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1 digraph g {
2   "topology/igft3.ma" [];
3   "topology/igft3.ma" -> "arithmetics/nat.ma" [];
4   "topology/igft3.ma" -> "datatypes/bool.ma" [];
5   "topology/igft3.ma" -> "topology/igft.ma" [];
6   "PTS/subst.ma" [];
7   "PTS/subst.ma" -> "basics/list2.ma" [];
8   "basics/functions.ma" [];
9   "basics/functions.ma" -> "Plogic/connectives.ma" [];
10   "basics/functions.ma" -> "Plogic/equality.ma" [];
11   "nat/compare.ma" [];
12   "nat/compare.ma" -> "datatypes/bool.ma" [];
13   "nat/compare.ma" -> "nat/order.ma" [];
14   "arithmetics/compare.ma" [];
15   "arithmetics/compare.ma" -> "arithmetics/nat.ma" [];
16   "datatypes/list-setoids.ma" [];
17   "datatypes/list-setoids.ma" -> "datatypes/list.ma" [];
18   "datatypes/list-setoids.ma" -> "sets/setoids.ma" [];
19   "datatypes/list-setoids.ma" -> "sets/setoids1.ma" [];
20   "datatypes/list-theory.ma" [];
21   "datatypes/list-theory.ma" -> "arithmetics/nat.ma" [];
22   "datatypes/list-theory.ma" -> "datatypes/list.ma" [];
23   "logic/pts.ma" [];
24   "basics/relations.ma" [];
25   "basics/relations.ma" -> "Plogic/connectives.ma" [];
26   "Plogic/equality.ma" [];
27   "Plogic/equality.ma" -> "logic/pts.ma" [];
28   "Plogic/connectives.ma" [];
29   "Plogic/connectives.ma" -> "Plogic/equality.ma" [];
30   "sets/categories.ma" [];
31   "sets/categories.ma" -> "sets/sets.ma" [];
32   "algebra/magmas.ma" [];
33   "algebra/magmas.ma" -> "sets/sets.ma" [];
34   "datatypes/pairs.ma" [];
35   "datatypes/pairs.ma" -> "logic/pts.ma" [];
36   "Plogic/russell_support.ma" [];
37   "Plogic/russell_support.ma" -> "Plogic/connectives.ma" [];
38   "Plogic/russell_support.ma" -> "Plogic/jmeq.ma" [];
39   "Plogic/russell_support.ma" -> "datatypes/sums.ma" [];
40   "Plogic/russell_support.ma" -> "logic/connectives.ma" [];
41   "topology/cantor.ma" [];
42   "topology/cantor.ma" -> "nat/nat.ma" [];
43   "topology/cantor.ma" -> "topology/igft.ma" [];
44   "logic/cprop.ma" [];
45   "logic/cprop.ma" -> "hints_declaration.ma" [];
46   "logic/cprop.ma" -> "sets/setoids1.ma" [];
47   "TPTP.ma" [];
48   "TPTP.ma" -> "basics/eq.ma" [];
49   "sets/setoids2.ma" [];
50   "sets/setoids2.ma" -> "properties/relations2.ma" [];
51   "sets/setoids2.ma" -> "sets/setoids1.ma" [];
52   "nat/plus.ma" [];
53   "nat/plus.ma" -> "algebra/abelian_magmas.ma" [];
54   "nat/plus.ma" -> "algebra/unital_magmas.ma" [];
55   "nat/plus.ma" -> "nat/big_ops.ma" [];
56   "sets/sets.ma" [];
57   "sets/sets.ma" -> "logic/connectives.ma" [];
58   "sets/sets.ma" -> "logic/cprop.ma" [];
59   "sets/sets.ma" -> "properties/relations1.ma" [];
60   "sets/sets.ma" -> "sets/setoids1.ma" [];
61   "PTS/gpts.ma" [];
62   "PTS/gpts.ma" -> "PTS/subst.ma" [];
63   "re/re-setoids.ma" [];
