Sophia-Antipolis/Float/Fprop/BminusSameExpNeg.con
\e[0;32mOK
\e[0m 0.04
33838 cic:/Sophia-Antipolis/Float/Fodd/FNEvenD.con
\e[0;32mOK
\e[0m 0.15
33839 cic:/Sophia-Antipolis/Float/Fnorm/FnormalLtFirstNormalPos.con
\e[0;32mOK
\e[0m 0.05
33840 cic:/Sophia-Antipolis/Float/Fnorm/FnormalLtNeg.con
\e[0;32mOK
\e[0m 0.07
33841 cic:/Sophia-Antipolis/Float/Fnorm/FnormalUnique.con
\e[0;32mOK
\e[0m 0.02
33842 cic:/Sophia-Antipolis/Float/Fnorm/FnormalizeCanonic.con
\e[0;32mOK
\e[0m 1.10
33843 cic:/Sophia-Antipolis/Float/FminOp/Fcompare_correct.con
\e[0;32mOK
\e[0m 0.04
33844 cic:/Sophia-Antipolis/Float/FSucc/FSuccSubnormal.con
\e[0;32mOK
\e[0m 0.06
33845 cic:/Sophia-Antipolis/Buchberger/Pspoly/confl_restar.con
\e[0;32mOK
\e[0m 1.01
33846 cic:/Sophia-Antipolis/Buchberger/BuchRed/Cb_Red.con
\e[0;32mOK
\e[0m 0.05
33847 cic:/Sophia-Antipolis/Buchberger/BuchRed/cb_Red_cb2.con
\e[0;32mOK
\e[0m 0.03
33848 cic:/Sophia-Antipolis/Buchberger/Buch/spolyp_cons_genPcP.con
\e[0;32mOK
\e[0m 0.65
33849 cic:/Sophia-Antipolis/Buchberger/Buch/wf_RL.con
\e[0;32mOK
\e[0m 0.06
33850 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/sgroup_hom_comp.con
\e[0;31mFAIL
\e[0m
33851 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_hom.ind
\e[0;31mFAIL
\e[0m
33852 cic:/Sophia-Antipolis/Algebra/Group_cat/group.ind
\e[0;31mFAIL
\e[0m
33853 cic:/Sophia-Antipolis/Algebra/Group_cat/group_inverse_map.con
\e[0;31mFAIL
\e[0m
33854 cic:/Sophia-Antipolis/Algebra/Group_cat/group_on_rect.con
\e[0;31mFAIL
\e[0m
33855 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_monoid_monoid.con
\e[0;32mOK
\e[0m 0.02
33856 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_monoid_on_ind.con
\e[0;32mOK
\e[0m 0.01
33857 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_monoid_on_rec.con
\e[0;32mOK
\e[0m 0.01
33858 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_monoid_rect.con
\e[0;32mOK
\e[0m 0.01
33859 cic:/Rocq/TreeAutomata/states_kill_correct/DTA_kill_ref_ok_invar.con
\e[0;32mOK
\e[0m 0.16
33860 cic:/Rocq/THREE_GAP/prop_fl/contradiction1.con
\e[0;32mOK
\e[0m 1.41
33861 cic:/Rocq/THREE_GAP/prop_fl/tech_fp_alp_irr.con
\e[0;32mOK
\e[0m 0.05
33862 cic:/Rocq/GRAPHS/cgraph/CG_rooted_sat_1.con
\e[0;32mOK
\e[0m 0.24
33863 cic:/Rocq/GRAPHS/cgraph/CG_standard_rho_minimal.con
\e[0;32mOK
\e[0m 0.08
33864 cic:/Rocq/GRAPHS/cgraph/ad_1_path_dist_correct.con
\e[0;32mOK
\e[0m 0.03
33865 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_dist_complete_3.con
\e[0;32mOK
\e[0m 0.11
33866 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_dist_d_2.con
\e[0;32mOK
\e[0m 0.07
33867 cic:/Rocq/GRAPHS/cgraph/cg_out_of_range_2.con
\e[0;32mOK
\e[0m 0.23
33868 cic:/Rocq/COC/Class/cl_term_conv.con
\e[0;32mOK
\e[0m 0.03
33869 cic:/Rocq/ARITH/ZChinese/Zgcd/chinese_remaindering_theorem.con
\e[0;32mOK
\e[0m 1.06
33870 cic:/Rocq/ARITH/Chinese/Zgcd/chinese_remaindering_theorem.con
\e[0;32mOK
\e[0m 0.37
33871 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inv_comp_elt_l.con
\e[0;32mOK
\e[0m 0.02
33872 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inv_comp_elt_r.con
\e[0;32mOK
\e[0m 0.02
33873 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Opposite_map_law.con
\e[0;32mOK
\e[0m 0.15
33874 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/YonedaLemma/YLpsi_arrow1_map_law.con
\e[0;32mOK
\e[0m 0.04
33875 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Faithful0''.ind
\e[0;32mOK
\e[0m 0.01
33876 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Full0''.ind
\e[0;32mOK
\e[0m 0.01
33877 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/NT.ind
\e[0;32mOK
\e[0m 0.02
33878 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/CatFunct/Id_CatFunct_nt_law.con
\e[0;32mOK
\e[0m 0.08
33879 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/UA_law1.con
\e[0;32mOK
\e[0m 0.03
33880 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/UA_law2.con
\e[0;32mOK
\e[0m 0.01
33881 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/Pulb_cone_law.con
\e[0;32mOK
\e[0m 0.27
33882 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Products1/Product_tau_cone_law.con
\e[0;32mOK
\e[0m 0.21
33883 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/Prf_Cone_nt_law.con
\e[0;32mOK
\e[0m 1.05
33884 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/def_cone/cone_nt/p.var
\e[0;32mOK
\e[0m 0.01
33885 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/FPA_ob.con
\e[0;32mOK
\e[0m 0.05
33886 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/J_fg.con
\e[0;32mOK
\e[0m 0.04
33887 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/J_hom.con
\e[0;32mOK
\e[0m 0.03
33888 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/CoUA_law1.con
\e[0;32mOK
\e[0m 0.02
33889 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/CoUA_law2.con
\e[0;32mOK
\e[0m 0.01
33890 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/Prf_CoCone_nt_law.con
\e[0;32mOK
\e[0m 1.17
33891 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/def_cocone/cocone_nt/p.var
\e[0;32mOK
\e[0m 0.01
33892 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/HomFunctor/FunSET.con
\e[0;32mOK
\e[0m 0.02
33893 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/Faithful.ind
\e[0;32mOK
\e[0m 0.02
33894 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/Full.ind
\e[0;32mOK
\e[0m 0.01
33895 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/Functor_preserves_iso.con
\e[0;32mOK
\e[0m 0.23
33896 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Comp_FMap_law.con
\e[0;32mOK
\e[0m 0.06
33897 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Equal_Functor_equiv.con
\e[0;32mOK
\e[0m 0.13
33898 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunFreeMon/FunFreeMon_map.con
\e[0;32mOK
\e[0m 0.02
33899 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunForget/FunForget_map.con
\e[0;32mOK
\e[0m 0.02
33900 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FSC_inc/Inc_faith.con
\e[0;32mOK
\e[0m 0.03
33901 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FSC_inc/Inc_full.con
\e[0;32mOK
\e[0m 0.04
33902 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Dual_Functor/DFunctor_comp_law.con
\e[0;32mOK
\e[0m 0.48
33903 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Dual_Functor/DFunctor_id_law.con
\e[0;32mOK
\e[0m 0.03
33904 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Com_law.con
\e[0;32mOK
\e[0m 0.02
33905 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Comp_PROD.con
\e[0;32mOK
\e[0m 0.28
33906 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/Comp_MonMor_congl.con
\e[0;32mOK
\e[0m 0.03
33907 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/Comp_MonMor_congr.con
\e[0;32mOK
\e[0m 0.02
33908 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/S_pulb_law2.con
\e[0;32mOK
\e[0m 0.04
33909 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/S_pulb_law3.con
\e[0;32mOK
\e[0m 0.03
33910 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/S_pulb_law4.con
\e[0;32mOK
\e[0m 0.05
33911 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/S_equaz_law2.con
\e[0;32mOK
\e[0m 0.03
33912 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/S_equaz_law3.con
\e[0;32mOK
\e[0m 0.03
33913 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Prf_pb_law1.con
\e[0;32mOK
\e[0m 0.24
33914 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Prf_pb_law2.con
\e[0;32mOK
\e[0m 0.12
33915 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Prf_pb_law3.con
\e[0;32mOK
\e[0m 0.10
33916 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Pullbacks/Prf_pb_law4.con
\e[0;32mOK
\e[0m 0.21
33917 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/Lambda_expo.con
\e[0;32mOK
\e[0m 0.02
33918 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/Prf_E_law1.con
\e[0;32mOK
\e[0m 0.23
33919 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/Prf_E_law2.con
\e[0;32mOK
\e[0m 0.13
33920 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/Prf_E_law3.con
\e[0;32mOK
\e[0m 0.10
33921 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CatProperty/Inv_iso_unique.con
\e[0;32mOK
\e[0m 0.14
33922 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CCC/Cartesian_ind.con
\e[0;32mOK
\e[0m 0.03
33923 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CCC/Cartesian_rec.con
\e[0;32mOK
\e[0m 0.01
33924 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CCC/Prf_isCartesian.con
\e[0;32mOK
\e[0m 0.01
33925 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Mor_prod.con
\e[0;32mOK
\e[0m 0.05
33926 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/Build_Pmor1.con
\e[0;32mOK
\e[0m 0.03
33927 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSET2_l_ob.con
\e[0;32mOK
\e[0m 0.01
33928 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSET2_r_ob.con
\e[0;32mOK
\e[0m 0.01
33929 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSet2_r/funset2_r_map_def/funset2_r_mor_def/foxg.var
\e[0;32mOK
\e[0m 0.01
33930 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSet2_r/abrev/foxg.var
\e[0;32mOK
\e[0m 0.01
33931 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSet2_l/funset2_l_map_def/funset2_l_mor_def/foxg.var
\e[0;32mOK
\e[0m 0.01
33932 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/Cond2_i.con
\e[0;32mOK
\e[0m 0.05
33933 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/Cond2_rect.con
\e[0;32mOK
\e[0m 0.09
33934 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/SSC2.ind
\e[0;32mOK
\e[0m 0.02
33935 cic:/Rocq/AILS/trajectory/Omega_defeq.con
\e[0;32mOK
\e[0m 0.07
33936 cic:/Rocq/AILS/pi_ineq/PI_approx.con
\e[0;31mSKIPPED
\e[0m
33937 cic:/Rocq/AILS/constants/MinDistance_lb_pos.con
\e[0;32mOK
\e[0m 7.55
33938 cic:/Rocq/AILS/ails_def/Bank.ind
\e[0;32mOK
\e[0m 11.55
33939 cic:/Nijmegen/QArith/second_Field_Theory_Q/total_Qinv_lazy.con
\e[0;32mOK
\e[0m 17.33
33940 cic:/Nijmegen/QArith/general_Q/Qle_lt_reg.con
\e[0;32mOK
\e[0m 22.84
33941 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/Qquadratic_Qpositive_to_Q_4.con
\e[0;32mOK
\e[0m 8.21
33942 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/Qquadratic_Qpositive_to_Q_5.con
\e[0;32mOK
\e[0m 9.10
33943 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/Qquadratic_Qpositive_to_Q_6.con
\e[0;32mOK
\e[0m 7.32
33944 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/Qquadratic_Qpositive_to_Q_7.con
\e[0;32mOK
\e[0m 7.58
33945 cic:/Nijmegen/QArith/Qquadratic_Qpositive_to_Q_properties/Qquadratic_Qpositive_to_Q_8.con
\e[0;32mOK
\e[0m 6.52
33946 cic:/Nijmegen/QArith/Qquadratic/Qdiv_lazy.con
\e[0;32mOK
\e[0m 19.94
33947 cic:/Nijmegen/QArith/Qquadratic/Qminus_lazy.con
\e[0;32mOK
\e[0m 20.45
33948 cic:/Nijmegen/QArith/Qquadratic/Qmult_lazy.con
\e[0;32mOK
\e[0m 9.80
33949 cic:/Nijmegen/QArith/Qquadratic/Qplus_lazy.con
\e[0;32mOK
\e[0m 10.70
33950 cic:/Nijmegen/QArith/Qhomographic_Qpositive_to_Q_properties/Qhomographic_Qpositive_to_Q_equal.con
\e[0;32mOK
\e[0m 58.94
33951 cic:/Nijmegen/QArith/Q_order/Qopp_plus.con
\e[0;32mOK
\e[0m 8.06
33952 cic:/Eindhoven/POCKLINGTON/fermat/flt.con
\e[0;32mOK
\e[0m 7.49
33953 cic:/Coq/Reals/Rtrigo_def/cos_0.con
\e[0;32mOK
\e[0m 40.67
33954 cic:/Coq/Reals/Rtrigo_def/cos_sym.con
\e[0;32mOK
\e[0m 16.38
33955 cic:/Coq/Reals/Rtrigo_def/cosh.con
\e[0;32mOK
\e[0m 12.47
33956 cic:/Coq/Reals/Rtrigo_def/exp_0.con
\e[0;32mOK
\e[0m 43.30
33957 cic:/Coq/Reals/Rtrigo_def/sin_0.con
\e[0;32mOK
\e[0m 17.23
33958 cic:/Coq/Reals/Rtrigo_def/sin_antisym.con
\e[0;32mOK
\e[0m 11.80
33959 cic:/Coq/Reals/Rtrigo_def/sinh.con
\e[0;32mOK
\e[0m 13.72
33960 cic:/Coq/Reals/Rtrigo_calc/cosd.con
\e[0;32mOK
\e[0m 12.97
33961 cic:/Coq/Reals/Rtrigo_calc/sind.con
\e[0;32mOK
\e[0m 11.28
33962 cic:/Coq/Reals/Rtrigo_alt/PI_4.con
\e[0;32mOK
\e[0m 16.22
33963 cic:/Coq/Reals/Rtrigo/sin_PI2.con
\e[0;32mOK
\e[0m 15.47
33964 cic:/Coq/Reals/Rtrigo/tan.con
\e[0;32mOK
\e[0m 20.95
33965 cic:/Coq/Reals/Rsqrt_def/IVT_cor.con
\e[0;32mOK
\e[0m 464.16
33966 cic:/Coq/Reals/RiemannInt_SF/StepFun_P37.con
\e[0;32mOK
\e[0m 8.39
33967 cic:/Coq/Reals/RiemannInt/RiemannInt_P10.con
\e[0;32mOK
\e[0m 31.47
33968 cic:/Coq/Reals/RiemannInt/RiemannInt_P14.con
\e[0;32mOK
\e[0m 4.02
33969 cic:/Coq/Reals/RiemannInt/RiemannInt_P7.con
\e[0;32mOK
\e[0m 4.33
33970 cic:/Coq/Reals/RiemannInt/SubEqui_P8.con
\e[0;32mOK
\e[0m 13.01
33971 cic:/Coq/Reals/RiemannInt/SubEqui_P9.con
\e[0;32mOK
\e[0m 4.53
33972 cic:/Coq/Reals/Rgeom/xr.con
\e[0;32mOK
\e[0m 1.92
33973 cic:/Coq/Reals/Rgeom/yr.con
\e[0;32mOK
\e[0m 6.97
33974 cic:/Coq/Reals/Ranalysis4/Rcontinuity_abs.con
\e[0;32mOK
\e[0m 31.19
33975 cic:/Coq/Reals/Ranalysis4/continuity_finite_sum.con
\e[0;32mOK
\e[0m 50.57
33976 cic:/Coq/Reals/Ranalysis4/derivable_pt_lim_finite_sum.con
\e[0;32mOK
\e[0m 63.33
33977 cic:/Coq/Reals/Ranalysis3/derivable_pt_lim_div.con
\e[0;32mOK
\e[0m 1060.87
33978 cic:/Coq/Reals/Ranalysis1/derivable_continuous.con
\e[0;32mOK
\e[0m 16.94
33979 cic:/Coq/Reals/Ranalysis1/derivable_pow.con
\e[0;32mOK
\e[0m 20.21
33980 cic:/Coq/Reals/Ranalysis1/derive_pt_pow.con
\e[0;32mOK
\e[0m 17.64
33981 cic:/Coq/Reals/NewtonInt/NewtonInt_P8.con
\e[0;32mOK
\e[0m 1019.19
33982 cic:/Coq/Reals/Exp_prop/E1_cvg.con
\e[0;32mOK
\e[0m 0.63
33983 cic:/Coq/Reals/Exp_prop/exp_pos_pos.con
\e[0;32mOK
\e[0m 0.64
33984 cic:/Coq/Reals/Cos_rel/A1_cvg.con
\e[0;32mOK
\e[0m 0.55
33985 cic:/Coq/Reals/Cos_rel/C1_cvg.con
\e[0;32mOK
\e[0m 0.55
33986 cic:/Coq/Reals/AltSeries/PI_RGT_0.con
\e[0;32mOK
\e[0m 0.11
33987 cic:/CoRN/tactics/GroupReflection/fexprG_mult_int.con
