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gp:: 'dual of current' no longer can circumvent the limits
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3ed43b8c7d
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17
goldberg.cpp
17
goldberg.cpp
@ -813,6 +813,15 @@ EX namespace gp {
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screens = g;
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}
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EX bool check_whirl_set(loc xy) {
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if(!check_limits(xy)) {
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addMessage(XLAT("Outside of the supported limits"));
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return false;
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}
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whirl_set(xy);
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return true;
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}
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string helptext() {
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return XLAT(
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"Goldberg polyhedra are obtained by adding extra hexagons to a dodecahedron. "
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@ -973,24 +982,24 @@ EX namespace gp {
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auto p = univ_param();
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if(S3 == 3 && !UNTRUNCATED) {
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println(hlog, "set param to ", p * loc(1,1));
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whirl_set(p * loc(1, 1));
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if(!check_whirl_set(p * loc(1, 1))) return;
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set_variation(eVariation::untruncated);
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start_game();
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config = human_representation(univ_param());
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}
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else if(S3 == 4 && !UNRECTIFIED) {
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whirl_set(p * loc(1, 1));
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if(!check_whirl_set(p * loc(1, 1))) return;
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set_variation(eVariation::unrectified);
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start_game();
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config = human_representation(univ_param());
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}
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else if(S3 == 3 && UNTRUNCATED) {
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println(hlog, "whirl_set to ", (p * loc(1,1)) / 3);
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whirl_set((p * loc(1,1)) / 3);
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if(!check_whirl_set((p * loc(1,1)) / 3)) return;
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config = human_representation(univ_param());
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}
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else if(S3 == 4 && UNRECTIFIED) {
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whirl_set((p * loc(1,1)) / 2);
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if(!check_whirl_set((p * loc(1,1)) / 2)) return;
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config = human_representation(univ_param());
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}
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});
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