64   "re/re-setoids.ma" -> "datatypes/bool-setoids.ma" [];
65   "re/re-setoids.ma" -> "datatypes/list-setoids.ma" [];
66   "re/re-setoids.ma" -> "datatypes/pairs-setoids.ma" [];
67   "re/re-setoids.ma" -> "hints_declaration.ma" [];
68   "re/re-setoids.ma" -> "sets/sets.ma" [];
69   "topology/igft2.ma" [];
70   "topology/igft2.ma" -> "arithmetics/nat.ma" [];
71   "topology/igft2.ma" -> "topology/igft.ma" [];
72   "arithmetics/Z.ma" [];
73   "arithmetics/Z.ma" -> "arithmetics/compare.ma" [];
74   "arithmetics/Z.ma" -> "arithmetics/nat.ma" [];
75   "datatypes/bool.ma" [];
76   "datatypes/bool.ma" -> "logic/pts.ma" [];
77   "algebra/bool.ma" [];
78   "algebra/bool.ma" -> "logic/connectives.ma" [];
79   "logic/connectives.ma" [];
80   "logic/connectives.ma" -> "logic/pts.ma" [];
81   "properties/relations2.ma" [];
82   "properties/relations2.ma" -> "logic/pts.ma" [];
83   "sets/categories2.ma" [];
84   "sets/categories2.ma" -> "sets/categories.ma" [];
85   "sets/categories2.ma" -> "sets/setoids2.ma" [];
86   "sets/categories2.ma" -> "sets/sets.ma" [];
87   "basics/list2.ma" [];
88   "basics/list2.ma" -> "arithmetics/nat.ma" [];
89   "basics/list2.ma" -> "basics/list.ma" [];
90   "arithmetics/nat.ma" [];
91   "arithmetics/nat.ma" -> "basics/bool.ma" [];
92   "arithmetics/nat.ma" -> "basics/eq.ma" [];
93   "arithmetics/nat.ma" -> "basics/functions.ma" [];
94   "arithmetics/nat.ma" -> "hints_declaration.ma" [];
95   "sets/setoids1.ma" [];
96   "sets/setoids1.ma" -> "hints_declaration.ma" [];
97   "sets/setoids1.ma" -> "properties/relations1.ma" [];
98   "sets/setoids1.ma" -> "sets/setoids.ma" [];
99   "nat/minus.ma" [];
100   "nat/minus.ma" -> "nat/order.ma" [];
101   "logic/cologic.ma" [];
102   "logic/cologic.ma" -> "Plogic/connectives.ma" [];
103   "logic/cologic.ma" -> "Plogic/equality.ma" [];
104   "logic/cologic.ma" -> "datatypes/bool.ma" [];
105   "logic/cologic.ma" -> "logic/equality.ma" [];
106   "logic/cologic.ma" -> "logic/pts.ma" [];
107   "datatypes/list.ma" [];
108   "datatypes/list.ma" -> "arithmetics/nat.ma" [];
109   "datatypes/list.ma" -> "logic/equality.ma" [];
110   "datatypes/list.ma" -> "logic/pts.ma" [];
111   "Plogic/jmeq.ma" [];
112   "Plogic/jmeq.ma" -> "Plogic/equality.ma" [];
113   "topology/igft-setoid.ma" [];
114   "topology/igft-setoid.ma" -> "sets/sets.ma" [];
115   "sets/partitions.ma" [];
116   "sets/partitions.ma" -> "datatypes/pairs.ma" [];
117   "sets/partitions.ma" -> "nat/compare.ma" [];
118   "sets/partitions.ma" -> "nat/minus.ma" [];
119   "sets/partitions.ma" -> "nat/plus.ma" [];
120   "sets/partitions.ma" -> "sets/sets.ma" [];
121   "sets/setoids.ma" [];
122   "sets/setoids.ma" -> "hints_declaration.ma" [];
123   "sets/setoids.ma" -> "logic/connectives.ma" [];
124   "sets/setoids.ma" -> "properties/relations.ma" [];