\e[0;31mFAIL
\e[0m
33988 cic:/CoRN/tactics/GroupReflection/fexprG_plus.con
\e[0;31mFAIL
\e[0m
33989 cic:/CoRN/tactics/GroupReflection/fforgetG.con
\e[0;31mFAIL
\e[0m
33990 cic:/CoRN/tactics/FieldReflection/Field_NormCorrect/F.var
\e[0;32mOK
\e[0m 0.03
33991 cic:/CoRN/tactics/FieldReflection/Field_Interpretation_Function/F.var
\e[0;32mOK
\e[0m 0.02
33992 cic:/CoRN/reals/OddPolyRootIR/Poly_Norm/R.var
\e[0;32mOK
\e[0m 0.02
33993 cic:/CoRN/model/setoids/Qpossetoid/Qpos_div2.con
\e[0;32mOK
\e[0m 0.05
33994 cic:/CoRN/model/setoids/Qpossetoid/divmult4.con
\e[0;32mOK
\e[0m 0.21
33995 cic:/CoRN/model/monoids/Qposmonoid/Qpos_mult_is_CMonoid.con
\e[0;32mOK
\e[0m 0.07
33996 cic:/CoRN/model/groups/Qgroup/Q_is_CGroup.con
\e[0;32mOK
\e[0m 0.17
33997 cic:/CoRN/model/Zmod/Zm/Zm_csetoid.con
\e[0;32mOK
\e[0m 0.04
33998 cic:/CoRN/model/Zmod/ZMod/Zmodeq_eqmod.con
\e[0;32mOK
\e[0m 0.07
33999 cic:/CoRN/model/Zmod/ZGcd/Zdiv_gcd_elim_lft.con
\e[0;32mOK
\e[0m 0.08
34000 cic:/CoRN/model/Zmod/ZGcd/Zgcd_coeff_a_divisor.con
\e[0;32mOK
\e[0m 0.06
34001 cic:/CoRN/model/Zmod/ZGcd/Zgcd_coeff_a_rec.con
\e[0;32mOK
\e[0m 0.11
34002 cic:/CoRN/model/Zmod/ZGcd/Zgcd_coeff_b_divisor.con
\e[0;32mOK
\e[0m 0.06
34003 cic:/CoRN/model/Zmod/ZGcd/Zgcd_coeff_b_rec.con
\e[0;32mOK
\e[0m 0.10
34004 cic:/CoRN/model/Zmod/ZGcd/Zgcd_divisor.con
\e[0;32mOK
\e[0m 0.02
34005 cic:/CoRN/model/Zmod/ZGcd/Zgcd_is_divisor_rht.con
\e[0;32mOK
\e[0m 0.02
34006 cic:/CoRN/model/Zmod/ZGcd/Zgcd_le_lft.con
\e[0;32mOK
\e[0m 0.04
34007 cic:/CoRN/model/Zmod/ZGcd/Zgcd_mod0_lft.con
\e[0;32mOK
\e[0m 0.02
34008 cic:/CoRN/model/Zmod/ZGcd/Zgcd_one_lft.con
\e[0;32mOK
\e[0m 0.09
34009 cic:/CoRN/model/Zmod/ZGcd/Zgcd_rec.con
\e[0;32mOK
\e[0m 0.08
34010 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_div_mult_intro.con
\e[0;32mOK
\e[0m 0.12
34011 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_nonzero_lft.con
\e[0;32mOK
\e[0m 0.02
34012 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_plus_is_CSemiGroup.con
\e[0;32mOK
\e[0m 16.54
34013 cic:/CoRN/algebra/Expon/Zexp_def/R.var
\e[0;32mOK
\e[0m 0.02
34014 cic:/CoRN/algebra/CVectorSpace/VS_basics/F.var
\e[0;32mOK
\e[0m 0.02
34015 cic:/CoRN/algebra/CSums/Sum2_wd.con
\e[0;32mOK
\e[0m 0.55
34016 cic:/CoRN/algebra/CSums/Sum_Sum.con
\e[0;32mOK
\e[0m 0.73
34017 cic:/CoRN/algebra/CSums/Sum_plus_Sum.con
\e[0;32mOK
\e[0m 1.36
34018 cic:/CoRN/algebra/CSums/Sum_shift.con
\e[0;32mOK
\e[0m 0.38
34019 cic:/CoRN/algebra/CSums/Sumx_minus_Sumx.con
\e[0;32mOK
\e[0m 0.14
34020 cic:/CoRN/algebra/CSums/Sumx_to_Sum.con
\e[0;32mOK
\e[0m 1.80
34021 cic:/CoRN/algebra/CSums/inv_Sum.con
\e[0;32mOK
\e[0m 0.38
34022 cic:/CoRN/algebra/CSums/str_Mengolli_Sum_gen.con
\e[0;32mOK
\e[0m 0.20
34023 cic:/CoRN/algebra/CRings/Fmult.con
\e[0;32mOK
\e[0m 0.26
34024 cic:/CoRN/algebra/CRings/mult_assoc_unfolded.con
\e[0;32mOK
\e[0m 0.05
34025 cic:/CoRN/algebra/CRings/mult_commut_unfolded.con
\e[0;32mOK
\e[0m 0.03
34026 cic:/CoRN/algebra/CRings/mult_mon.con
\e[0;32mOK
\e[0m 0.23
34027 cic:/CoRN/algebra/CRings/nexp_op.con
\e[0;32mOK
\e[0m 0.37
34028 cic:/CoRN/algebra/CRings/nring_different.con
\e[0;32mOK
\e[0m 1.59
34029 cic:/CoRN/algebra/CRings/one_ap_zero.con
\e[0;32mOK
\e[0m 0.03
34030 cic:/CoRN/algebra/CRings/pring.con
\e[0;32mOK
\e[0m 0.02
34031 cic:/CoRN/algebra/CRings/pring_aux_lemma.con
\e[0;32mOK
\e[0m 0.85
34032 cic:/CoRN/algebra/CRings/ring_dist_unfolded.con
\e[0;32mOK
\e[0m 0.09
34033 cic:/CoRN/algebra/CRings/zring_old_diff.con
\e[0;32mOK
\e[0m 1.88
34034 cic:/CoRN/algebra/CRings/zring_old_one.con
\e[0;32mOK
\e[0m 0.19
34035 cic:/CoRN/algebra/CRings/zring_old_zero.con
\e[0;32mOK
\e[0m 0.04
34036 cic:/CoRN/algebra/CRing_Homomorphisms/RingHom_rect.con
\e[0;32mOK
\e[0m 0.09
34037 cic:/CoRN/algebra/CRing_Homomorphisms/rhmap.con
\e[0;32mOK
\e[0m 0.06
34038 cic:/CoRN/algebra/CRing_Homomorphisms/RingHom_Lemmas/RingHom_Basics/f.var
\e[0;32mOK
\e[0m 0.02
34039 cic:/CoRN/algebra/CRing_Homomorphisms/RingHom_Lemmas/RingHom_Axioms/f.var
\e[0;32mOK
\e[0m 0.02
34040 cic:/CoRN/algebra/CQuotient_Rings/QuotRing/C.var
\e[0;32mOK
\e[0m 0.03
34041 cic:/CoRN/algebra/CQuotient_Modules/QuotMod/A.var
\e[0;32mOK
\e[0m 0.02
34042 cic:/CoRN/algebra/CPolynomials/Ccpoly_double_sym_ind0.con
\e[0;32mOK
\e[0m 0.05
34043 cic:/CoRN/algebra/CPolynomials/cpoly_ap_p_zero.con
\e[0;32mOK
\e[0m 0.05
34044 cic:/CoRN/algebra/CPolynomials/cpoly_double_ind0'.con
\e[0;32mOK
\e[0m 0.11
34045 cic:/CoRN/algebra/CPolynomials/cpoly_double_ind0.con
\e[0;32mOK
\e[0m 0.04
34046 cic:/CoRN/algebra/CPolynomials/cpoly_eq_p_zero.con
\e[0;32mOK
\e[0m 0.04
34047 cic:/CoRN/algebra/CPolynomials/irreflexive_cpoly_ap.con
\e[0;32mOK
\e[0m 0.06
34048 cic:/CoRN/algebra/CPolynomials/symmetric_cpoly_ap.con
\e[0;32mOK
\e[0m 0.17
34049 cic:/CoRN/algebra/CPoly_Degree/degree_props_Field/F.var
\e[0;32mOK
\e[0m 0.06
34050 cic:/CoRN/algebra/CPoly_ApZero/Poly_Representation/R.var
\e[0;32mOK
\e[0m 0.01
34051 cic:/CoRN/algebra/CPoly_ApZero/Characteristic_zero/R.var
\e[0;32mOK
\e[0m 0.02
34052 cic:/CoRN/algebra/CMonoidCyc/C_plus_is_CSemiGroup.con
\e[0;32mOK
\e[0m 40.60
34053 cic:/CoRN/algebra/CModules/RModule_rect.con
\e[0;32mOK
\e[0m 0.03
34054 cic:/CoRN/algebra/CModules/is_RModule_ind.con
\e[0;32mOK
\e[0m 0.14
34055 cic:/CoRN/algebra/CModules/is_RModule_rec.con
\e[0;32mOK
\e[0m 0.20
34056 cic:/CoRN/algebra/CModules/rm_crr.con
\e[0;32mOK
\e[0m 0.02
34057 cic:/CoRN/algebra/CModules/Module/Module_Basics/A.var
\e[0;32mOK
\e[0m 0.02
34058 cic:/CoRN/algebra/CModules/Module/Module_Axioms/A.var
\e[0;32mOK
\e[0m 0.01
34059 cic:/CoRN/algebra/CModules/Module/CoSubModules/A.var
\e[0;32mOK
\e[0m 0.01
34060 cic:/CoRN/algebra/CModules/Module/CoSubModule_Axioms/A.var
\e[0;32mOK
\e[0m 0.01
34061 cic:/CoRN/algebra/CModule_Homomorphisms/ModHom_Lemmas/A.var
\e[0;32mOK
\e[0m 0.01
34062 cic:/CoRN/algebra/CModule_Homomorphisms/ModHom_Lemmas/B.var
\e[0;32mOK
\e[0m 0.01
34063 cic:/CoRN/algebra/CModule_Homomorphisms/ModHom_Definition/A.var
\e[0;32mOK
\e[0m 0.02
34064 cic:/CoRN/algebra/CModule_Homomorphisms/ModHom_Definition/B.var
\e[0;32mOK
\e[0m 0.02
34065 cic:/CoRN/algebra/CIdeals/cipred.con
\e[0;32mOK
\e[0m 0.06
34066 cic:/CoRN/algebra/CIdeals/coideal_rect.con
\e[0;32mOK
\e[0m 0.05
34067 cic:/CoRN/algebra/CIdeals/ideal_rect.con
\e[0;32mOK
\e[0m 0.04
34068 cic:/CoRN/algebra/CIdeals/idpred.con
\e[0;32mOK
\e[0m 0.04
34069 cic:/CoRN/algebra/CIdeals/is_coideal_ind.con
\e[0;32mOK
\e[0m 0.11
34070 cic:/CoRN/algebra/CIdeals/is_coideal_rec.con
\e[0;32mOK
\e[0m 0.09
34071 cic:/CoRN/algebra/CIdeals/is_ideal_ind.con
\e[0;32mOK
\e[0m 0.04
34072 cic:/CoRN/algebra/CIdeals/is_ideal_rec.con
\e[0;32mOK
\e[0m 0.05
34073 cic:/CoRN/algebra/CIdeals/Ideals/C.var
\e[0;32mOK
\e[0m 0.02
34074 cic:/CoRN/algebra/CIdeals/Ideals/I.var
\e[0;32mOK
\e[0m 0.01
34075 cic:/CoRN/algebra/CIdeals/Ideal_Axioms/C.var
\e[0;32mOK
\e[0m 0.02
34076 cic:/CoRN/algebra/CIdeals/Ideal_Axioms/I.var
\e[0;32mOK
\e[0m 0.01
34077 cic:/CoRN/algebra/CHomomorphism_Theorems/Theorem_on_Rings/sigma.var
\e[0;32mOK
\e[0m 0.02
34078 cic:/CoRN/algebra/CHomomorphism_Theorems/Theorem_on_Rings/Cs_CoIdeal/sigma.var
\e[0;32mOK
\e[0m 0.01
34079 cic:/CoRN/algebra/CHomomorphism_Theorems/Theorem_on_Modules/A.var
\e[0;32mOK
\e[0m 0.01
34080 cic:/CoRN/algebra/CHomomorphism_Theorems/Theorem_on_Modules/B.var
\e[0;32mOK
\e[0m 0.01
34081 cic:/CoRN/algebra/CHomomorphism_Theorems/Theorem_on_Modules/Cs_CoModule/A.var
\e[0;32mOK
\e[0m 0.02
34082 cic:/CoRN/algebra/CHomomorphism_Theorems/Theorem_on_Modules/Cs_CoModule/B.var
\e[0;32mOK
\e[0m 0.00
34083 cic:/CoRN/algebra/CFields/CField_rect.con
\e[0;32mOK
\e[0m 0.14
34084 cic:/CoRN/algebra/CFields/cf_crr.con
\e[0;32mOK
\e[0m 0.07
34085 cic:/CoRN/algebra/CFields/Rcpcl_properties/F.var
\e[0;32mOK
\e[0m 0.02
34086 cic:/CoRN/algebra/CFields/MultipGroup/F.var
\e[0;32mOK
\e[0m 0.01
34087 cic:/CoRN/algebra/CFields/Mult_Cancel_Ap_Zero/F.var
\e[0;32mOK
\e[0m 0.02
34088 cic:/CoRN/algebra/CFields/Field_multiplication/F.var
\e[0;32mOK
\e[0m 0.01
34089 cic:/CoRN/algebra/CFields/Field_basics/F.var
\e[0;32mOK
\e[0m 0.03
34090 cic:/CoRN/algebra/CFields/Field_axioms/F.var
\e[0;32mOK
\e[0m 0.03
34091 cic:/CoRN/algebra/CFields/Div_properties/F.var
\e[0;32mOK
\e[0m 0.02
34092 cic:/CoRN/algebra/CFields/CField_Ops/X.var
\e[0;32mOK
\e[0m 0.02
34093 cic:/CoRN/algebra/CAbGroups/zmult_mult.con
\e[0;32mOK
\e[0m 2.12
34094 cic:/CoRN/algebra/CAbGroups/zmult_plus.con
\e[0;32mOK
\e[0m 1.77
34095 cic:/Cachan/SMC/tauto/is_tauto_lemma.con
\e[0;32mOK
\e[0m 1.07
34096 cic:/Cachan/SMC/quant/BDDsubst_lemma.con
\e[0;32mOK
\e[0m 71.05
34097 cic:/Cachan/SMC/quant/BDDuniv_list_OK.con
\e[0;32mOK
\e[0m 0.04
34098 cic:/Cachan/SMC/quant/BDDunivl_lemma.con
\e[0;32mOK
\e[0m 8.82
34099 cic:/Cachan/SMC/op/BDDiff_list_OK_cons.con
\e[0;32mOK
\e[0m 0.08
34100 cic:/Sophia-Antipolis/geometry/repere_plan/unicite_composantes_vecteur.con
\e[0;32mOK
\e[0m 0.03
34101 cic:/Sophia-Antipolis/geometry/repere_ortho_plan/orthogonal_colineaires.con
\e[0;32mOK
\e[0m 0.03
34102 cic:/Sophia-Antipolis/geometry/reflexion_plane/projete_orthogonal_image.con
\e[0;32mOK
\e[0m 0.03
34103 cic:/Sophia-Antipolis/geometry/projection_orthogonale/projete_axe.con
\e[0;32mOK
\e[0m 0.04
34104 cic:/Sophia-Antipolis/geometry/orthogonalite/opp_orthogonal6.con
\e[0;32mOK
\e[0m 0.02
34105 cic:/Sophia-Antipolis/geometry/orthocentre/triangle_rectangle_une_fois.con
\e[0;32mOK
\e[0m 0.48
34106 cic:/Sophia-Antipolis/geometry/metrique_triangle/orthogonal_distincts.con
\e[0;32mOK
\e[0m 0.02
34107 cic:/Sophia-Antipolis/geometry/homothetie_plane/paralleles_homothetie.con
\e[0;32mOK
\e[0m 0.12
34108 cic:/Sophia-Antipolis/geometry/exercice_espace/exercice_cube.con
\e[0;32mOK
\e[0m 1.39
34109 cic:/Sophia-Antipolis/geometry/euclidien_classiques/egalite_scalaire_deux_projetes.con
\e[0;32mOK
\e[0m 0.06
34110 cic:/Sophia-Antipolis/geometry/euclidien_classiques/rectangle_Pythagore.con
\e[0;32mOK
\e[0m 0.04
34111 cic:/Sophia-Antipolis/geometry/composee_reflexions/composee_reflexions_axes_paralleles.con
\e[0;32mOK
\e[0m 3.89
34112 cic:/Sophia-Antipolis/geometry/affine_classiques/reciproque_droite_milieu.con
\e[0;32mOK
\e[0m 0.03
34113 cic:/Sophia-Antipolis/geometry/Plan_espace/position_relative_plans_non_disjoints.con
\e[0;32mOK
\e[0m 0.05
34114 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_uni_ac.con
\e[0;32mOK
\e[0m 0.02
34115 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_uni_bd.con
\e[0;32mOK
\e[0m 0.01
34116 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_is_relation.con
\e[0;32mOK
\e[0m 0.03
34117 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/composition_bounded_by.con
\e[0;32mOK
\e[0m 0.02
34118 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_sub_Out.con
\e[0;32mOK
\e[0m 0.04
34119 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glu_wd_Out.con
\e[0;32mOK
\e[0m 0.04
34120 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/pair_proj2_Out.con
\e[0;32mOK
\e[0m 0.06
34121 cic:/Sophia-Antipolis/Float/FroundProp/RleMinR0.con
\e[0;32mOK
\e[0m 0.16
34122 cic:/Sophia-Antipolis/Float/FroundPlus/LSBMinus.con
\e[0;32mOK
\e[0m 0.27
34123 cic:/Sophia-Antipolis/Float/FroundPlus/LSBPlus.con
\e[0;32mOK
\e[0m 0.22
34124 cic:/Sophia-Antipolis/Float/Fnorm/FnormalLtFirstNormalNeg.con
\e[0;32mOK
\e[0m 0.05
34125 cic:/Sophia-Antipolis/Float/Fnorm/FsubnormalnormalLtPos.con
\e[0;32mOK
\e[0m 0.02
34126 cic:/Sophia-Antipolis/Float/FSucc/FSuccNegCanonic.con
\e[0;32mOK
\e[0m 0.09
34127 cic:/Sophia-Antipolis/Float/FSucc/FSuccPosNotMax.con
\e[0;32mOK
\e[0m 0.03
34128 cic:/Sophia-Antipolis/Buchberger/Pspoly/confl_reducestar.con
\e[0;32mOK
\e[0m 0.03
34129 cic:/Sophia-Antipolis/Buchberger/Pcomb/SpolyQ_imp_ConfluentReduce.con
\e[0;32mOK
\e[0m 0.03
34130 cic:/Sophia-Antipolis/Buchberger/BuchRed/Red_grobner.con
\e[0;32mOK
\e[0m 0.41
34131 cic:/Sophia-Antipolis/Buchberger/BuchRed/cb_Red_cb1.con
\e[0;32mOK
\e[0m 0.03
34132 cic:/Sophia-Antipolis/Buchberger/Buch/pbuchf.con
\e[0;32mOK
\e[0m 3.04
34133 cic:/Sophia-Antipolis/Buchberger/Buch/spolyp_addEnd_genPcPf.con
\e[0;32mOK
\e[0m 0.14
34134 cic:/Sophia-Antipolis/Algebra/Sgroup_cat/SGROUP.con
\e[0;31mFAIL
\e[0m
34135 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_hom_rect.con
\e[0;31mFAIL
\e[0m
34136 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_id.con
\e[0;31mFAIL
\e[0m
34137 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_sgroup_hom.con
\e[0;31mFAIL
\e[0m
34138 cic:/Sophia-Antipolis/Algebra/Group_cat/group_inverse_l_prf.con
\e[0;31mFAIL
\e[0m
34139 cic:/Sophia-Antipolis/Algebra/Group_cat/group_inverse_r_prf.con
\e[0;31mFAIL
\e[0m
34140 cic:/Sophia-Antipolis/Algebra/Group_cat/group_monoid.con
\e[0;31mFAIL
\e[0m
34141 cic:/Sophia-Antipolis/Algebra/Group_cat/group_on_ind.con
\e[0;31mFAIL
\e[0m
34142 cic:/Sophia-Antipolis/Algebra/Group_cat/group_on_rec.con
\e[0;31mFAIL
\e[0m
34143 cic:/Sophia-Antipolis/Algebra/Group_cat/group_rect.con
\e[0;31mFAIL
\e[0m
34144 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_monoid_ind.con
\e[0;32mOK
\e[0m 0.02
34145 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_monoid_on_def.con
\e[0;32mOK
\e[0m 0.01
34146 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_monoid_rec.con
\e[0;32mOK
\e[0m 0.01
34147 cic:/Rocq/TreeAutomata/states_kill_correct/DTA_kill_ref_ok_invar_lazy.con
\e[0;32mOK
\e[0m 0.06
34148 cic:/Rocq/THREE_GAP/prop_fl/absurd1.con
\e[0;32mOK
\e[0m 0.08
34149 cic:/Rocq/THREE_GAP/prop_fl/contra_tech_fp_alp_irr.con
\e[0;32mOK
\e[0m 0.02
34150 cic:/Rocq/THREE_GAP/prop_fl/fp_first_R0.con
