From: Dana Jansens Date: Mon, 30 Dec 2002 08:40:38 +0000 (+0000) Subject: key chains get built properly! X-Git-Url: https://git.brokenzipper.com/gitweb?a=commitdiff_plain;h=87ed1124fbed16bd93e2fa4ffded9c9576319841;p=chaz%2Fopenbox key chains get built properly! --- diff --git a/src/bindings.cc b/src/bindings.cc index 606eff32..73c11b0b 100644 --- a/src/bindings.cc +++ b/src/bindings.cc @@ -26,9 +26,7 @@ static void print_branch(BindingTree *first, std::string str) print_branch(p->first_child, str + " " + p->text); if (!p->chain) printf("%d%s\n", p->id, (str + " " + p->text).c_str()); - BindingTree *s = p->next_sibling; - delete p; - p = s; + p = p->next_sibling; } } @@ -44,7 +42,6 @@ void OBBindings::display() bool OBBindings::translate(const std::string &str, Binding &b) { unsigned int mods = 0; - std::string modstring; // parse out the base key name std::string::size_type keybegin = str.find_last_of('-'); @@ -58,7 +55,6 @@ bool OBBindings::translate(const std::string &str, Binding &b) end = str.find_first_of('-', begin); std::string mod(str, begin, end-begin); - modstring += mod; if (mod == "C") { // control mods |= ControlMask; @@ -89,8 +85,6 @@ bool OBBindings::translate(const std::string &str, Binding &b) begin = end + 1; } - printf("got modifier: %s\n", modstring.c_str()); - KeySym sym = XStringToKeysym(const_cast(key.c_str())); if (sym == NoSymbol) return false; b.modifiers = mods; @@ -130,8 +124,8 @@ BindingTree *OBBindings::buildtree(const StringVect &keylist, int id) p->chain = false; } - printf("BUILDING:\n"); - print_branch(ret, ""); +// printf("BUILDING:\n"); +// print_branch(ret, ""); // successfully built a tree return ret; @@ -169,7 +163,7 @@ void OBBindings::assimilate(BindingTree *node) a = _tree.first_child; last = a; b = node; - while (a->first_child) { + while (a) { last = a; if (a->binding != b->binding) { a = a->next_sibling; @@ -180,7 +174,10 @@ void OBBindings::assimilate(BindingTree *node) a = a->first_child; } } - last->first_child = b->first_child; + if (last->binding != b->binding) + last->next_sibling = b; + else + last->first_child = b->first_child; delete b; } }