125   "properties/relations.ma" [];
126   "properties/relations.ma" -> "logic/pts.ma" [];
127   "nat/big_ops.ma" [];
128   "nat/big_ops.ma" -> "algebra/magmas.ma" [];
129   "nat/big_ops.ma" -> "nat/order.ma" [];
130   "arithmetics/R.ma" [];
131   "arithmetics/R.ma" -> "arithmetics/nat.ma" [];
132   "arithmetics/R.ma" -> "datatypes/pairs.ma" [];
133   "arithmetics/R.ma" -> "datatypes/sums.ma" [];
134   "arithmetics/R.ma" -> "topology/igft.ma" [];
135   "algebra/unital_magmas.ma" [];
136   "algebra/unital_magmas.ma" -> "algebra/magmas.ma" [];
137   "arithmetics/minimization.ma" [];
138   "arithmetics/minimization.ma" -> "arithmetics/nat.ma" [];
139   "properties/relations1.ma" [];
140   "properties/relations1.ma" -> "logic/pts.ma" [];
141   "basics/bool.ma" [];
142   "basics/bool.ma" -> "basics/eq.ma" [];
143   "basics/bool.ma" -> "basics/functions.ma" [];
144   "datatypes/bool-setoids.ma" [];
145   "datatypes/bool-setoids.ma" -> "datatypes/bool.ma" [];
146   "datatypes/bool-setoids.ma" -> "sets/setoids.ma" [];
147   "logic/equality.ma" [];
148   "logic/equality.ma" -> "logic/connectives.ma" [];
149   "logic/equality.ma" -> "properties/relations.ma" [];
150   "datatypes/pairs-setoids.ma" [];
151   "datatypes/pairs-setoids.ma" -> "datatypes/pairs.ma" [];
152   "datatypes/pairs-setoids.ma" -> "sets/setoids.ma" [];
153   "topology/igft4.ma" [];
154   "topology/igft4.ma" -> "arithmetics/nat.ma" [];
155   "topology/igft4.ma" -> "datatypes/bool.ma" [];
156   "topology/igft4.ma" -> "topology/igft.ma" [];
157   "basics/eq.ma" [];
158   "basics/eq.ma" -> "basics/relations.ma" [];
159   "datatypes/sums.ma" [];
160   "datatypes/sums.ma" -> "datatypes/pairs.ma" [];
161   "hints_declaration.ma" [];
162   "hints_declaration.ma" -> "logic/pts.ma" [];
163   "logic/destruct_bb.ma" [];
164   "logic/destruct_bb.ma" -> "logic/equality.ma" [];
165   "algebra/abelian_magmas.ma" [];
166   "algebra/abelian_magmas.ma" -> "algebra/magmas.ma" [];
167   "topology/igft.ma" [];
168   "topology/igft.ma" -> "logic/equality.ma" [];
169   "topology/igft.ma" -> "sets/sets.ma" [];
170   "overlap/o-algebra.ma" [];
171   "overlap/o-algebra.ma" -> "sets/categories2.ma" [];
172   "re/re.ma" [];
173   "re/re.ma" -> "arithmetics/nat.ma" [];
174   "re/re.ma" -> "datatypes/list.ma" [];
175   "re/re.ma" -> "datatypes/pairs.ma" [];
176   "re/re.ma" -> "hints_declaration.ma" [];
177   "basics/list.ma" [];
178   "basics/list.ma" -> "basics/bool.ma" [];
179   "basics/list.ma" -> "basics/eq.ma" [];
180   "nat/nat.ma" [];
181   "nat/nat.ma" -> "hints_declaration.ma" [];
182   "nat/nat.ma" -> "logic/equality.ma" [];
183   "nat/nat.ma" -> "sets/setoids.ma" [];
184   "nat/order.ma" [];
185   "nat/order.ma" -> "nat/nat.ma" [];
186   "nat/order.ma" -> "sets/sets.ma" [];
187   
188   }