\e[0;32mOK
\e[0m 0.08
34151 cic:/Rocq/THREE_GAP/prop_fl/tech_after.con
\e[0;32mOK
\e[0m 0.28
34152 cic:/Rocq/THREE_GAP/prop_fl/tech_first_aux.con
\e[0;32mOK
\e[0m 0.07
34153 cic:/Rocq/THREE_GAP/prop_fl/tech_last_aux.con
\e[0;32mOK
\e[0m 0.14
34154 cic:/Rocq/GRAPHS/cgraph/CG_leq_trans.con
\e[0;32mOK
\e[0m 0.07
34155 cic:/Rocq/GRAPHS/cgraph/CG_rooted_sat.con
\e[0;32mOK
\e[0m 0.03
34156 cic:/Rocq/GRAPHS/cgraph/CG_sat_add_1.con
\e[0;32mOK
\e[0m 0.02
34157 cic:/Rocq/GRAPHS/cgraph/ad_simple_path_dist_d_3.con
\e[0;32mOK
\e[0m 0.04
34158 cic:/Rocq/GRAPHS/cgraph/cg_add_out_of_range_1.con
\e[0;32mOK
\e[0m 0.01
34159 cic:/Rocq/GRAPHS/cgraph/cg_out_of_range_3.con
\e[0;32mOK
\e[0m 0.01
34160 cic:/Rocq/COC/Class/skel_sound.con
\e[0;32mOK
\e[0m 0.39
34161 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inv_comp_invs1.con
\e[0;32mOK
\e[0m 0.04
34162 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inv_comp_invs2.con
\e[0;32mOK
\e[0m 0.02
34163 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Opposite_map.con
\e[0;32mOK
\e[0m 0.01
34164 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/YonedaLemma/YLpsi_map1.con
\e[0;32mOK
\e[0m 0.03
34165 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Faithful0''_rect.con
\e[0;32mOK
\e[0m 0.02
34166 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Faithful_functor0''.con
\e[0;32mOK
\e[0m 0.01
34167 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Full0''_rect.con
\e[0;32mOK
\e[0m 0.03
34168 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Full_functor0''.con
\e[0;32mOK
\e[0m 0.02
34169 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/ApNT.con
\e[0;32mOK
\e[0m 0.03
34170 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/NT_rect.con
\e[0;32mOK
\e[0m 0.02
34171 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/NatIso/about_isIso/T.var
\e[0;32mOK
\e[0m 0.02
34172 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/NatIso/about_isIso/T1.var
\e[0;32mOK
\e[0m 0.01
34173 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/interchangelaw/T'.var
\e[0;32mOK
\e[0m 0.02
34174 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/interchangelaw/T.var
\e[0;32mOK
\e[0m 0.01
34175 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/interchangelaw/U'.var
\e[0;32mOK
\e[0m 0.01
34176 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/interchangelaw/U.var
\e[0;32mOK
\e[0m 0.01
34177 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/horz_comp/T'.var
\e[0;32mOK
\e[0m 0.01
34178 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/horz_comp/T.var
\e[0;32mOK
\e[0m 0.01
34179 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/assoc_horz_comp/T''.var
\e[0;32mOK
\e[0m 0.01
34180 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/assoc_horz_comp/T'.var
\e[0;32mOK
\e[0m 0.01
34181 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/assoc_horz_comp/T.var
\e[0;32mOK
\e[0m 0.01
34182 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/HomFunctor_NT/NtH_map.con
\e[0;32mOK
\e[0m 0.08
34183 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/CatFunct/Id_CatFunct.con
\e[0;32mOK
\e[0m 0.02
34184 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/CatFunct/cat_functor/compnt/T'.var
\e[0;32mOK
\e[0m 0.01
34185 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/CatFunct/cat_functor/compnt/T.var
\e[0;32mOK
\e[0m 0.01
34186 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/IsUA.ind
\e[0;32mOK
\e[0m 0.02
34187 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/Cone.con
\e[0;32mOK
\e[0m 0.02
34188 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/FPA_mor.con
\e[0;32mOK
\e[0m 0.04
34189 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/IsCoUA.ind
\e[0;32mOK
\e[0m 0.02
34190 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/CoCone.con
\e[0;32mOK
\e[0m 0.02
34191 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/Faithful_functor.con
\e[0;32mOK
\e[0m 0.02
34192 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/Faithful_rect.con
\e[0;32mOK
\e[0m 0.01
34193 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/Full_functor.con
\e[0;32mOK
\e[0m 0.02
34194 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/Full_rect.con
\e[0;32mOK
\e[0m 0.03
34195 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Comp_FMap.con
\e[0;32mOK
\e[0m 0.04
34196 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Functor_setoid.con
\e[0;32mOK
\e[0m 0.03
34197 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Dual_Functor/Dfunctor.con
\e[0;32mOK
\e[0m 0.03
34198 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Com_arrow.ind
\e[0;32mOK
\e[0m 0.02
34199 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Id_com_law.con
\e[0;32mOK
\e[0m 0.06
34200 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Assoc_PROD.con
\e[0;32mOK
\e[0m 0.32
34201 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Idl_PROD.con
\e[0;32mOK
\e[0m 0.28
34202 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/Idr_PROD.con
\e[0;32mOK
\e[0m 0.27
34203 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/Comp_MON.con
\e[0;32mOK
\e[0m 0.09
34204 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Pullback/S_pulb.con
\e[0;32mOK
\e[0m 0.07
34205 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Equalizer/S_equaz.con
\e[0;32mOK
\e[0m 0.03
34206 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/Beta_rule_law.con
\e[0;32mOK
\e[0m 0.04
34207 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/Eta_rule_law.con
\e[0;32mOK
\e[0m 0.04
34208 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/E_monic.con
\e[0;32mOK
\e[0m 0.17
34209 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/Epic_Equalizer_id.con
\e[0;32mOK
\e[0m 0.05
34210 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Eq_Mor_prod.con
\e[0;31mFAIL
\e[0m
34211 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Mor_prod_l.con
\e[0;32mOK
\e[0m 0.12
34212 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Mor_prod_r.con
\e[0;32mOK
\e[0m 0.14
34213 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/HOM_l.con
\e[0;32mOK
\e[0m 0.03
34214 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/Cond2_ind.con
\e[0;32mOK
\e[0m 0.06
34215 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/Cond2_rec.con
\e[0;32mOK
\e[0m 0.04
34216 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/Cond2_t.con
\e[0;32mOK
\e[0m 0.04
34217 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/SSC2_I.con
\e[0;32mOK
\e[0m 0.02
34218 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/SSC2_rect.con
\e[0;32mOK
\e[0m 0.03
34219 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/ssc2_def/s.var
\e[0;32mOK
\e[0m 0.02
34220 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof2/freyd_th_2'/s.var
\e[0;32mOK
\e[0m 0.02
34221 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof1/freyd_th_2/s.var
\e[0;32mOK
\e[0m 0.02
34222 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunProd/Fun_prod_mor.con
\e[0;32mOK
\e[0m 0.04
34223 cic:/Rocq/AILS/ycngstys/Rlt_1_PI2.con
\e[0;31mFAIL
\e[0m
34224 cic:/Rocq/AILS/trajectory_def/MaxBank_encadr.con
\e[0;31mFAIL
\e[0m
34225 cic:/Rocq/AILS/trajectory_def/Trajectory.ind
\e[0;32mOK
\e[0m 0.07
34226 cic:/Rocq/AILS/trajectory_def/init_tr_cond_x.con
\e[0;31mSKIPPED
\e[0m
34227 cic:/Rocq/AILS/trajectory_def/init_tr_cond_y.con
\e[0;31mSKIPPED
\e[0m
34228 cic:/Rocq/AILS/trajectory_const/tan_MaxBank_approx.con
\e[0;32mOK
\e[0m 0.19
34229 cic:/Rocq/AILS/rrho/rho.con
\e[0;32mOK
\e[0m 0.03
34230 cic:/Rocq/AILS/ails_def/Bank_rect.con
\e[0;32mOK
\e[0m 0.04
34231 cic:/Rocq/AILS/ails_def/State.ind
\e[0;32mOK
\e[0m 0.01
34232 cic:/Rocq/AILS/ails_def/r.con
\e[0;32mOK
\e[0m 0.01
34233 cic:/Rocq/AILS/ails/cond1_0.con
\e[0;32mOK
\e[0m 0.11
34234 cic:/Rocq/AILS/ails/cond2_0.con
\e[0;32mOK
\e[0m 0.05
34235 cic:/Nijmegen/QArith/second_Field_Theory_Q/total_Qdiv_lazy.con
\e[0;32mOK
\e[0m 0.06
34236 cic:/Nijmegen/QArith/quadratic_correctness/spec_Qquadratic_Qpositive_to_Q_Zopp_2.con
\e[0;32mOK
\e[0m 0.26
34237 cic:/Nijmegen/QArith/quadratic_correctness/spec_Qquadratic_Qpositive_to_Q_Zopp_3.con
\e[0;32mOK
\e[0m 0.16
34238 cic:/Nijmegen/QArith/general_Q/Qle_lt_reg_neg.con
\e[0;32mOK
\e[0m 0.04
34239 cic:/Nijmegen/QArith/general_Q/Qle_lt_reg_pos.con
\e[0;32mOK
\e[0m 0.01
34240 cic:/Nijmegen/QArith/general_Q/Qle_plus_plus.con
\e[0;32mOK
\e[0m 0.11
34241 cic:/Nijmegen/QArith/general_Q/Qlt_le_reg.con
\e[0;32mOK
\e[0m 0.02
34242 cic:/Nijmegen/QArith/Q_order/Q_distr_left.con
\e[0;32mOK
\e[0m 0.19
34243 cic:/Eindhoven/POCKLINGTON/order/order_ex.con
\e[0;32mOK
\e[0m 0.21
34244 cic:/Eindhoven/POCKLINGTON/order/order_le_predp.con
\e[0;32mOK
\e[0m 0.11
34245 cic:/Coq/Reals/Rtrigo_reg/continuity_cos.con
\e[0;32mOK
\e[0m 1.40
34246 cic:/Coq/Reals/Rtrigo_reg/derivable_pt_lim_sin_0.con
\e[0;32mOK
\e[0m 1.71
34247 cic:/Coq/Reals/Rtrigo_def/cosh_0.con
\e[0;32mOK
\e[0m 0.14
34248 cic:/Coq/Reals/Rtrigo_def/sinh_0.con
\e[0;32mOK
\e[0m 0.02
34249 cic:/Coq/Reals/Rtrigo_def/tanh.con
\e[0;32mOK
\e[0m 0.00
34250 cic:/Coq/Reals/Rtrigo_calc/PI4_RGT_0.con
\e[0;32mOK
\e[0m 0.02
34251 cic:/Coq/Reals/Rtrigo_calc/PI6_RGT_0.con
\e[0;32mOK
\e[0m 0.01
34252 cic:/Coq/Reals/Rtrigo_calc/PI6_RLT_PI2.con
\e[0;32mOK
\e[0m 0.49
34253 cic:/Coq/Reals/Rtrigo_calc/Rgt_2PI_0.con
\e[0;32mOK
\e[0m 0.02
34254 cic:/Coq/Reals/Rtrigo_calc/Rgt_3PI2_0.con
\e[0;32mOK
\e[0m 0.01
34255 cic:/Coq/Reals/Rtrigo_calc/tand.con
\e[0;32mOK
\e[0m 0.01
34256 cic:/Coq/Reals/Rtrigo_alt/cos_bound.con
\e[0;32mOK
\e[0m 3.97
34257 cic:/Coq/Reals/Rtrigo_alt/sin_bound.con
\e[0;32mOK
\e[0m 4.81
34258 cic:/Coq/Reals/Rtrigo/PI2_RGT_0.con
\e[0;32mOK
\e[0m 0.02
34259 cic:/Coq/Reals/Rtrigo/PI2_Rlt_PI.con
\e[0;32mOK
\e[0m 0.02
34260 cic:/Coq/Reals/Rtrigo/PI4_RLT_PI2.con
\e[0;32mOK
\e[0m 0.04
34261 cic:/Coq/Reals/Rtrigo/PI_neq0.con
\e[0;32mOK
\e[0m 0.01
34262 cic:/Coq/Reals/Rtrigo/cos_neg.con
\e[0;32mOK
\e[0m 0.01
34263 cic:/Coq/Reals/Rtrigo/sin_lb_gt_0.con
\e[0;32mOK
\e[0m 2.80
34264 cic:/Coq/Reals/Rtrigo/sin_neg.con
\e[0;32mOK
\e[0m 0.03
34265 cic:/Coq/Reals/Rtrigo/tan_0.con
\e[0;32mOK
\e[0m 0.01
34266 cic:/Coq/Reals/Rtopology/prolongement_C0.con
\e[0;32mOK
\e[0m 43.05
34267 cic:/Coq/Reals/Rsqrt_def/Rsqrt_exists.con
\e[0;32mOK
\e[0m 3.57
34268 cic:/Coq/Reals/RiemannInt/RiemannInt_P11.con
\e[0;32mOK
\e[0m 17.29
34269 cic:/Coq/Reals/RiemannInt/RiemannInt_P2.con
\e[0;32mOK
\e[0m 5.39
34270 cic:/Coq/Reals/RiemannInt/RiemannInt_P21.con
\e[0;32mOK
\e[0m 9.26
34271 cic:/Coq/Reals/RiemannInt/RiemannInt_P22.con
\e[0;32mOK
\e[0m 49.30
34272 cic:/Coq/Reals/RiemannInt/RiemannInt_P23.con
\e[0;32mOK
\e[0m 31.02
34273 cic:/Coq/Reals/RiemannInt/RiemannInt_P4.con
\e[0;32mOK
\e[0m 18.70
34274 cic:/Coq/Reals/RiemannInt/RiemannInt_P6.con
\e[0;32mOK
\e[0m 10.47
34275 cic:/Coq/Reals/Rgeom/rotation_0.con
\e[0;32mOK
\e[0m 0.06
34276 cic:/Coq/Reals/Ranalysis4/derivable_pt_finite_sum.con
\e[0;32mOK
\e[0m 0.76
34277 cic:/Coq/Reals/Ranalysis3/derivable_pt_div.con
\e[0;32mOK
\e[0m 0.67
34278 cic:/Coq/Reals/Exp_prop/derivable_pt_lim_exp_0.con
\e[0;32mOK
\e[0m 867.07
34279 cic:/Coq/Reals/Exp_prop/exp_plus.con
\e[0;32mOK
\e[0m 0.50
34280 cic:/Coq/Reals/Cos_rel/B1_cvg.con
\e[0;32mOK
\e[0m 0.91
34281 cic:/CoRN/tactics/GroupReflection/MI_mult_corr_G.con
\e[0;32mOK
\e[0m 4.68
34282 cic:/CoRN/tactics/GroupReflection/fexprG2interp.con
\e[0;32mOK
\e[0m 0.10
34283 cic:/CoRN/tactics/GroupReflection/fexprG2wf.con
\e[0;32mOK
\e[0m 0.03
34284 cic:/CoRN/tactics/FieldReflection/Field_NormCorrect/binop.var
\e[0;32mOK
\e[0m 0.07
34285 cic:/CoRN/tactics/FieldReflection/Field_NormCorrect/pfun.var
\e[0;32mOK
\e[0m 0.00
34286 cic:/CoRN/tactics/FieldReflection/Field_NormCorrect/unop.var
\e[0;32mOK
\e[0m 0.00
34287 cic:/CoRN/tactics/FieldReflection/Field_NormCorrect/val.var
\e[0;32mOK
\e[0m 0.00
34288 cic:/CoRN/tactics/FieldReflection/Field_Interpretation_Function/binop.var
\e[0;32mOK
\e[0m 0.01
34289 cic:/CoRN/tactics/FieldReflection/Field_Interpretation_Function/pfun.var
\e[0;32mOK
\e[0m 0.01
34290 cic:/CoRN/tactics/FieldReflection/Field_Interpretation_Function/unop.var
\e[0;32mOK
\e[0m 0.00
34291 cic:/CoRN/tactics/FieldReflection/Field_Interpretation_Function/val.var
\e[0;32mOK
\e[0m 0.01
34292 cic:/CoRN/model/setoids/Qpossetoid/multdiv2.con
\e[0;32mOK
\e[0m 0.33
34293 cic:/CoRN/model/monoids/Qposmonoid/Qpos_mult_as_CMonoid.con
\e[0;32mOK
\e[0m 0.23
34294 cic:/CoRN/model/groups/Qgroup/Q_as_CGroup.con
\e[0;32mOK
\e[0m 0.16
34295 cic:/CoRN/model/Zmod/Zm/Zm_plus.con
\e[0;32mOK
\e[0m 0.05
34296 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_elim_lft.con
\e[0;32mOK
\e[0m 0.26
34297 cic:/CoRN/model/Zmod/ZMod/Zmodeq_mod_elim.con
\e[0;32mOK
\e[0m 0.17
34298 cic:/CoRN/model/Zmod/ZMod/Zmodeq_mod_elim_lft.con
\e[0;32mOK
\e[0m 0.02
34299 cic:/CoRN/model/Zmod/ZMod/Zmodeq_mod_elim_rht.con
\e[0;32mOK
\e[0m 0.01
34300 cic:/CoRN/model/Zmod/ZMod/Zmodeq_mod_intro.con
\e[0;32mOK
\e[0m 0.01
34301 cic:/CoRN/model/Zmod/ZMod/Zmodeq_mod_intro_lft.con
\e[0;32mOK
\e[0m 0.01
34302 cic:/CoRN/model/Zmod/ZMod/Zmodeq_mod_intro_rht.con
\e[0;32mOK
\e[0m 0.01
34303 cic:/CoRN/model/Zmod/ZGcd/Zdiv_gcd_elim_rht.con
\e[0;32mOK
\e[0m 0.10
34304 cic:/CoRN/model/Zmod/ZGcd/Zgcd_div_mult_lft.con
\e[0;32mOK
\e[0m 0.23
34305 cic:/CoRN/model/Zmod/ZGcd/Zgcd_gcd_rl.con
\e[0;32mOK
\e[0m 0.28
34306 cic:/CoRN/model/Zmod/ZGcd/Zgcd_idemp.con
\e[0;32mOK
\e[0m 0.11
34307 cic:/CoRN/model/Zmod/ZGcd/Zgcd_is_gcd.con
\e[0;32mOK
\e[0m 0.12
34308 cic:/CoRN/model/Zmod/ZGcd/Zgcd_le_rht.con
