X-Git-Url: http://matita.cs.unibo.it/gitweb/?a=blobdiff_plain;f=helm%2Fwww%2Flambdadelta%2Fbin%2Fxhtbl%2Fmatrix.ml;fp=helm%2Fwww%2Flambdadelta%2Fbin%2Fxhtbl%2Fmatrix.ml;h=0000000000000000000000000000000000000000;hb=d2545ffd201b1aa49887313791386add78fa8603;hp=1c65c50043fe17fa2b070acb70063f45712c1e74;hpb=57ae1762497a5f3ea75740e2908e04adb8642cc2;p=helm.git

diff --git a/helm/www/lambdadelta/bin/xhtbl/matrix.ml b/helm/www/lambdadelta/bin/xhtbl/matrix.ml
deleted file mode 100644
index 1c65c5004..000000000
--- a/helm/www/lambdadelta/bin/xhtbl/matrix.ml
+++ /dev/null
@@ -1,63 +0,0 @@
-module A = Array
-module N = Filename
-
-module T = Table
-
-type cell = {
-   ck: T.text list; (* contents *)
-   cc: T.css;       (* css classes *)
-   cu: T.uri;       (* uri *)
-   cx: T.ext;       (* extension *)
-   cn: T.anchor;    (* named anchor *)   
-   cb: T.border;    (* border *)
-}
-
-type matrix = {
-   r: int;              (* rows *)
-   c: int;              (* columns *)
-   m: cell array array; (* matrix *)
-}
-
-let strand a b = if a = "" then b else a
-
-let empty = {
-   ck = []; cc = []; cu = ""; cx = ""; cn = ""; cb = T.border false;
-}
-
-let make ts = {
-   r = ts.T.rf; c = ts.T.cf;
-   m = A.make_matrix ts.T.rf ts.T.cf empty;
-}
-
-let set_key m y x kl = 
-   m.m.(y).(x) <- {m.m.(y).(x) with ck = kl}
-
-let set_attrs m y x c u e n = 
-   m.m.(y).(x) <- {m.m.(y).(x) with
-      cc = c @ m.m.(y).(x).cc;
-      cu = u ^ m.m.(y).(x).cu;
-      cx = m.m.(y).(x).cx ^ e;
-      cn = strand m.m.(y).(x).cn n;
-   }
-
-let set_west m y x b =
-   let c = m.m.(y).(x) in
-   let cb = {c.cb with T.w = c.cb.T.w || b.T.w} in 
-   m.m.(y).(x) <- {c with cb = cb}
-
-let set_north m y x b =
-   let c = m.m.(y).(x) in
-   let cb = {c.cb with T.n = c.cb.T.n || b.T.n} in 
-   m.m.(y).(x) <- {c with cb = cb}
-
-let set_east m y x b =
-   if x < pred m.c then set_west m y (succ x) {b with T.w = b.T.e} else
-   let c = m.m.(y).(x) in
-   let cb = {c.cb with T.e = c.cb.T.e || b.T.e} in 
-   m.m.(y).(x) <- {c with cb = cb}
-
-let set_south m y x b =
-   if y < pred m.r then set_north m (succ y) x {b with T.n = b.T.s} else
-   let c = m.m.(y).(x) in
-   let cb = {c.cb with T.s = c.cb.T.s || b.T.s} in 
-   m.m.(y).(x) <- {c with cb = cb}