\e[0;32mOK
\e[0m 0.04
34309 cic:/CoRN/model/Zmod/ZGcd/Zgcd_mod0_rht.con
\e[0;32mOK
\e[0m 0.02
34310 cic:/CoRN/model/Zmod/ZGcd/Zgcd_mult_elim_ll.con
\e[0;32mOK
\e[0m 0.02
34311 cic:/CoRN/model/Zmod/ZGcd/Zgcd_one_rht.con
\e[0;32mOK
\e[0m 0.02
34312 cic:/CoRN/model/Zmod/ZGcd/Zgcd_plus_elim_rr.con
\e[0;32mOK
\e[0m 0.26
34313 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_mult_div_simpl.con
\e[0;32mOK
\e[0m 0.09
34314 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_one_lft.con
\e[0;32mOK
\e[0m 0.01
34315 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.83
34316 cic:/CoRN/algebra/CVectorSpace/VSpace.ind
\e[0;32mOK
\e[0m 0.10
34317 cic:/CoRN/algebra/CSums/Sum2_plus_Sum2.con
\e[0;32mOK
\e[0m 0.69
34318 cic:/CoRN/algebra/CSums/Sum_big_shift.con
\e[0;32mOK
\e[0m 0.14
34319 cic:/CoRN/algebra/CSums/Sum_minus_Sum.con
\e[0;32mOK
\e[0m 0.20
34320 cic:/CoRN/algebra/CSums/Sum_term.con
\e[0;32mOK
\e[0m 0.83
34321 cic:/CoRN/algebra/CSums/inv_Sum2.con
\e[0;32mOK
\e[0m 0.31
34322 cic:/CoRN/algebra/CRings/Build_multCMonoid.con
\e[0;32mOK
\e[0m 0.17
34323 cic:/CoRN/algebra/CRings/Fscalmult.con
\e[0;32mOK
\e[0m 0.09
34324 cic:/CoRN/algebra/CRings/cring_mult_zero.con
\e[0;32mOK
\e[0m 0.19
34325 cic:/CoRN/algebra/CRings/dist_1b.con
\e[0;32mOK
\e[0m 0.11
34326 cic:/CoRN/algebra/CRings/included_FMult''.con
\e[0;32mOK
\e[0m 0.16
34327 cic:/CoRN/algebra/CRings/included_FMult'.con
\e[0;32mOK
\e[0m 0.04
34328 cic:/CoRN/algebra/CRings/included_FMult.con
\e[0;32mOK
\e[0m 0.03
34329 cic:/CoRN/algebra/CRings/nexp_Sn.con
\e[0;32mOK
\e[0m 0.16
34330 cic:/CoRN/algebra/CRings/nexp_strext.con
\e[0;32mOK
\e[0m 0.04
34331 cic:/CoRN/algebra/CRings/nexp_wd.con
\e[0;32mOK
\e[0m 0.04
34332 cic:/CoRN/algebra/CRings/ring_distl_unfolded.con
\e[0;32mOK
\e[0m 0.20
34333 cic:/CoRN/algebra/CRings/zring.con
\e[0;32mOK
\e[0m 0.04
34334 cic:/CoRN/algebra/CRings/zring_old_inv.con
\e[0;32mOK
\e[0m 0.40
34335 cic:/CoRN/algebra/CRings/zring_old_inv_nat.con
\e[0;32mOK
\e[0m 0.07
34336 cic:/CoRN/algebra/CRings/zring_old_plus.con
\e[0;32mOK
\e[0m 0.68
34337 cic:/CoRN/algebra/CRings/zring_old_plus_nat.con
\e[0;32mOK
\e[0m 0.12
34338 cic:/CoRN/algebra/CRing_Homomorphisms/RingHom_ind.con
\e[0;32mOK
\e[0m 0.09
34339 cic:/CoRN/algebra/CRing_Homomorphisms/RingHom_rec.con
\e[0;32mOK
\e[0m 0.01
34340 cic:/CoRN/algebra/CRing_Homomorphisms/rh1.con
\e[0;32mOK
\e[0m 0.04
34341 cic:/CoRN/algebra/CRing_Homomorphisms/rh2.con
\e[0;32mOK
\e[0m 0.02
34342 cic:/CoRN/algebra/CRing_Homomorphisms/rh3.con
\e[0;32mOK
\e[0m 0.01
34343 cic:/CoRN/algebra/CRing_Homomorphisms/rh_strext.con
\e[0;32mOK
\e[0m 0.14
34344 cic:/CoRN/algebra/CQuotient_Rings/ap_quotring.con
\e[0;32mOK
\e[0m 0.12
34345 cic:/CoRN/algebra/CQuotient_Rings/eq_quotring.con
\e[0;32mOK
\e[0m 0.03
34346 cic:/CoRN/algebra/CPolynomials/cotransitive_cpoly_ap.con
\e[0;32mOK
\e[0m 0.72
34347 cic:/CoRN/algebra/CPolynomials/cpoly_double_sym_ind0.con
\e[0;32mOK
\e[0m 0.06
34348 cic:/CoRN/algebra/CPolynomials/tight_apart_cpoly_ap.con
\e[0;32mOK
\e[0m 0.85
34349 cic:/CoRN/algebra/CPoly_ApZero/poly_representation''.con
\e[0;32mOK
\e[0m 0.25
34350 cic:/CoRN/algebra/CPoly_ApZero/Poly_Representation/a_.var
\e[0;32mOK
\e[0m 0.01
34351 cic:/CoRN/algebra/CPoly_ApZero/Characteristic_zero/H.var
\e[0;32mOK
\e[0m 0.04
34352 cic:/CoRN/algebra/COrdFields/is_COrdField.ind
\e[0;32mOK
\e[0m 0.08
34353 cic:/CoRN/algebra/CMonoidCyc/C_as_CSemiGroup.con
\e[0;32mOK
\e[0m 0.74
34354 cic:/CoRN/algebra/CModules/RModule_ind.con
\e[0;32mOK
\e[0m 0.05
34355 cic:/CoRN/algebra/CModules/RModule_rec.con
\e[0;32mOK
\e[0m 0.02
34356 cic:/CoRN/algebra/CModules/rm_mu.con
\e[0;32mOK
\e[0m 0.03
34357 cic:/CoRN/algebra/CModule_Homomorphisms/ModHom_Definition/ModHom_Preliminary/phi.var
\e[0;32mOK
\e[0m 0.04
34358 cic:/CoRN/algebra/CIdeals/ciproof.con
\e[0;32mOK
\e[0m 0.02
34359 cic:/CoRN/algebra/CIdeals/coideal_apzero.con
\e[0;32mOK
\e[0m 0.08
34360 cic:/CoRN/algebra/CIdeals/coideal_as_CSetoid.con
\e[0;32mOK
\e[0m 0.02
34361 cic:/CoRN/algebra/CIdeals/coideal_ind.con
\e[0;32mOK
\e[0m 0.01
34362 cic:/CoRN/algebra/CIdeals/coideal_is_coideal.con
\e[0;32mOK
\e[0m 0.01
34363 cic:/CoRN/algebra/CIdeals/coideal_mult.con
\e[0;32mOK
\e[0m 0.05
34364 cic:/CoRN/algebra/CIdeals/coideal_nontriv.con
\e[0;32mOK
\e[0m 0.03
34365 cic:/CoRN/algebra/CIdeals/coideal_plus.con
\e[0;32mOK
\e[0m 0.06
34366 cic:/CoRN/algebra/CIdeals/coideal_rec.con
\e[0;32mOK
\e[0m 0.01
34367 cic:/CoRN/algebra/CIdeals/coideal_wd.con
\e[0;32mOK
\e[0m 0.06
34368 cic:/CoRN/algebra/CIdeals/ideal_as_CSetoid.con
\e[0;32mOK
\e[0m 0.03
34369 cic:/CoRN/algebra/CIdeals/ideal_ind.con
\e[0;32mOK
\e[0m 0.02
34370 cic:/CoRN/algebra/CIdeals/ideal_is_ideal.con
\e[0;32mOK
\e[0m 0.01
34371 cic:/CoRN/algebra/CIdeals/ideal_rec.con
\e[0;32mOK
\e[0m 0.01
34372 cic:/CoRN/algebra/CIdeals/idproof.con
\e[0;32mOK
\e[0m 0.01
34373 cic:/CoRN/algebra/CHomomorphism_Theorems/cspredR.con
\e[0;32mOK
\e[0m 0.04
34374 cic:/CoRN/algebra/CFields/CField_ind.con
\e[0;32mOK
\e[0m 0.06
34375 cic:/CoRN/algebra/CFields/CField_rec.con
\e[0;32mOK
\e[0m 0.02
34376 cic:/CoRN/algebra/CFields/cf_rcpcl.con
\e[0;32mOK
\e[0m 0.02
34377 cic:/CoRN/algebra/CFields/CField_Ops/F.var
\e[0;32mOK
\e[0m 0.02
34378 cic:/CoRN/algebra/CFields/CField_Ops/G.var
\e[0;32mOK
\e[0m 0.00
34379 cic:/CoRN/algebra/CFields/CField_Ops/R.var
\e[0;32mOK
\e[0m 0.00
34380 cic:/Cachan/SMC/quant/BDDex_config_OK.con
\e[0;32mOK
\e[0m 39.44
34381 cic:/Cachan/SMC/quant/BDDex_is_ex.con
\e[0;32mOK
\e[0m 4.01
34382 cic:/Cachan/SMC/quant/BDDex_node_OK.con
\e[0;32mOK
\e[0m 1.08
34383 cic:/Cachan/SMC/quant/BDDex_used_nodes_preserved.con
\e[0;32mOK
\e[0m 0.75
34384 cic:/Cachan/SMC/quant/BDDsubst_config_OK.con
\e[0;32mOK
\e[0m 0.26
34385 cic:/Cachan/SMC/quant/BDDsubst_is_subst1.con
\e[0;32mOK
\e[0m 0.07
34386 cic:/Cachan/SMC/quant/BDDsubst_node_OK.con
\e[0;32mOK
\e[0m 0.03
34387 cic:/Cachan/SMC/quant/BDDsubst_used_nodes_preserved.con
\e[0;32mOK
\e[0m 0.03
34388 cic:/Cachan/SMC/quant/BDDuniv_list_OK_cons.con
\e[0;32mOK
\e[0m 0.05
34389 cic:/Cachan/SMC/quant/BDDunivl_config_OK.con
\e[0;32mOK
\e[0m 0.13
34390 cic:/Cachan/SMC/quant/BDDunivl_is_univl.con
\e[0;32mOK
\e[0m 0.03
34391 cic:/Cachan/SMC/quant/BDDunivl_node_OK.con
\e[0;32mOK
\e[0m 0.02
34392 cic:/Cachan/SMC/quant/BDDunivl_used_nodes_preserved.con
\e[0;32mOK
\e[0m 0.02
34393 cic:/Cachan/SMC/quant/be_eq_dec_complete.con
\e[0;32mOK
\e[0m 0.33
34394 cic:/Cachan/SMC/quant/be_eq_dec_correct.con
\e[0;32mOK
\e[0m 0.16
34395 cic:/Cachan/SMC/quant/be_eq_dec_eq.con
\e[0;32mOK
\e[0m 0.18
34396 cic:/Cachan/SMC/quant/be_eq_eq_dec.con
\e[0;32mOK
\e[0m 0.23
34397 cic:/Sophia-Antipolis/geometry/repere_plan/cartvec_AB.con
\e[0;32mOK
\e[0m 0.25
34398 cic:/Sophia-Antipolis/geometry/orthocentre/aux.con
\e[0;32mOK
\e[0m 0.66
34399 cic:/Sophia-Antipolis/geometry/exercice_espace/the_cube.con
\e[0;32mOK
\e[0m 2.03
34400 cic:/Sophia-Antipolis/geometry/equations_droites/vec_normal_paralleles_l.con
\e[0;32mOK
\e[0m 0.11
34401 cic:/Sophia-Antipolis/geometry/equations_droites/vec_normal_paralleles_r.con
\e[0;32mOK
\e[0m 0.03
34402 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_th2.con
\e[0;32mOK
\e[0m 0.17
34403 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_subs_are_relations.con
\e[0;32mOK
\e[0m 0.07
34404 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/composition_bounded.con
\e[0;32mOK
\e[0m 0.06
34405 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ex_eq_sub.con
\e[0;32mOK
\e[0m 0.07
34406 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof/step8.var
\e[0;32mOK
\e[0m 0.08
34407 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/step3.var
\e[0;32mOK
\e[0m 0.05
34408 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/step4.var
\e[0;32mOK
\e[0m 0.01
34409 cic:/Sophia-Antipolis/Float/FroundProp/PminPos.con
\e[0;32mOK
\e[0m 1.79
34410 cic:/Sophia-Antipolis/Float/FroundProp/RleRoundedR0.con
\e[0;32mOK
\e[0m 0.11
34411 cic:/Sophia-Antipolis/Float/FroundProp/roundedModeLessMult.con
\e[0;32mOK
\e[0m 0.48
34412 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicLtPos.con
\e[0;32mOK
\e[0m 1.31
34413 cic:/Sophia-Antipolis/Float/Fnorm/FsubnormalnormalLtNeg.con
\e[0;32mOK
\e[0m 0.09
34414 cic:/Sophia-Antipolis/Float/FSucc/FSuccCanonic.con
\e[0;32mOK
\e[0m 0.12
34415 cic:/Sophia-Antipolis/Float/ClosestMult/closestLessMultPos.con
\e[0;32mOK
\e[0m 0.93
34416 cic:/Sophia-Antipolis/Buchberger/Buch/buch.con
\e[0;32mOK
\e[0m 0.21
34417 cic:/Sophia-Antipolis/Buchberger/Buch/genOCp_redln.con
\e[0;32mOK
\e[0m 2.00
34418 cic:/Sophia-Antipolis/Buchberger/Buch/pbuchf_Stable.con
\e[0;32mOK
\e[0m 2.94
34419 cic:/Sophia-Antipolis/Buchberger/Buch/red_gen_in.con
\e[0;32mOK
\e[0m 11.94
34420 cic:/Sophia-Antipolis/Algebra/Sub_sgroup/Injection/G.var
\e[0;32mOK
\e[0m 0.06
34421 cic:/Sophia-Antipolis/Algebra/Sub_sgroup/Def/G.var
\e[0;32mOK
\e[0m 0.01
34422 cic:/Sophia-Antipolis/Algebra/Sgroup_facts/Lemmas/E.var
\e[0;32mOK
\e[0m 0.01
34423 cic:/Sophia-Antipolis/Algebra/Sgroup_facts/Lemmas/F.var
\e[0;32mOK
\e[0m 0.01
34424 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_hom_ind.con
\e[0;32mOK
\e[0m 0.25
34425 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_hom_prf.con
\e[0;32mOK
\e[0m 0.07
34426 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_hom_rec.con
\e[0;32mOK
\e[0m 0.02
34427 cic:/Sophia-Antipolis/Algebra/Group_cat/group_ind.con
\e[0;32mOK
\e[0m 0.04
34428 cic:/Sophia-Antipolis/Algebra/Group_cat/group_on_def.con
\e[0;32mOK
\e[0m 0.05
34429 cic:/Sophia-Antipolis/Algebra/Group_cat/group_rec.con
\e[0;32mOK
\e[0m 0.01
34430 cic:/Sophia-Antipolis/Algebra/Endo_set/Endo_SET_sgroup.con
\e[0;31mFAIL
\e[0m
34431 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/ABELIAN_SGROUP.con
\e[0;31mFAIL
\e[0m
34432 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_group_on.ind
\e[0;32mOK
\e[0m 0.04
34433 cic:/Rocq/THREE_GAP/prop_fl/absurd_first.con
\e[0;32mOK
\e[0m 0.24
34434 cic:/Rocq/THREE_GAP/prop_fl/absurd_last.con
\e[0;32mOK
\e[0m 0.09
34435 cic:/Rocq/THREE_GAP/prop_fl/eq_first_M_N.con
\e[0;32mOK
\e[0m 0.16
34436 cic:/Rocq/THREE_GAP/prop_fl/eq_last_M_N.con
\e[0;32mOK
\e[0m 0.13
34437 cic:/Rocq/THREE_GAP/prop_fl/prop_M.con
\e[0;32mOK
\e[0m 0.34
34438 cic:/Rocq/THREE_GAP/preuve1/inter31b.con
\e[0;32mOK
\e[0m 1.23
34439 cic:/Rocq/GRAPHS/cgraph/CGS_solve_complete_1.con
\e[0;32mOK
\e[0m 0.55
34440 cic:/Rocq/GRAPHS/cgraph/CG_add_root_out_of_range.con
\e[0;32mOK
\e[0m 0.53
34441 cic:/Rocq/COC/Strong_Norm/def_adapt.con
\e[0;32mOK
\e[0m 1.39
34442 cic:/Rocq/COC/Int_stab/int_cons_equal.con
\e[0;32mOK
\e[0m 0.12
34443 cic:/Rocq/COC/Class/class_red.con
\e[0;32mOK
\e[0m 0.11
34444 cic:/Rocq/COC/Class/class_sound.con
\e[0;32mOK
\e[0m 0.27
34445 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inverses_comp.con
\e[0;32mOK
\e[0m 0.34
34446 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/YonedaLemma/YLphi_arrow.con
\e[0;32mOK
\e[0m 0.36
34447 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/YonedaLemma/YLpsi_map1_nt_law.con
\e[0;32mOK
\e[0m 0.38
34448 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Faithful0''_ind.con
\e[0;32mOK
\e[0m 0.20
34449 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Faithful0''_rec.con
\e[0;32mOK
\e[0m 0.01
34450 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Full0''_ind.con
\e[0;32mOK
\e[0m 0.11
34451 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Full0''_rec.con
\e[0;32mOK
\e[0m 0.01
34452 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Full_mor0''.con
\e[0;32mOK
\e[0m 0.06
34453 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Prf_isFaithful0''.con
\e[0;32mOK
\e[0m 0.05
34454 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/Equal_NT.con
\e[0;32mOK
\e[0m 0.04
34455 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/NT_ind.con
\e[0;32mOK
\e[0m 0.03
34456 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/NT_rec.con
\e[0;32mOK
\e[0m 0.01
34457 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/Prf_NT_law.con
\e[0;32mOK
\e[0m 0.02
34458 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/NatIso/about_isIso/H.var
\e[0;32mOK
\e[0m 0.11
34459 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/EqualH_NT.con
\e[0;32mOK
\e[0m 0.03
34460 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/HomFunctor_NT/NtH_nt_law.con
\e[0;32mOK
\e[0m 0.10
34461 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/CatFunct/Comp_tau.con
\e[0;32mOK
\e[0m 0.08
34462 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Th_Limits/thl/taudiese/tau.var
\e[0;32mOK
\e[0m 0.07
34463 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Pres_Limits/comp_cone/T.var
\e[0;32mOK
\e[0m 0.02
34464 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/IsUA_rect.con
\e[0;32mOK
\e[0m 0.12
34465 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/UA.ind
\e[0;32mOK
\e[0m 0.01
34466 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/UA_diese.con
\e[0;32mOK
\e[0m 0.01
34467 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/ua_def/isua_def/t.var
\e[0;32mOK
\e[0m 0.00
34468 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/Build_Cone.con
\e[0;32mOK
\e[0m 0.14
34469 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/Id_Cone_NT.con
\e[0;32mOK
\e[0m 0.01
34470 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/limit_def/islimit_def/nu.var
\e[0;32mOK
\e[0m 0.05
34471 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/limit_def/islimit_def/limit_laws/l_diese.var
\e[0;32mOK
\e[0m 0.02
34472 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/FPA_map_law.con
\e[0;32mOK
\e[0m 0.32
34473 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/CoUA.ind
\e[0;32mOK
\e[0m 0.07
34474 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/CoUA_diese.con
\e[0;32mOK
\e[0m 0.05
34475 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/IsCoUA1.con
\e[0;32mOK
\e[0m 0.19
34476 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/IsCoUA_rect.con
\e[0;32mOK
\e[0m 0.03
34477 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/coua_def/iscoua_def/t.var
\e[0;32mOK
\e[0m 0.01
34478 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/Build_CoCone.con
\e[0;32mOK
\e[0m 0.10
34479 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/Id_CoCone_NT.con
\e[0;32mOK
\e[0m 0.01
34480 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/colimit_def/iscolimit_def/nu.var
\e[0;32mOK
\e[0m 0.04
34481 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/colimit_def/iscolimit_def/colimit_laws/cl_diese.var
\e[0;32mOK
\e[0m 0.02
34482 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/Faithful_ind.con
\e[0;32mOK
\e[0m 0.05
34483 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/Faithful_rec.con
\e[0;32mOK
\e[0m 0.01
34484 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/Full_ind.con
\e[0;32mOK
\e[0m 0.04
34485 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/Full_mor.con
\e[0;32mOK
\e[0m 0.03
34486 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/Full_rec.con
\e[0;32mOK
\e[0m 0.01
34487 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/Prf_isFaithful.con
\e[0;32mOK
\e[0m 0.03
34488 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Comp_Functor_comp_law.con
\e[0;32mOK
\e[0m 1.54
34489 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Comp_Functor_id_law.con
\e[0;32mOK
\e[0m 0.07
34490 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Com_arrow_rect.con
\e[0;32mOK
\e[0m 0.11
34491 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Id_Comma.con
\e[0;32mOK
\e[0m 0.03
34492 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Mor_com_arrow.con
\e[0;32mOK
\e[0m 0.01
34493 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/comma_def/comp_com_def/f.var
\e[0;32mOK
\e[0m 0.02
34494 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/comma_def/comp_com_def/g.var
\e[0;32mOK
\e[0m 0.01
34495 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/PROD/PROD.con
\e[0;32mOK
\e[0m 1.13
34496 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/Assoc_MON.con
\e[0;32mOK
\e[0m 0.26
34497 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/Idl_MON.con
\e[0;32mOK
\e[0m 0.16
34498 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/Idr_MON.con
\e[0;32mOK
\e[0m 0.07
34499 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/S_beta_rule.con
\e[0;32mOK
\e[0m 0.92
34500 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/S_eta_rule.con
\e[0;32mOK
\e[0m 0.13
34501 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/Exponent.ind
\e[0;32mOK
\e[0m 0.01
34502 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/Epic_Equalizer_iso.con
\e[0;32mOK
\e[0m 0.43
34503 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Binary_Products/Mor_prod_map2.con
\e[0;32mOK
\e[0m 0.18
34504 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSET2_l_mor1.con
\e[0;32mOK
\e[0m 0.12
34505 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSET2_r_mor1.con
\e[0;32mOK
\e[0m 0.05
34506 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/Prf_Cond2_law.con
\e[0;32mOK
\e[0m 0.36
34507 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/SSC2_a.con
\e[0;32mOK
\e[0m 0.79
34508 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/SSC2_ind.con
\e[0;32mOK
\e[0m 0.03
34509 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/SSC2_rec.con
\e[0;32mOK
\e[0m 0.01
34510 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof2/freyd_th_2'/uaxG'/ssc2_to_ssc1/I.var
\e[0;32mOK
\e[0m 0.06
34511 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof1/FT_I.con
\e[0;32mOK
\e[0m 0.06
34512 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunProd/Fun_prod_map_law.con
\e[0;32mOK
\e[0m 0.21
34513 cic:/Rocq/AILS/ycngstys/ycngstys/intr.var
\e[0;32mOK
\e[0m 0.03
34514 cic:/Rocq/AILS/ycngftys/ycngftys/intr.var
\e[0;32mOK
\e[0m 0.01
34515 cic:/Rocq/AILS/trajectory_def/Trajectory_rect.con
\e[0;32mOK
\e[0m 0.04
34516 cic:/Rocq/AILS/trajectory_def/h.con
\e[0;32mOK
\e[0m 0.02
34517 cic:/Rocq/AILS/trajectory_def/init_tr_cond_theta.con
\e[0;31mSKIPPED
\e[0m
34518 cic:/Rocq/AILS/trajectory_def/phi.con
\e[0;32mOK
\e[0m 0.02
34519 cic:/Rocq/AILS/trajectory_def/theta.con
\e[0;32mOK
\e[0m 0.01
34520 cic:/Rocq/AILS/trajectory_def/x.con
\e[0;32mOK
\e[0m 0.01
34521 cic:/Rocq/AILS/trajectory_def/y.con
\e[0;32mOK
\e[0m 0.01
34522 cic:/Rocq/AILS/trajectory_const/tan_MaxBank_lb.con
\e[0;32mOK
\e[0m 0.02
34523 cic:/Rocq/AILS/trajectory_const/tan_MaxBank_ub.con
\e[0;32mOK
\e[0m 0.01
34524 cic:/Rocq/AILS/trajectory/trajectory/intr.var
\e[0;32mOK
\e[0m 0.01
34525 cic:/Rocq/AILS/rrho/r.con
\e[0;32mOK
\e[0m 0.02
34526 cic:/Rocq/AILS/constants/rho_V.con
\e[0;32mOK
\e[0m 0.03
34527 cic:/Rocq/AILS/constants/constants/intr.var
\e[0;32mOK
\e[0m 0.01
34528 cic:/Rocq/AILS/alpha_no_conflict/alpha_no_conflict/intr.var
\e[0;32mOK
\e[0m 0.01
34529 cic:/Rocq/AILS/ails_def/Bank_ind.con
\e[0;32mOK
\e[0m 0.02
34530 cic:/Rocq/AILS/ails_def/Bank_rec.con
\e[0;32mOK
\e[0m 0.01
34531 cic:/Rocq/AILS/ails_def/State_rect.con
\e[0;32mOK
\e[0m 0.01
34532 cic:/Rocq/AILS/ails_def/bank.con
\e[0;32mOK
\e[0m 0.01
34533 cic:/Rocq/AILS/ails_def/cond1.con
\e[0;32mOK
\e[0m 0.01
34534 cic:/Rocq/AILS/ails_def/cond2.con
\e[0;32mOK
\e[0m 0.01
34535 cic:/Rocq/AILS/ails_def/heading.con
\e[0;32mOK
\e[0m 0.01
34536 cic:/Rocq/AILS/ails_def/xt.con
\e[0;32mOK
\e[0m 0.01
34537 cic:/Rocq/AILS/ails_def/yt.con
\e[0;32mOK
\e[0m 0.01
34538 cic:/Rocq/AILS/ails/trkrate.con
\e[0;32mOK
\e[0m 0.02
34539 cic:/Nijmegen/QArith/general_Q/Qle_plus_neg_neg.con
\e[0;32mOK
\e[0m 0.02
34540 cic:/Nijmegen/QArith/general_Q/Qle_plus_pos_pos.con
\e[0;32mOK
\e[0m 0.01
34541 cic:/Nijmegen/QArith/general_Q/Qlt_le_reg_neg.con
\e[0;32mOK
\e[0m 0.01
34542 cic:/Nijmegen/QArith/general_Q/Qlt_le_reg_pos.con
\e[0;32mOK
\e[0m 0.01
34543 cic:/Nijmegen/QArith/Field_Theory_Q/Q_Ring_Theory.con
\e[0;32mOK
\e[0m 0.14
34544 cic:/Eindhoven/POCKLINGTON/pock/pocklington.con
\e[0;32mOK
\e[0m 0.65
34545 cic:/Coq/Reals/Rtrigo_calc/Rlt_3PI2_2PI.con
\e[0;32mOK
\e[0m 0.08
34546 cic:/Coq/Reals/Rtrigo_calc/Rlt_PI_3PI2.con
\e[0;32mOK
\e[0m 0.05
34547 cic:/Coq/Reals/Rtrigo_calc/rad_deg.con
\e[0;32mOK
\e[0m 0.16
34548 cic:/Coq/Reals/Rtrigo_calc/sin_lb_ge_0.con
\e[0;32mOK
\e[0m 0.13
34549 cic:/Coq/Reals/Rtrigo_calc/toRad_inj.con
\e[0;32mOK
\e[0m 0.10
34550 cic:/Coq/Reals/Rtrigo/COS.con
\e[0;31mSKIPPED
\e[0m
34551 cic:/Coq/Reals/Rtrigo/SIN.con
\e[0;31mSKIPPED
\e[0m
34552 cic:/Coq/Reals/Rtrigo/_PI2_RLT_0.con
\e[0;32mOK
\e[0m 0.04
34553 cic:/Coq/Reals/Rtrigo/tan_neg.con
\e[0;32mOK
\e[0m 0.02
34554 cic:/Coq/Reals/Rtopology/continuity_ab_maj.con
\e[0;32mOK
\e[0m 0.66
34555 cic:/Coq/Reals/Rsqrt_def/Rsqrt.con
\e[0;32mOK
\e[0m 0.04
34556 cic:/Coq/Reals/RiemannInt/RiemannInt_P24.con
\e[0;32mOK
\e[0m 0.12
34557 cic:/Coq/Reals/RiemannInt/RiemannInt_P3.con
\e[0;32mOK
\e[0m 233.13
34558 cic:/Coq/Reals/RiemannInt/continuity_implies_RiemannInt.con
\e[0;32mOK
\e[0m 0.05
34559 cic:/Coq/Reals/Ranalysis4/derivable_finite_sum.con
\e[0;32mOK
\e[0m 0.01
34560 cic:/Coq/Reals/Ranalysis4/derivable_pt_inv.con
\e[0;32mOK
\e[0m 1.43
34561 cic:/Coq/Reals/Ranalysis3/derivable_div.con
\e[0;32mOK
\e[0m 0.02
34562 cic:/Coq/Reals/Ranalysis3/derive_pt_div.con
\e[0;32mOK
\e[0m 0.10
34563 cic:/Coq/Reals/Exp_prop/exp_pos.con
\e[0;32mOK
\e[0m 0.06
34564 cic:/Coq/Reals/Cos_plus/cos_plus.con
\e[0;32mOK
\e[0m 1.25
34565 cic:/CoRN/tactics/RingReflection/interpR.ind
\e[0;32mOK
\e[0m 0.08
34566 cic:/CoRN/tactics/RingReflection/xexprR.ind
\e[0;31mFAIL
\e[0m
34567 cic:/CoRN/tactics/GroupReflection/MV_mult_corr_G.con
\e[0;32mOK
\e[0m 1.26
34568 cic:/CoRN/model/setoids/Qpossetoid/associative_multdiv2.con
\e[0;32mOK
\e[0m 4.61
34569 cic:/CoRN/model/monoids/QSposmonoid/QTWOpos_is_lft_unit.con
\e[0;32mOK
\e[0m 0.32
34570 cic:/CoRN/model/monoids/QSposmonoid/QTWOpos_is_rht_unit.con
\e[0;32mOK
\e[0m 0.12
34571 cic:/CoRN/model/groups/Qposgroup/Qpos_is_CGroup.con
\e[0;32mOK
\e[0m 0.65
34572 cic:/CoRN/model/abgroups/Qabgroup/Q_is_CAbGroup.con
\e[0;32mOK
\e[0m 0.08
34573 cic:/CoRN/model/Zmod/Zm/Zm_plus_strext.con
\e[0;32mOK
\e[0m 0.20
34574 cic:/CoRN/model/Zmod/ZMod/Zmod_mult_elim_rht.con
\e[0;32mOK
\e[0m 0.02
34575 cic:/CoRN/model/Zmod/ZMod/Zmodeq_gcd_compat_lft.con
\e[0;32mOK
\e[0m 0.07
34576 cic:/CoRN/model/Zmod/ZGcd/Zdiv_gcd_elim.con
\e[0;32mOK
\e[0m 0.05
34577 cic:/CoRN/model/Zmod/ZGcd/Zgcd_div_mult_rht.con
\e[0;32mOK
\e[0m 0.01
34578 cic:/CoRN/model/Zmod/ZGcd/Zgcd_gcd_ll.con
\e[0;32mOK
\e[0m 0.01
34579 cic:/CoRN/model/Zmod/ZGcd/Zgcd_gcd_lr.con
\e[0;32mOK
\e[0m 0.02
34580 cic:/CoRN/model/Zmod/ZGcd/Zgcd_gcd_rr.con
\e[0;32mOK
\e[0m 0.01
34581 cic:/CoRN/model/Zmod/ZGcd/Zgcd_intro.con
\e[0;32mOK
\e[0m 0.24
34582 cic:/CoRN/model/Zmod/ZGcd/Zgcd_minus_elim_rr.con
\e[0;32mOK
\e[0m 0.04
34583 cic:/CoRN/model/Zmod/ZGcd/Zgcd_mult_elim_lr.con
\e[0;32mOK
\e[0m 0.01
34584 cic:/CoRN/model/Zmod/ZGcd/Zgcd_mult_elim_rl.con
\e[0;32mOK
\e[0m 0.02
34585 cic:/CoRN/model/Zmod/ZGcd/Zgcd_mult_elim_rr.con
\e[0;32mOK
\e[0m 0.02
34586 cic:/CoRN/model/Zmod/ZGcd/Zgcd_plus_elim_lr.con
\e[0;32mOK
\e[0m 0.02
34587 cic:/CoRN/model/Zmod/ZGcd/Zgcd_plus_elim_rl.con
\e[0;32mOK
\e[0m 0.02
34588 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_div_mult_elim.con
\e[0;32mOK
\e[0m 0.04
34589 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_irref.con
\e[0;32mOK
\e[0m 0.05
34590 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_mult_elim_lft.con
\e[0;32mOK
\e[0m 0.21
34591 cic:/CoRN/model/Zmod/ZGcd/Zrelprime_one_rht.con
\e[0;32mOK
\e[0m 0.02
34592 cic:/CoRN/model/Zmod/ZGcd/prime_rel_prime.con
\e[0;32mOK
\e[0m 1.65
34593 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_is_CMonoid.con
\e[0;32mOK
\e[0m 0.37
34594 cic:/CoRN/algebra/CVectorSpace/VSpace_rect.con
\e[0;32mOK
\e[0m 0.10
34595 cic:/CoRN/algebra/CVectorSpace/vs_vs.con
\e[0;32mOK
\e[0m 0.04
34596 cic:/CoRN/algebra/CVectorSpace/VS_basics/V.var
\e[0;32mOK
\e[0m 0.02
34597 cic:/CoRN/algebra/CSums/Sum2_minus_Sum2.con
\e[0;32mOK
\e[0m 0.11
34598 cic:/CoRN/algebra/CRings/cring_inv_mult_lft.con
\e[0;32mOK
\e[0m 0.13
34599 cic:/CoRN/algebra/CRings/cring_mult_zero_op.con
\e[0;32mOK
\e[0m 0.04
34600 cic:/CoRN/algebra/CRings/included_FScalMult'.con
\e[0;32mOK
\e[0m 0.15
34601 cic:/CoRN/algebra/CRings/included_FScalMult.con
\e[0;32mOK
\e[0m 0.02
34602 cic:/CoRN/algebra/CRings/mult_distr_sum0_lft.con
\e[0;32mOK
\e[0m 0.13
34603 cic:/CoRN/algebra/CRings/part_function_nth_strext.con
\e[0;32mOK
\e[0m 0.15
34604 cic:/CoRN/algebra/CRings/x_mult_zero.con
\e[0;32mOK
\e[0m 0.03
34605 cic:/CoRN/algebra/CRings/zring_old_minus.con
\e[0;32mOK
\e[0m 0.05
34606 cic:/CoRN/algebra/CRings/zring_one.con
\e[0;32mOK
\e[0m 0.04
34607 cic:/CoRN/algebra/CRings/zring_zero.con
\e[0;32mOK
\e[0m 0.01
34608 cic:/CoRN/algebra/CRings/Ring_unfolded/mmR.var
\e[0;32mOK
\e[0m 0.01
34609 cic:/CoRN/algebra/CRing_Homomorphisms/rh_pres_mult.con
\e[0;32mOK
\e[0m 0.05
34610 cic:/CoRN/algebra/CRing_Homomorphisms/rh_pres_plus.con
\e[0;32mOK
\e[0m 0.04
34611 cic:/CoRN/algebra/CRing_Homomorphisms/rh_pres_unit.con
\e[0;32mOK
\e[0m 0.02
34612 cic:/CoRN/algebra/CQuotient_Rings/ap_quotring_cotransitive.con
\e[0;32mOK
\e[0m 0.41
34613 cic:/CoRN/algebra/CQuotient_Rings/ap_quotring_tight.con
\e[0;32mOK
\e[0m 0.02
34614 cic:/CoRN/algebra/CPolynomials/cpoly_is_CSetoid.con
\e[0;32mOK
\e[0m 0.06
34615 cic:/CoRN/algebra/CPoly_ApZero/Poly_Representation/distinct_a_.var
\e[0;32mOK
\e[0m 0.03
34616 cic:/CoRN/algebra/COrdFields/COrdField.ind
\e[0;32mOK
\e[0m 0.01
34617 cic:/CoRN/algebra/COrdFields/ax_less_conf_ap.con
\e[0;32mOK
\e[0m 0.04
34618 cic:/CoRN/algebra/COrdFields/ax_less_strorder.con
\e[0;32mOK
\e[0m 0.03
34619 cic:/CoRN/algebra/COrdFields/ax_mult_resp_pos.con
\e[0;32mOK
\e[0m 0.04
34620 cic:/CoRN/algebra/COrdFields/ax_plus_resp_less.con
\e[0;32mOK
\e[0m 0.04
34621 cic:/CoRN/algebra/COrdFields/is_COrdField_rect.con
\e[0;32mOK
\e[0m 0.07
34622 cic:/CoRN/algebra/CMonoidCyc/C_is_CMonoid.con
\e[0;32mOK
\e[0m 0.27
34623 cic:/CoRN/algebra/CModules/RModule_is_RModule.con
\e[0;32mOK
\e[0m 0.04
34624 cic:/CoRN/algebra/CModules/is_comod.ind
\e[0;32mOK
\e[0m 0.04
34625 cic:/CoRN/algebra/CModules/is_submod.ind
\e[0;32mOK
\e[0m 0.03
34626 cic:/CoRN/algebra/CModules/mu_strext.con
\e[0;32mOK
\e[0m 0.05
34627 cic:/CoRN/algebra/CModules/rm_proof.con
\e[0;32mOK
\e[0m 0.01
34628 cic:/CoRN/algebra/CModule_Homomorphisms/fun_pres_mult.con
\e[0;32mOK
\e[0m 0.02
34629 cic:/CoRN/algebra/CModule_Homomorphisms/fun_pres_plus.con
\e[0;32mOK
\e[0m 0.02
34630 cic:/CoRN/algebra/CModule_Homomorphisms/fun_pres_unit.con
\e[0;32mOK
\e[0m 0.01
34631 cic:/CoRN/algebra/CIdeals/coideal_nonzero.con
\e[0;32mOK
\e[0m 0.02
34632 cic:/CoRN/algebra/CHomomorphism_Theorems/cswdpredR.con
\e[0;32mOK
\e[0m 0.09
34633 cic:/CoRN/algebra/CFields/CField_is_CField.con
\e[0;32mOK
\e[0m 0.09
34634 cic:/CoRN/algebra/CFields/cf_proof.con
\e[0;32mOK
\e[0m 0.06
34635 cic:/CoRN/algebra/CFields/cf_rcpsx.con
\e[0;32mOK
\e[0m 0.04
34636 cic:/CoRN/algebra/CFields/CField_Ops/P.var
\e[0;32mOK
\e[0m 0.01
34637 cic:/CoRN/algebra/CFields/CField_Ops/Q.var
\e[0;32mOK
\e[0m 0.01
34638 cic:/Cachan/SMC/quant/BDDex_list_OK.con
\e[0;32mOK
\e[0m 0.05
34639 cic:/Cachan/SMC/quant/BDDexl_lemma.con
\e[0;32mOK
\e[0m 6.47
34640 cic:/Cachan/SMC/quant/BDDreplace_config_OK.con
\e[0;32mOK
\e[0m 7.71
34641 cic:/Cachan/SMC/quant/BDDreplace_node_OK.con
\e[0;32mOK
\e[0m 0.30
34642 cic:/Cachan/SMC/quant/BDDreplace_used_nodes_preserved.con
\e[0;32mOK
\e[0m 0.27
34643 cic:/Cachan/SMC/quant/BDDsubst_is_subst.con
\e[0;32mOK
\e[0m 0.10
34644 cic:/Cachan/SMC/quant/BDDsubst_list_OK.con
\e[0;32mOK
\e[0m 0.03
34645 cic:/Cachan/SMC/quant/BDDunivl_list_OK.con
\e[0;32mOK
\e[0m 0.01
34646 cic:/Cachan/SMC/quant/mu_all_eq.con
\e[0;32mOK
\e[0m 0.09
34647 cic:/Cachan/SMC/quant/mu_ex_eq.con
\e[0;32mOK
\e[0m 0.04
34648 cic:/Cachan/SMC/mu/BDDiter2n_lemma2.con
\e[0;32mOK
\e[0m 4.56
34649 cic:/Cachan/SMC/mu/be_iter2n_eq_preserved_1.con
\e[0;32mOK
\e[0m 0.18
34650 cic:/Cachan/SMC/mu/be_iter2n_true.con
\e[0;32mOK
\e[0m 0.08
34651 cic:/Cachan/SMC/mu/be_iter_eq_1.con
\e[0;32mOK
\e[0m 0.06
34652 cic:/Cachan/SMC/mu/be_iter_is_lfp_be.con
\e[0;32mOK
\e[0m 0.20
34653 cic:/Sophia-Antipolis/geometry/orthocentre/intersection_deux_hauteurs_orthocentre_triangle.con
\e[0;32mOK
\e[0m 0.49
34654 cic:/Sophia-Antipolis/geometry/orthocentre/orthocentre_intersection_hauteurs.con
\e[0;32mOK
\e[0m 0.23
34655 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/COMP_pr1.con
\e[0;32mOK
\e[0m 0.04
34656 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/COMP_pr2.con
\e[0;32mOK
\e[0m 0.01
34657 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_th3.con
\e[0;32mOK
\e[0m 0.03
34658 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/PAIR_proj_th4.con
\e[0;32mOK
\e[0m 0.01
34659 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_proof_Out.con
\e[0;32mOK
\e[0m 0.02
34660 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_eq_proof/step4.var
\e[0;32mOK
\e[0m 0.03
34661 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_eq_proof/step5.var
\e[0;32mOK
\e[0m 0.01
34662 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/step5.var
\e[0;32mOK
\e[0m 0.03
34663 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/step6.var
\e[0;32mOK
\e[0m 0.00
34664 cic:/Sophia-Antipolis/Float/FroundProp/MSBisMin.con
\e[0;32mOK
\e[0m 0.32
34665 cic:/Sophia-Antipolis/Float/FroundProp/div2IsBetweenPos.con
\e[0;32mOK
\e[0m 0.36
34666 cic:/Sophia-Antipolis/Float/FroundPlus/radixRangeBoundExp.con
\e[0;32mOK
\e[0m 0.56
34667 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicLtNeg.con
\e[0;32mOK
\e[0m 0.07
34668 cic:/Sophia-Antipolis/Float/Fnorm/NormalAndSubNormalNotEq.con
\e[0;32mOK
\e[0m 0.04
34669 cic:/Sophia-Antipolis/Float/Finduct/FweightLt.con
\e[0;32mOK
\e[0m 0.48
34670 cic:/Sophia-Antipolis/Float/Finduct/radixRangeBoundExp.con
\e[0;32mOK
\e[0m 0.30
34671 cic:/Sophia-Antipolis/Float/FSucc/FNSuccCanonic.con
\e[0;32mOK
\e[0m 1.78
34672 cic:/Sophia-Antipolis/Float/FPred/FPredCanonic.con
\e[0;32mOK
\e[0m 0.12
34673 cic:/Sophia-Antipolis/Float/ClosestMult/closestLessMultNeg.con
\e[0;32mOK
\e[0m 0.10
34674 cic:/Sophia-Antipolis/Buchberger/BuchRed/redbuch.con
\e[0;32mOK
\e[0m 0.11
34675 cic:/Sophia-Antipolis/Buchberger/Buch/OBuch_Inv.con
\e[0;32mOK
\e[0m 8.50
34676 cic:/Sophia-Antipolis/Buchberger/Buch/buch_Stable.con
\e[0;32mOK
\e[0m 2.18
34677 cic:/Sophia-Antipolis/Algebra/Sub_sgroup/subsgroup.ind
\e[0;31mFAIL
\e[0m
34678 cic:/Sophia-Antipolis/Algebra/Sub_sgroup/Def/Sub_sgroup/H.var
\e[0;31mFAIL
\e[0m
34679 cic:/Sophia-Antipolis/Algebra/Sgroup_facts/SGROUP_assoc.con
\e[0;31mFAIL
\e[0m
34680 cic:/Sophia-Antipolis/Algebra/Sgroup_facts/SGROUP_comp.con
\e[0;31mFAIL
\e[0m
34681 cic:/Sophia-Antipolis/Algebra/Sgroup_facts/Lemmas/f.var
\e[0;31mFAIL
\e[0m
34682 cic:/Sophia-Antipolis/Algebra/Monoid_cat/monoid_hom_comp.con
\e[0;31mFAIL
\e[0m
34683 cic:/Sophia-Antipolis/Algebra/Group_cat/group_inverse.con
\e[0;32mOK
\e[0m 0.04
34684 cic:/Sophia-Antipolis/Algebra/Abelian_group_facts/Sgroup/S.var
\e[0;31mFAIL
\e[0m
34685 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_group.ind
\e[0;32mOK
\e[0m 0.02
34686 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_group_abelian_monoid.con
\e[0;32mOK
\e[0m 0.01
34687 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_group_on_rect.con
\e[0;32mOK
\e[0m 0.01
34688 cic:/Rocq/THREE_GAP/prop_fl/first_eq_M_N.con
\e[0;32mOK
\e[0m 0.03
34689 cic:/Rocq/THREE_GAP/prop_fl/last_eq_M_N.con
\e[0;32mOK
\e[0m 0.03
34690 cic:/Rocq/THREE_GAP/prop_fl/le_N_M.con
\e[0;32mOK
\e[0m 0.10
34691 cic:/Rocq/GRAPHS/cgraph/CGS_solve_complete.con
\e[0;32mOK
\e[0m 0.03
34692 cic:/Rocq/GRAPHS/cgraph/CG_circuit_complete_1.con
\e[0;32mOK
\e[0m 0.51
34693 cic:/Rocq/COC/Int_stab/subst_int_typ.con
\e[0;32mOK
\e[0m 3.68
34694 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inverses_congl.con
\e[0;32mOK
\e[0m 0.18
34695 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inverses_congr.con
\e[0;32mOK
\e[0m 0.08
34696 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/YonedaLemma/YLpsi_arrow.con
\e[0;32mOK
\e[0m 0.02
34697 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/YONEDA_LEMMA/Functor_dup1/Prf_isFull0''.con
\e[0;32mOK
\e[0m 0.04
34698 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/Equal_NT_equiv.con
\e[0;32mOK
\e[0m 0.11
34699 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/NatCond.con
\e[0;32mOK
\e[0m 0.03
34700 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/NatCond1.con
\e[0;32mOK
\e[0m 0.05
34701 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/HomFunctor_NT/NtH.con
\e[0;32mOK
\e[0m 0.03
34702 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/IsUA_ind.con
\e[0;32mOK
\e[0m 0.02
34703 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/IsUA_rec.con
\e[0;32mOK
\e[0m 0.01
34704 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/Prf_isUA_law1.con
\e[0;32mOK
\e[0m 0.01
34705 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/Prf_isUA_law2.con
\e[0;32mOK
\e[0m 0.01
34706 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/UA_ob.con
\e[0;32mOK
\e[0m 0.01
34707 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/UA_rect.con
\e[0;32mOK
\e[0m 0.02
34708 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/ua_iso_def/u1.var
\e[0;32mOK
\e[0m 0.04
34709 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/ua_iso_def/u2.var
\e[0;32mOK
\e[0m 0.00
34710 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Pullbacks1/Pulb_cone.con
\e[0;32mOK
\e[0m 0.09
34711 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Products1/Product_nt.con
\e[0;32mOK
\e[0m 0.18
34712 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/Eq_cone.con
\e[0;32mOK
\e[0m 0.62
34713 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/Limit_eq.con
\e[0;32mOK
\e[0m 0.03
34714 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/FPA_map.con
\e[0;32mOK
\e[0m 0.05
34715 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Comma_UA/ua_comma/u.var
\e[0;32mOK
\e[0m 0.04
34716 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/CoUA1.con
\e[0;32mOK
\e[0m 0.02
34717 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/CoUA_ob.con
\e[0;32mOK
\e[0m 0.01
34718 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/CoUA_rect.con
\e[0;32mOK
\e[0m 0.01
34719 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/IsCoUA_ind.con
\e[0;32mOK
\e[0m 0.02
34720 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/IsCoUA_rec.con
\e[0;32mOK
\e[0m 0.01
34721 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/Prf_isCoUA_law1.con
\e[0;32mOK
\e[0m 0.01
34722 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/Prf_isCoUA_law2.con
\e[0;32mOK
\e[0m 0.01
34723 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/coua_def1/iscoua_def1/u1.var
\e[0;32mOK
\e[0m 0.02
34724 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/CoLimit_eq.con
\e[0;32mOK
\e[0m 0.03
34725 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/Eq_coCone.con
\e[0;32mOK
\e[0m 0.81
34726 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/PROD_proj/Fst_map_law.con
\e[0;32mOK
\e[0m 0.12
34727 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/PROD_proj/Snd_map_law.con
\e[0;32mOK
\e[0m 0.10
34728 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/Prf_isFull.con
\e[0;32mOK
\e[0m 0.03
34729 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Functor/Comp_Functor.con
\e[0;32mOK
\e[0m 0.02
34730 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Com_arrow_ind.con
\e[0;32mOK
\e[0m 0.02
34731 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Com_arrow_rec.con
\e[0;32mOK
\e[0m 0.01
34732 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Comp_com_mor.con
\e[0;32mOK
\e[0m 0.01
34733 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Equal_com_arrow.con
\e[0;32mOK
\e[0m 0.01
34734 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Prf_com_law.con
\e[0;32mOK
\e[0m 0.02
34735 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/MON/MON.con
\e[0;32mOK
\e[0m 0.27
34736 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/SET_Exponents/SET_hasExponent.con
\e[0;32mOK
\e[0m 0.28
34737 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/Expo.con
\e[0;32mOK
\e[0m 0.03
34738 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/Exponent_rect.con
\e[0;32mOK
\e[0m 0.03
34739 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/HasExponent.con
\e[0;32mOK
\e[0m 0.01
34740 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/expo_def/e.var
\e[0;32mOK
\e[0m 0.00
34741 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Equalizers/Equalizer_iso.con
\e[0;32mOK
\e[0m 0.06
34742 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_CoAdjoint/ua_to_radj/UA_of.var
\e[0;32mOK
\e[0m 0.02
34743 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_Adjoint/ua_to_ladj/UA_of.var
\e[0;32mOK
\e[0m 0.04
34744 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSET2_l_map_law1.con
\e[0;32mOK
\e[0m 0.07
34745 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSET2_r_map_law1.con
\e[0;32mOK
\e[0m 0.06
34746 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/SSC2_f.con
\e[0;32mOK
\e[0m 0.02
34747 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof2/freyd_th_2'/uaxG'/ssc2_to_ssc1/a.var
\e[0;32mOK
\e[0m 0.01
34748 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof1/FT_a.con
\e[0;32mOK
\e[0m 0.02
34749 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunProd/Fun_prod_map.con
\e[0;32mOK
\e[0m 0.04
34750 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/Diagonal/Diag_comp_law.con
\e[0;32mOK
\e[0m 0.47
34751 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/Diagonal/Diag_id_law.con
\e[0;32mOK
\e[0m 0.02
34752 cic:/Rocq/AILS/ycngstys/thetat.con
\e[0;32mOK
\e[0m 0.01
34753 cic:/Rocq/AILS/ycngftys/vi.con
\e[0;32mOK
\e[0m 0.01
34754 cic:/Rocq/AILS/ycngftys/xi.con
\e[0;32mOK
\e[0m 0.01
34755 cic:/Rocq/AILS/ycngftys/yi.con
\e[0;32mOK
\e[0m 0.01
34756 cic:/Rocq/AILS/trajectory_def/EvaderTrajectory.ind
\e[0;32mOK
\e[0m 0.01
34757 cic:/Rocq/AILS/trajectory_def/Trajectory_ind.con
\e[0;32mOK
\e[0m 0.02
34758 cic:/Rocq/AILS/trajectory_def/Trajectory_rec.con
\e[0;32mOK
\e[0m 0.02
34759 cic:/Rocq/AILS/trajectory_def/cond_phi.con
\e[0;32mOK
\e[0m 0.01
34760 cic:/Rocq/AILS/trajectory_def/cond_theta.con
\e[0;31mSKIPPED
\e[0m
34761 cic:/Rocq/AILS/trajectory_def/cond_x.con
\e[0;31mSKIPPED
\e[0m
34762 cic:/Rocq/AILS/trajectory_def/cond_y.con
\e[0;31mSKIPPED
\e[0m
34763 cic:/Rocq/AILS/trajectory_def/init_tr.con
\e[0;31mFAIL
\e[0m
34764 cic:/Rocq/AILS/trajectory_const/tan_MaxBank_pos.con
\e[0;32mOK
\e[0m 0.09
34765 cic:/Rocq/AILS/tau/Ax2_R.con
\e[0;32mOK
\e[0m 0.10
34766 cic:/Rocq/AILS/tau/Bx_R.con
\e[0;32mOK
\e[0m 0.02
34767 cic:/Rocq/AILS/tau/C_R.con
\e[0;32mOK
\e[0m 0.01
34768 cic:/Rocq/AILS/tau/dx.con
\e[0;32mOK
\e[0m 0.01
34769 cic:/Rocq/AILS/tau/dxdt.con
\e[0;32mOK
\e[0m 0.01
34770 cic:/Rocq/AILS/tau/dy.con
\e[0;32mOK
\e[0m 0.01
34771 cic:/Rocq/AILS/tau/dydt.con
\e[0;32mOK
\e[0m 0.01
34772 cic:/Rocq/AILS/rrho/rho_lb_0.con
\e[0;32mOK
\e[0m 0.09
34773 cic:/Rocq/AILS/rrho/rho_ub_0.con
\e[0;32mOK
\e[0m 0.02
34774 cic:/Rocq/AILS/rrho/tan_ub_MaxBank_pos.con
\e[0;32mOK
\e[0m 0.03
34775 cic:/Rocq/AILS/constants/r_V.con
\e[0;32mOK
\e[0m 0.03
34776 cic:/Rocq/AILS/ails_def/State_ind.con
\e[0;32mOK
\e[0m 0.02
34777 cic:/Rocq/AILS/ails_def/State_rec.con
\e[0;32mOK
\e[0m 0.01
34778 cic:/Rocq/AILS/ails/trkrate0.con
\e[0;31mSKIPPED
\e[0m
34779 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_denom_nonzero_correct_1_subproof.con
\e[0;32mOK
\e[0m 0.41
34780 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_denom_nonzero_correct_1_subproof0.con
\e[0;32mOK
\e[0m 0.18
34781 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_denom_nonzero_correct_1_subproof1.con
\e[0;32mOK
\e[0m 5.91
34782 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_denom_nonzero_correct_1_subproof2.con
\e[0;32mOK
\e[0m 7.11
34783 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_denom_nonzero_correct_1_subproof3.con
\e[0;32mOK
\e[0m 7.26
34784 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_denom_nonzero_correct_2_subproof.con
\e[0;32mOK
\e[0m 0.07
34785 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_denom_nonzero_correct_2_subproof0.con
\e[0;32mOK
\e[0m 0.14
34786 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_denom_nonzero_correct_2_subproof1.con
\e[0;32mOK
\e[0m 7.21
34787 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_denom_nonzero_correct_2_subproof2.con
\e[0;32mOK
\e[0m 0.14
34788 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_denom_nonzero_correct_2_subproof3.con
\e[0;32mOK
\e[0m 5.94
34789 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_denom_nonzero_correct_2_subproof4.con
\e[0;32mOK
\e[0m 5.57
34790 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_sg_denom_nonzero_correct_1_subproof.con
\e[0;32mOK
\e[0m 5812.87
34791 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_sg_denom_nonzero_correct_2_subproof.con
\e[0;32mOK
\e[0m 13653.61
34792 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_sg_denom_nonzero_correct_2_subproof0.con
\e[0;31mSKIPPED
\e[0m
34793 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_sg_denom_nonzero_correct_2_subproof1.con
\e[0;32mOK
\e[0m 4.67
34794 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_sg_denom_nonzero_correct_2_subproof2.con
\e[0;31mSKIPPED
\e[0m
34795 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_sg_denom_nonzero_correct_2_subproof3.con
\e[0;31mSKIPPED
\e[0m
34796 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_sg_denom_nonzero_correct_2_subproof4.con
\e[0;31mSKIPPED
\e[0m
34797 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_sg_denom_nonzero_correct_2_subproof5.con
\e[0;31mSKIPPED
\e[0m
34798 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_sign_pres_fraction_subproof.con
\e[0;32mOK
\e[0m 4.61
34799 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_sign_pres_fraction_subproof0.con
\e[0;32mOK
\e[0m 4.56
34800 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_sign_pres_fraction_subproof1.con
\e[0;32mOK
\e[0m 4.56
34801 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_sign_pres_fraction_subproof2.con
\e[0;32mOK
\e[0m 4.56
34802 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_sign_pres_fraction_subproof3.con
\e[0;32mOK
\e[0m 2.03
34803 cic:/Nijmegen/QArith/quadratic_correctness/Qquadratic_sign_pres_fraction_subproof4.con
\e[0;32mOK
\e[0m 2.03
34804 cic:/Nijmegen/QArith/quadratic_correctness/a_field_equality_2_subproof.con
\e[0;32mOK
\e[0m 0.14
34805 cic:/Nijmegen/QArith/quadratic_correctness/a_field_equality_2_subproof0.con
\e[0;32mOK
\e[0m 0.17
34806 cic:/Nijmegen/QArith/quadratic_correctness/a_field_equality_2_subproof1.con
\e[0;32mOK
\e[0m 0.18
34807 cic:/Nijmegen/QArith/quadratic_correctness/a_field_equality_3_subproof.con
\e[0;32mOK
\e[0m 0.29
34808 cic:/Nijmegen/QArith/quadratic_correctness/a_field_equality_3_subproof0.con
\e[0;32mOK
\e[0m 0.18
34809 cic:/Nijmegen/QArith/quadratic_correctness/a_field_equality_3_subproof1.con
\e[0;32mOK
\e[0m 0.07
34810 cic:/Nijmegen/QArith/quadratic_correctness/a_field_equality_4_subproof.con
\e[0;32mOK
\e[0m 0.28
34811 cic:/Nijmegen/QArith/quadratic_correctness/a_field_equality_4_subproof0.con
\e[0;32mOK
\e[0m 0.07
34812 cic:/Nijmegen/QArith/quadratic_correctness/a_field_equality_4_subproof1.con
\e[0;32mOK
\e[0m 0.18
34813 cic:/Nijmegen/QArith/quadratic_correctness/a_field_equality_5_subproof.con
\e[0;32mOK
\e[0m 0.27
34814 cic:/Nijmegen/QArith/quadratic_correctness/a_field_equality_5_subproof0.con
\e[0;32mOK
\e[0m 0.18
34815 cic:/Nijmegen/QArith/quadratic_correctness/a_field_equality_5_subproof1.con
\e[0;32mOK
\e[0m 0.17
34816 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof.con
\e[0;32mOK
\e[0m 2.04
34817 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof0.con
\e[0;32mOK
\e[0m 2.03
34818 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof1.con
\e[0;32mOK
\e[0m 4.44
34819 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof12.con
\e[0;31mSKIPPED
\e[0m
34820 cic:/Nijmegen/QArith/quadratic_correctness/quadraticAcc_positive_subproof13.con
\e[0;31mSKIPPED
\e[0m
34821 cic:/Eindhoven/POCKLINGTON/pock/Zpocklington.con
\e[0;32mOK
\e[0m 1.21
34822 cic:/Coq/Reals/Rtrigo_calc/deg_rad.con
\e[0;32mOK
\e[0m 0.16
34823 cic:/Coq/Reals/Rtrigo/cos_2a.con
\e[0;32mOK
\e[0m 0.25
34824 cic:/Coq/Reals/Rtrigo/cos_minus.con
\e[0;31mSKIPPED
\e[0m
34825 cic:/Coq/Reals/Rtopology/continuity_ab_min.con
\e[0;32mOK
\e[0m 0.30
34826 cic:/Coq/Reals/Rsqrt_def/Rsqrt_Rsqrt.con
\e[0;32mOK
\e[0m 0.78
34827 cic:/Coq/Reals/Rsqrt_def/Rsqrt_positivity.con
\e[0;32mOK
\e[0m 0.82
34828 cic:/Coq/Reals/Rpower/exp_Ropp.con
\e[0;32mOK
\e[0m 0.20
34829 cic:/Coq/Reals/Rpower/exp_le_3.con
\e[0;32mOK
\e[0m 1.29
34830 cic:/Coq/Reals/RiemannInt/FTC_P1.con
\e[0;32mOK
\e[0m 0.16
34831 cic:/Coq/Reals/RiemannInt/RiemannInt_P32.con
\e[0;32mOK
\e[0m 0.16
34832 cic:/Coq/Reals/RiemannInt/RiemannInt_exists.con
\e[0;32mOK
\e[0m 84.98
34833 cic:/Coq/Reals/Ranalysis4/derivable_inv.con
\e[0;32mOK
\e[0m 0.06
34834 cic:/Coq/Reals/Ranalysis4/derive_pt_inv.con
\e[0;32mOK
\e[0m 0.76
34835 cic:/Coq/Reals/R_sqrt/sqrt.con
\e[0;32mOK
\e[0m 0.04
34836 cic:/Coq/Reals/Exp_prop/derivable_pt_lim_exp.con
\e[0;32mOK
\e[0m 0.21
34837 cic:/CoRN/tactics/RingReflection/fexprR.ind
\e[0;32mOK
\e[0m 0.39
34838 cic:/CoRN/tactics/RingReflection/interpR_rect.con
\e[0;32mOK
\e[0m 0.64
34839 cic:/CoRN/tactics/RingReflection/interpR_wd.con
\e[0;32mOK
\e[0m 0.28
34840 cic:/CoRN/tactics/RingReflection/refl_interpR.con
\e[0;32mOK
\e[0m 2.52
34841 cic:/CoRN/tactics/RingReflection/wfR.con
\e[0;32mOK
\e[0m 0.02
34842 cic:/CoRN/tactics/RingReflection/xexprR_rect.con
\e[0;32mOK
\e[0m 0.41
34843 cic:/CoRN/tactics/RingReflection/xforgetR.con
\e[0;32mOK
\e[0m 0.09
34844 cic:/CoRN/tactics/RingReflection/xinterpR.con
\e[0;32mOK
\e[0m 0.02
34845 cic:/CoRN/tactics/GroupReflection/MM_mult_corr_G.con
\e[0;32mOK
\e[0m 3.63
34846 cic:/CoRN/tactics/GroupReflection/MM_plus_corr_G.con
\e[0;32mOK
\e[0m 6.19
34847 cic:/CoRN/reals/Q_dense/Interval_definition/OF.var
\e[0;32mOK
\e[0m 0.05
34848 cic:/CoRN/reals/Q_dense/COrdField_extra/OF.var
\e[0;32mOK
\e[0m 0.01
34849 cic:/CoRN/reals/OddPolyRootIR/OddPoly_Signs/R.var
\e[0;32mOK
\e[0m 0.02
34850 cic:/CoRN/reals/OddPolyRootIR/CPoly_Big/R.var
\e[0;32mOK
\e[0m 0.00
34851 cic:/CoRN/reals/Cauchy_CReals/R_CReals/F.var
\e[0;32mOK
\e[0m 0.01
34852 cic:/CoRN/reals/Bridges_iso/bridges_axioms_imply_ours/OF.var
\e[0;32mOK
\e[0m 0.01
34853 cic:/CoRN/reals/Bridges_LUB/LUBP/lub_definitions/OF.var
\e[0;32mOK
\e[0m 0.02
34854 cic:/CoRN/model/semigroups/QSpossemigroup/Qpos_multdiv2_as_CSemiGroup.con
\e[0;32mOK
\e[0m 1.91
34855 cic:/CoRN/model/groups/Qposgroup/Qpos_as_CGroup.con
\e[0;32mOK
\e[0m 0.16
34856 cic:/CoRN/model/abgroups/Qabgroup/Q_as_CAbGroup.con
\e[0;32mOK
\e[0m 0.20
34857 cic:/CoRN/model/Zmod/Zm/Zm_plus_op.con
\e[0;32mOK
\e[0m 0.07
34858 cic:/CoRN/model/Zmod/Zm/Zm_plus_wd.con
\e[0;32mOK
\e[0m 0.05
34859 cic:/CoRN/model/Zmod/ZMod/Zmodeq_gcd_compat_rht.con
\e[0;32mOK
\e[0m 0.24
34860 cic:/CoRN/model/Zmod/ZGcd/Zgcd_div_gcd_1.con
\e[0;32mOK
\e[0m 0.48
34861 cic:/CoRN/model/Zmod/ZGcd/Zgcd_intro_unfolded.con
\e[0;32mOK
\e[0m 0.05
34862 cic:/CoRN/model/Zmod/ZGcd/Zgcd_minus_elim_lr.con
\e[0;32mOK
\e[0m 0.02
34863 cic:/CoRN/model/Zmod/ZGcd/Zgcd_minus_elim_rl.con
\e[0;32mOK
\e[0m 0.29
34864 cic:/CoRN/model/Zmod/ZGcd/Zgcd_plus_elim_ll.con
\e[0;32mOK
\e[0m 0.03
34865 cic:/CoRN/ftc/COrdLemmas/More_Lemmas/F.var
\e[0;32mOK
\e[0m 0.02
34866 cic:/CoRN/ftc/COrdLemmas/Lemmas/F.var
\e[0;32mOK
\e[0m 0.02
34867 cic:/CoRN/devel/loeb/IDA/Ch6_cyc/C_as_CMonoid.con
\e[0;32mOK
\e[0m 0.82
34868 cic:/CoRN/algebra/Expon/Zexp_properties/R.var
\e[0;32mOK
\e[0m 0.02
34869 cic:/CoRN/algebra/Expon/Root_Unique/R.var
\e[0;32mOK
\e[0m 0.02
34870 cic:/CoRN/algebra/Expon/More_Nexp/R.var
\e[0;32mOK
\e[0m 0.02
34871 cic:/CoRN/algebra/Cauchy_COF/Structure/F.var
\e[0;32mOK
\e[0m 0.02
34872 cic:/CoRN/algebra/CVectorSpace/VSpace_ind.con
\e[0;32mOK
\e[0m 0.21
34873 cic:/CoRN/algebra/CVectorSpace/VSpace_rec.con
\e[0;32mOK
\e[0m 0.04
34874 cic:/CoRN/algebra/CVectorSpace/vs_op.con
\e[0;32mOK
\e[0m 0.05
34875 cic:/CoRN/algebra/CRings/Fnth.con
\e[0;32mOK
\e[0m 0.14
34876 cic:/CoRN/algebra/CRings/cring_inv_mult_rht.con
\e[0;32mOK
\e[0m 0.14
34877 cic:/CoRN/algebra/CRings/cring_mult_ap_zero.con
\e[0;32mOK
\e[0m 0.14
34878 cic:/CoRN/algebra/CRings/dist_2a.con
\e[0;32mOK
\e[0m 0.19
34879 cic:/CoRN/algebra/CRings/mult_one.con
\e[0;32mOK
\e[0m 0.33
34880 cic:/CoRN/algebra/CRings/one_mult.con
\e[0;32mOK
\e[0m 0.14
34881 cic:/CoRN/algebra/CRings/ring_dist_minus.con
\e[0;32mOK
\e[0m 0.07
34882 cic:/CoRN/algebra/CRings/ring_distr1.con
\e[0;32mOK
\e[0m 0.15
34883 cic:/CoRN/algebra/CRings/zero_nexp.con
\e[0;32mOK
\e[0m 0.10
34884 cic:/CoRN/algebra/CRing_Homomorphisms/rh_apzero.con
\e[0;32mOK
\e[0m 0.38
34885 cic:/CoRN/algebra/CRing_Homomorphisms/rh_pres_zero.con
\e[0;32mOK
\e[0m 0.24
34886 cic:/CoRN/algebra/CQuotient_Rings/ap_quotring_irreflexive.con
\e[0;32mOK
\e[0m 0.19
34887 cic:/CoRN/algebra/CQuotient_Rings/eq_quotring_wd.con
\e[0;32mOK
\e[0m 0.07
34888 cic:/CoRN/algebra/CPolynomials/cpoly_csetoid.con
\e[0;32mOK
\e[0m 0.09
34889 cic:/CoRN/algebra/CPoly_ApZero/Poly_ApZero_Interval/R.var
\e[0;32mOK
\e[0m 0.02
34890 cic:/CoRN/algebra/COrdFields2/Properties_of_leEq/R.var
\e[0;32mOK
\e[0m 0.02
34891 cic:/CoRN/algebra/COrdFields2/PosP_properties/R.var
\e[0;32mOK
\e[0m 0.02
34892 cic:/CoRN/algebra/COrdFields2/One_div_succ_properties/R.var
\e[0;32mOK
\e[0m 0.01
34893 cic:/CoRN/algebra/COrdFields2/Half_properties/R.var
\e[0;32mOK
\e[0m 0.01
34894 cic:/CoRN/algebra/COrdFields/COrdField_rect.con
\e[0;32mOK
\e[0m 0.04
34895 cic:/CoRN/algebra/COrdFields/cof_crr.con
\e[0;32mOK
\e[0m 0.01
34896 cic:/CoRN/algebra/COrdFields/is_COrdField_ind.con
\e[0;32mOK
\e[0m 0.11
34897 cic:/CoRN/algebra/COrdFields/is_COrdField_rec.con
\e[0;32mOK
\e[0m 0.04
34898 cic:/CoRN/algebra/COrdFields/infinity_of_cordfields/R.var
\e[0;32mOK
\e[0m 0.02
34899 cic:/CoRN/algebra/COrdFields/consequences_of_infinity/F.var
\e[0;32mOK
\e[0m 0.01
34900 cic:/CoRN/algebra/COrdFields/Properties_of_Ordering/R.var
\e[0;32mOK
\e[0m 0.01
34901 cic:/CoRN/algebra/COrdFields/OrdField_basics/R.var
\e[0;32mOK
\e[0m 0.01
34902 cic:/CoRN/algebra/COrdFields/COrdField_axioms/F.var
\e[0;32mOK
\e[0m 0.02
34903 cic:/CoRN/algebra/COrdFields/Basic_Properties_of_leEq/R.var
\e[0;32mOK
\e[0m 0.02
34904 cic:/CoRN/algebra/COrdCauchy/OrdField_Cauchy/R.var
\e[0;32mOK
\e[0m 0.02
34905 cic:/CoRN/algebra/COrdCauchy/Mult_Continuous/R.var
\e[0;32mOK
\e[0m 0.01
34906 cic:/CoRN/algebra/COrdCauchy/Mult_AbsSmall/R.var
\e[0;32mOK
\e[0m 0.01
34907 cic:/CoRN/algebra/COrdCauchy/Monotonous_functions/R.var
\e[0;32mOK
\e[0m 0.02
34908 cic:/CoRN/algebra/COrdAbs/absBig_wd_properties/R.var
\e[0;32mOK
\e[0m 0.02
34909 cic:/CoRN/algebra/COrdAbs/AbsSmall_properties/R.var
\e[0;32mOK
\e[0m 0.02
34910 cic:/CoRN/algebra/CMonoidCyc/C_as_CMonoid.con
\e[0;32mOK
\e[0m 0.76
34911 cic:/CoRN/algebra/CModules/cmapzero.con
\e[0;32mOK
\e[0m 0.19
34912 cic:/CoRN/algebra/CModules/cmmult.con
\e[0;32mOK
\e[0m 0.03
34913 cic:/CoRN/algebra/CModules/cmplus.con
\e[0;32mOK
\e[0m 0.04
34914 cic:/CoRN/algebra/CModules/comod.ind
\e[0;32mOK
\e[0m 0.00
34915 cic:/CoRN/algebra/CModules/is_comod_rect.con
\e[0;32mOK
\e[0m 0.05
34916 cic:/CoRN/algebra/CModules/is_submod_rect.con
\e[0;32mOK
\e[0m 0.06
34917 cic:/CoRN/algebra/CModules/mu_mult.con
\e[0;32mOK
\e[0m 0.17
34918 cic:/CoRN/algebra/CModules/mu_one.con
\e[0;32mOK
\e[0m 0.09
34919 cic:/CoRN/algebra/CModules/mu_plus1.con
\e[0;32mOK
\e[0m 0.12
34920 cic:/CoRN/algebra/CModules/mu_plus2.con
\e[0;32mOK
\e[0m 0.12
34921 cic:/CoRN/algebra/CModules/smmult.con
\e[0;32mOK
\e[0m 0.03
34922 cic:/CoRN/algebra/CModules/smplus.con
\e[0;32mOK
\e[0m 0.03
34923 cic:/CoRN/algebra/CModules/smzero.con
\e[0;32mOK
\e[0m 0.03
34924 cic:/CoRN/algebra/CModules/submod.ind
\e[0;32mOK
\e[0m 0.00
34925 cic:/CoRN/algebra/CModule_Homomorphisms/ModHom.ind
\e[0;32mOK
\e[0m 0.10
34926 cic:/CoRN/algebra/CFields/f_rcpcl'.con
\e[0;32mOK
\e[0m 0.07
34927 cic:/CoRN/algebra/CFields/rcpcl_is_inverse.con
\e[0;32mOK
\e[0m 0.04
34928 cic:/CoRN/algebra/CFields/CField_Ops/Part_Function_Recip/Ext2R.var
\e[0;32mOK
\e[0m 0.20
34929 cic:/CoRN/algebra/CFields/CField_Ops/Part_Function_Recip/R.var
\e[0;32mOK
\e[0m 0.02
34930 cic:/CoRN/algebra/CFields/CField_Ops/Part_Function_Div/Ext2R.var
\e[0;32mOK
\e[0m 0.07
34931 cic:/CoRN/algebra/CFields/CField_Ops/Part_Function_Div/R.var
\e[0;32mOK
\e[0m 0.06
34932 cic:/Cachan/SMC/quant/BDDex_list_OK_cons.con
\e[0;32mOK
\e[0m 0.63
34933 cic:/Cachan/SMC/quant/BDDexl_config_OK.con
\e[0;32mOK
\e[0m 0.39
34934 cic:/Cachan/SMC/quant/BDDexl_is_exl.con
\e[0;32mOK
\e[0m 0.08
34935 cic:/Cachan/SMC/quant/BDDexl_node_OK.con
\e[0;32mOK
\e[0m 0.03
34936 cic:/Cachan/SMC/quant/BDDexl_used_nodes_preserved.con
\e[0;32mOK
\e[0m 0.04
34937 cic:/Cachan/SMC/quant/BDDreplace_is_replace.con
\e[0;32mOK
\e[0m 1.97
34938 cic:/Cachan/SMC/quant/BDDreplace_list_OK.con
\e[0;32mOK
\e[0m 0.05
34939 cic:/Cachan/SMC/quant/BDDsubst_list_OK_cons.con
\e[0;32mOK
\e[0m 0.04
34940 cic:/Cachan/SMC/quant/BDDunivl_list_OK_cons.con
\e[0;32mOK
\e[0m 0.07
34941 cic:/Cachan/SMC/mu/BDDiter2n_lemma1.con
\e[0;32mOK
\e[0m 0.94
34942 cic:/Cachan/SMC/mu/be_iter2n_2n.con
\e[0;32mOK
\e[0m 0.35
34943 cic:/Cachan/SMC/mu/be_iter2n_eq_preserved_2.con
\e[0;32mOK
\e[0m 0.07
34944 cic:/Cachan/SMC/mu/be_iter_eq_preserved_1.con
\e[0;32mOK
\e[0m 0.12
34945 cic:/Cachan/SMC/mu/be_iter_le_preserved.con
\e[0;32mOK
\e[0m 0.10
34946 cic:/Sophia-Antipolis/geometry/distance_euclidienne/distance.con
\e[0;32mOK
\e[0m 0.09
34947 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/COMP_th1.con
\e[0;32mOK
\e[0m 0.17
34948 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/COMP_th2.con
\e[0;32mOK
\e[0m 0.06
34949 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/COMP_th3.con
\e[0;32mOK
\e[0m 0.03
34950 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/COMP_th4.con
\e[0;32mOK
\e[0m 0.02
34951 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/ee_eq_Out.con
\e[0;32mOK
\e[0m 0.05
34952 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/glueing_th5.con
\e[0;32mOK
\e[0m 0.10
34953 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1b/stepb4.var
\e[0;32mOK
\e[0m 0.11
34954 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/restricted_to_1/res_to_1a/stepa4.var
\e[0;32mOK
\e[0m 0.03
34955 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_1/step2.var
\e[0;32mOK
\e[0m 0.03
34956 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/comp_ev_1/step4.var
\e[0;32mOK
\e[0m 0.02
34957 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartpair/step1.var
\e[0;32mOK
\e[0m 0.03
34958 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartpair/step3.var
\e[0;32mOK
\e[0m 0.02
34959 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/step7.var
\e[0;32mOK
\e[0m 0.05
34960 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/cartesian_construction_section/step8.var
\e[0;32mOK
\e[0m 0.03
34961 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/COMPp/step2.var
\e[0;32mOK
\e[0m 0.03
34962 cic:/Sophia-Antipolis/Functions_in_ZFC/Functions_in_ZFC/COMPp/step3.var
\e[0;32mOK
\e[0m 0.01
34963 cic:/Sophia-Antipolis/Float/FroundProp/MSBtoZero.con
\e[0;32mOK
\e[0m 0.55
34964 cic:/Sophia-Antipolis/Float/FroundProp/div2IsBetween.con
\e[0;32mOK
\e[0m 0.28
34965 cic:/Sophia-Antipolis/Float/Fnorm/FcanonicUnique.con
\e[0;32mOK
\e[0m 0.15
34966 cic:/Sophia-Antipolis/Float/FPred/FNPredCanonic.con
\e[0;32mOK
\e[0m 2.04
34967 cic:/Sophia-Antipolis/Buchberger/BuchRed/redbuch_stable.con
\e[0;32mOK
\e[0m 4.38
34968 cic:/Sophia-Antipolis/Buchberger/Buch/OBuch_Inv_f.con
\e[0;32mOK
\e[0m 0.26
34969 cic:/Sophia-Antipolis/Algebra/Sub_sgroup/subsgroup_part.con
\e[0;32mOK
\e[0m 1.00
34970 cic:/Sophia-Antipolis/Algebra/Sub_sgroup/subsgroup_rect.con
\e[0;32mOK
\e[0m 0.71
34971 cic:/Sophia-Antipolis/Algebra/Sub_sgroup/Injection/H.var
\e[0;32mOK
\e[0m 0.04
34972 cic:/Sophia-Antipolis/Algebra/Sub_sgroup/Def/Sub_sgroup/Hprop.var
\e[0;32mOK
\e[0m 0.22
34973 cic:/Sophia-Antipolis/Algebra/Sgroup_facts/SGROUP_hom_prop.con
\e[0;32mOK
\e[0m 0.91
34974 cic:/Sophia-Antipolis/Algebra/Monoid_cat/MONOID.con
\e[0;32mOK
\e[0m 0.48
34975 cic:/Sophia-Antipolis/Algebra/Module_cat/Def/Module_def/Mod.var
\e[0;32mOK
\e[0m 0.05
34976 cic:/Sophia-Antipolis/Algebra/Abelian_group_facts/ABELIAN_SGROUP_com.con
\e[0;32mOK
\e[0m 0.20
34977 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_group_group.con
\e[0;32mOK
\e[0m 0.05
34978 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_group_on_ind.con
\e[0;32mOK
\e[0m 0.04
34979 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_group_on_rec.con
\e[0;32mOK
\e[0m 0.01
34980 cic:/Sophia-Antipolis/Algebra/Abelian_group_cat/abelian_group_rect.con
\e[0;32mOK
\e[0m 0.01
34981 cic:/Rocq/THREE_GAP/preuve1/eq_after_M_N2.con
\e[0;32mOK
\e[0m 3.82
34982 cic:/Rocq/THREE_GAP/preuve1/inter31a.con
\e[0;32mOK
\e[0m 1.61
34983 cic:/Rocq/GRAPHS/cgraph/CG_circuit_complete.con
\e[0;32mOK
\e[0m 0.30
34984 cic:/Rocq/GRAPHS/cgraph/CG_prove_correct.con
\e[0;32mOK
\e[0m 0.31
34985 cic:/Rocq/GRAPHS/cgraph/CG_solve_complete.con
\e[0;32mOK
\e[0m 0.01
34986 cic:/Rocq/COC/Int_stab/int_typ_red1.con
\e[0;32mOK
\e[0m 108.08
34987 cic:/Rocq/ALGEBRA/SETOID/STRUCTURE/Inverses_Group/Inverses_op.con
\e[0;32mOK
\e[0m 0.33
34988 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/Ntransformation/NT_setoid.con
\e[0;32mOK
\e[0m 0.26
34989 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/NatIso/NTinv_nt_law.con
\e[0;32mOK
\e[0m 1.27
34990 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/Ast.con
\e[0;32mOK
\e[0m 0.19
34991 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/InterChangeLaw/Ast_eq.con
\e[0;32mOK
\e[0m 0.06
34992 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/NT/CatFunct/Comp_tau_nt_law.con
\e[0;32mOK
\e[0m 1.01
34993 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/Pres_Limits/Comp_cone_tau.con
\e[0;32mOK
\e[0m 0.19
34994 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMIT_CONSTRUCTIONS/HomFunctor_Continuous/funset_pres/fs_diese/tau.var
\e[0;32mOK
\e[0m 0.17
34995 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/Diese_map.con
\e[0;32mOK
\e[0m 0.19
34996 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/UA_ind.con
\e[0;32mOK
\e[0m 0.02
34997 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/UA_mor.con
\e[0;32mOK
\e[0m 0.03
34998 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/UniversalArrow/UA_rec.con
\e[0;32mOK
\e[0m 0.01
34999 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/EqC.con
\e[0;32mOK
\e[0m 0.35
35000 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/Limit_law1.con
\e[0;32mOK
\e[0m 0.10
35001 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Limit/Limit_law2.con
\e[0;32mOK
\e[0m 0.01
35002 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/FPA_comp_law.con
\e[0;32mOK
\e[0m 1.92
35003 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/Equalizers1/FPA_id_law.con
\e[0;32mOK
\e[0m 0.03
35004 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/CoUA1_diese.con
\e[0;32mOK
\e[0m 0.27
35005 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/CoUA_ind.con
\e[0;32mOK
\e[0m 0.09
35006 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/CoUA_mor.con
\e[0;32mOK
\e[0m 0.02
35007 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/CoUA_rec.con
\e[0;32mOK
\e[0m 0.01
35008 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/Codiese_map.con
\e[0;32mOK
\e[0m 0.09
35009 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoUniversalArrow/coua_def1/u1.var
\e[0;32mOK
\e[0m 0.02
35010 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/CoLimit_law1.con
\e[0;32mOK
\e[0m 0.13
35011 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/CoLimit_law2.con
\e[0;32mOK
\e[0m 0.01
35012 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/LIMITS/CoLimit/Co_EqC.con
\e[0;32mOK
\e[0m 0.34
35013 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/PROD_proj/Fst_map.con
\e[0;32mOK
\e[0m 0.29
35014 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/PROD_proj/Snd_map.con
\e[0;32mOK
\e[0m 0.06
35015 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/IsFaithful_comp.con
\e[0;32mOK
\e[0m 0.17
35016 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunctorProperty/IsFull_comp.con
\e[0;32mOK
\e[0m 0.16
35017 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunFreeMon/FunFreeMon_fcomp_law.con
\e[0;32mOK
\e[0m 1.22
35018 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunFreeMon/FunFreeMon_fid_law.con
\e[0;32mOK
\e[0m 0.62
35019 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunForget/FunForget_fcomp_law.con
\e[0;32mOK
\e[0m 0.07
35020 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/FunForget/FunForget_fid_law.con
\e[0;32mOK
\e[0m 0.01
35021 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Comp_com_law.con
\e[0;32mOK
\e[0m 0.39
35022 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/Comma/Equal_com_arrow_equiv.con
\e[0;32mOK
\e[0m 0.04
35023 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/CAT/Comp_Functor_congl.con
\e[0;32mOK
\e[0m 0.16
35024 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/FUNCTOR/CAT/Comp_Functor_congr.con
\e[0;32mOK
\e[0m 0.11
35025 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/Eval.con
\e[0;32mOK
\e[0m 0.52
35026 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/Exponent_ind.con
\e[0;32mOK
\e[0m 0.03
35027 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/Exponent_rec.con
\e[0;32mOK
\e[0m 0.01
35028 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/Op_lambda.con
\e[0;32mOK
\e[0m 0.02
35029 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/Exponents/hasexponent_proj/C2.var
\e[0;32mOK
\e[0m 0.04
35030 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/CATEGORY/CONSTRUCTIONS/CCC/IsCCC.ind
\e[0;32mOK
\e[0m 0.03
35031 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_CoAdjoint/CoadjointUA_ob.con
\e[0;32mOK
\e[0m 0.05
35032 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Th_Adjoint/AdjointUA_ob.con
\e[0;32mOK
\e[0m 0.06
35033 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Limit_Adj/ladj_pres/lp_diese/tau.var
\e[0;32mOK
\e[0m 0.06
35034 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSET2_l_mor.con
\e[0;32mOK
\e[0m 0.14
35035 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/HomFunctor2/FunSET2_r_mor.con
\e[0;32mOK
\e[0m 0.07
35036 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_SSC2/SSC2_p.con
\e[0;32mOK
\e[0m 0.13
35037 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof2/freyd_th_2'/uaxG'/ssc2_to_ssc1/f.var
\e[0;32mOK
\e[0m 0.08
35038 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/FREYD_THEOREM/FAFT_Part2_Proof1/FT_f.con
\e[0;32mOK
\e[0m 0.08
35039 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunProd/Fun_prod_comp_law.con
\e[0;31mFAIL
\e[0m
35040 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/FunProd/Fun_prod_id_law.con
\e[0;31mFAIL
\e[0m
35041 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/CCC/Diagonal/Diag.con
\e[0;32mOK
\e[0m 0.11
35042 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj1_def/adj1_laws/eps.var
\e[0;32mOK
\e[0m 0.07
35043 cic:/Rocq/ALGEBRA/CATEGORY_THEORY/ADJUNCTION/Adjunction1/adj1_def/adj1_laws/eta.var
\e[0;32mOK
\e[0m 0.00
35044 cic:/Rocq/AILS/ycngstys/F.con
\e[0;32mOK
\e[0m 0.14
35045 cic:/Rocq/AILS/ycngstys/Rs.con
\e[0;32mOK
\e[0m 0.02
35046 cic:/Rocq/AILS/ycngstys/thetat_derivable.con
\e[0;32mOK
\e[0m 0.33
35047 cic:/Rocq/AILS/ycngftys/vit_derivable.con
\e[0;32mOK
\e[0m 0.41
35048 cic:/Rocq/AILS/ycngftys/xP.con
\e[0;32mOK
\e[0m 0.01
35049 cic:/Rocq/AILS/ycngftys/xi_derivable.con
\e[0;32mOK
\e[0m 0.28
35050 cic:/Rocq/AILS/ycngftys/yP.con
\e[0;32mOK
\e[0m 0.01
35051 cic:/Rocq/AILS/ycngftys/yi_derivable.con
\e[0;32mOK
\e[0m 0.26
35052 cic:/Rocq/AILS/trajectory_def/EvaderTrajectory_rect.con
\e[0;32mOK
\e[0m 0.03
35053 cic:/Rocq/AILS/trajectory_def/tr.con
\e[0;32mOK
\e[0m 0.01
35054 cic:/Rocq/AILS/trajectory/Rsqr_intruder_distance.con
\e[0;32mOK
\e[0m 0.04
35055 cic:/Rocq/AILS/trajectory/r_vi.con
\e[0;32mOK
\e[0m 0.02
35056 cic:/Rocq/AILS/trajectory/rho_vi.con
\e[0;32mOK
\e[0m 0.00
35057 cic:/Rocq/AILS/trajectory/thetat_derivable.con
\e[0;32mOK
\e[0m 0.27
35058 cic:/Rocq/AILS/trajectory/trajectory/evad.var
\e[0;32mOK
\e[0m 0.00
35059 cic:/Rocq/AILS/tau/Ax2_R_pos.con
\e[0;32mOK
\e[0m 0.14
35060 cic:/Rocq/AILS/tau/RR.con
\e[0;32mOK
\e[0m 0.05
35061 cic:/Rocq/AILS/tau/Rsqr_Rmin.con
\e[0;32mOK
\e[0m 0.04
35062 cic:/Rocq/AILS/tau/div_tau.con
\e[0;32mOK
\e[0m 0.01
35063 cic:/Rocq/AILS/tau/dx_dxdt.con
\e[0;32mOK
\e[0m 0.33
35064 cic:/Rocq/AILS/tau/dy_dydt.con
\e[0;32mOK
\e[0m 0.07
35065 cic:/Rocq/AILS/rrho/rho_PI2.con
\e[0;32mOK
\e[0m 3.97
35066 cic:/Rocq/AILS/rrho/rho_pos.con
\e[0;32mOK
\e[0m 0.05
35067 cic:/Rocq/AILS/rrho/rho_strict_decreasing.con
\e[0;32mOK
\e[0m 0.01
35068 cic:/Rocq/AILS/measure2state/cond1_sty.con
\e[0;32mOK
\e[0m 0.11
35069 cic:/Rocq/AILS/measure2state/cond2_sty.con
\e[0;32mOK
\e[0m 0.05
35070 cic:/Rocq/AILS/constants/m.con
\e[0;32mOK
\e[0m 0.03
35071 cic:/Rocq/AILS/constants/rho_ub_t_PI2.con
\e[0;32mOK
\e[0m 1.54
35072 cic:/Rocq/AILS/constants/constants/evad.var
\e[0;32mOK
\e[0m 0.00
35073 cic:/Rocq/AILS/alpha_no_conflict/alpha_no_conflict/evad.var
\e[0;32mOK
\e[0m 0.02
35074 cic:/Rocq/AILS/ails/distance.con
\e[0;32mOK
\e[0m 0.02
35075 cic:/Orsay/ExactRealArithmetic/Racine/Int_part_sqrt.con
\e[0;32mOK
\e[0m 0.05
35076 cic:/Nijmegen/QArith/quadratic_correctness/spec_Qquadratic_Qpositive_to_Q_Zopp.con
\e[0;32mOK
\e[0m 0.31
35077 cic:/Nijmegen/QArith/quadratic_correctness/spec_Qquadratic_Qpositive_to_Q_commut.con
\e[0;32mOK
\e[0m 0.04
35078 cic:/Nijmegen/QArith/quadratic_correctness/spec_Qquadratic_Qpositive_to_Q_spec_Qquadratic_Qpositive_to_Qpositive2_neg_1.con
\e[0;32mOK
\e[0m 0.43
35079 cic:/Nijmegen/QArith/quadratic_correctness/spec_Qquadratic_Qpositive_to_Q_spec_Qquadratic_Qpositive_to_Qpositive2_neg_2.con
\e[0;32mOK
\e[0m 0.28
35080 cic:/Nijmegen/QArith/quadratic_correctness/spec_Qquadratic_Qpositive_to_Qpositive2_commut.con
\e[0;32mOK
\e[0m 0.09
35081 cic:/Nijmegen/QArith/general_Q/Qdiv_num_denom_subproof.con
\e[0;32mOK
\e[0m 5.83
35082 cic:/Nijmegen/QArith/general_Q/Qlt_Zero_Qminus.con
\e[0;32mOK
\e[0m 0.03
35083 cic:/Nijmegen/QArith/general_Q/Qmult_Z_dL.con
\e[0;32mOK
\e[0m 0.04
35084 cic:/Nijmegen/QArith/general_Q/Qmult_Z_nR.con
\e[0;32mOK
\e[0m 0.03
35085 cic:/Nijmegen/QArith/general_Q/Qmult_zero_right.con
\e[0;32mOK
\e[0m 0.02
35086 cic:/Nijmegen/QArith/general_Q/Qopp_linear.con
\e[0;32mOK
\e[0m 0.04
35087 cic:/Nijmegen/QArith/general_Q/Qplus_zero_right.con
\e[0;32mOK
\e[0m 0.02
35088 cic:/Nijmegen/QArith/general_Q/Z_to_Qplus_NEG.con
\e[0;32mOK
\e[0m 0.12
35089 cic:/Coq/Reals/Rtrigo/form1.con
\e[0;31mCIRCULARDEP
\e[0m
35090 cic:/Coq/Reals/Rtrigo/form2.con
\e[0;31mCIRCULARDEP
\e[0m
35091 cic:/Coq/Reals/Rtrigo/sin2_cos2.con
\e[0;31mCIRCULARDEP
\e[0m
35092 cic:/Coq/Reals/RiemannInt/RiemannInt.con
\e[0;32mOK
\e[0m 160.71
35093 cic:/Coq/Reals/Rgeom/dist_euc.con
\e[0;32mOK
\e[0m 0.02
35094 cic:/Coq/Reals/Ranalysis4/derivable_pt_exp.con
\e[0;32mOK
\e[0m 0.02
35095 cic:/Coq/Reals/Ranalysis4/derivable_pt_lim_cosh.con
\e[0;31mSKIPPED
\e[0m
projects / helm.git / blob