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Archimedean tilings on the list colored by type
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137
archimedean.cpp
137
archimedean.cpp
@ -11,6 +11,8 @@ static const int sfTHREE = 8;
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struct archimedean_tiling {
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int coloring;
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string symbol;
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vector<int> faces;
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@ -758,73 +760,90 @@ int threecolor(int id) {
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}
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}
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vector<string> samples = {
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int cEucRegular = 0x008000;
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int cEucSemiregular = 0x40C040;
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int cPlatonic = 0x000080;
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int cArchimedean = 0x4040C0;
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int cPrism = 0x40A0A0;
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int cAntiPrism = 0x80A0A0;
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int cHyperRegular = 0x800000;
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int cHyperSemi = 0xC04040;
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int cWeird = 0xA000A0;
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vector<pair<string, int> > samples = {
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/* Euclidean */
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"(3,3,3,3,3,3)",
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"(4,4,4,4)",
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"(6,6,6)",
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"(8,8,4)",
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"(4,6,12)",
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"(6,4,3,4)",
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"(3,6,3,6)",
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"(3,12,12)",
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"(4,4,3L,3L,3L)[3,4]",
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"(3,3,3,3,6)(1,2)(0,4)(3)",
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"(3,3,4,3,4)(0,4)(1)(2,3)",
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{"(3,3,3,3,3,3)", cEucRegular},
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{"(4,4,4,4)", cEucRegular},
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{"(6,6,6)", cEucRegular},
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{"(8,8,4)", cEucSemiregular},
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{"(4,6,12)", cEucSemiregular},
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{"(6,4,3,4)", cEucSemiregular},
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{"(3,6,3,6)", cEucSemiregular},
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{"(3,12,12)", cEucSemiregular},
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{"(4,4,3L,3L,3L)[3,4]", cEucSemiregular},
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{"(3,3,3,3,6)(1,2)(0,4)(3)", cEucSemiregular},
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{"(3,3,4,3,4)(0,4)(1)(2,3)", cEucSemiregular},
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/* Platonic */
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"(3,3,3)",
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"(3,3,3,3)",
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"(3,3,3,3,3)",
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"(4,4,4)",
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"(5,5,5)",
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{"(3,3,3)", cPlatonic},
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{"(3,3,3,3)", cPlatonic},
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{"(3,3,3,3,3)", cPlatonic},
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{"(4,4,4)", cPlatonic},
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{"(5,5,5)", cPlatonic},
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/* Archimedean solids */
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"(3,6,6)",
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"(3,4,3,4)",
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"(3,8,8)",
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"(4,6,6)",
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"(3,4,4,4)",
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"(4,6,8)",
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"(3,3,3,3,4)(1,2)(0,4)(3)",
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"(3,5,3,5)",
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"(3,10,10)",
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"(5,6,6)",
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"(3,4,5,4)",
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"(4,6,10)",
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"(3,3,3,3,5)(1,2)(0,4)(3)",
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{"(3,6,6)", cArchimedean},
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{"(3,4,3,4)", cArchimedean},
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{"(3,8,8)", cArchimedean},
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{"(4,6,6)", cArchimedean},
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{"(3,4,4,4)", cArchimedean},
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{"(4,6,8)", cArchimedean},
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{"(3,3,3,3,4)(1,2)(0,4)(3)", cArchimedean},
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{"(3,5,3,5)", cArchimedean},
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{"(3,10,10)", cArchimedean},
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{"(5,6,6)", cArchimedean},
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{"(3,4,5,4)", cArchimedean},
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{"(4,6,10)", cArchimedean},
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{"(3,3,3,3,5)(1,2)(0,4)(3)", cArchimedean},
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/* prisms */
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"(3,4,4)",
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"(5,4,4)",
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"(6,4,4)",
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"(7,4,4)",
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{"(3,4,4)", cPrism},
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{"(5,4,4)", cPrism},
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{"(6,4,4)", cPrism},
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{"(7,4,4)", cPrism},
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/* sample antiprisms */
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"(3,3,3,4)(1)(2)",
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"(3,3,3,5)(1)(2)",
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"(3,3,3,6)(1)(2)",
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"(3,3,3,7)(1)(2)",
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{"(3,3,3,4)(1)(2)", cAntiPrism},
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{"(3,3,3,5)(1)(2)", cAntiPrism},
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{"(3,3,3,6)(1)(2)", cAntiPrism},
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{"(3,3,3,7)(1)(2)", cAntiPrism},
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/* hyperbolic ones */
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"(4,4,4,4,4)",
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"(5,5,5,5)",
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"(3,3,3,3,7)(1,2)(0,4)(3)",
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"(3HL,6,6,6)(1,0)[2](3)",
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"(3,4,4,4,4)",
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"(3,4,4,4,4) (0 1)[2 3](4)",
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"(3,4,4,4,4) (0 1)(2)(3)(4)",
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"(6,6,3,3,3) (0 2)(1)(3)(4)",
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"(5,3,5,3,3) (0 1)(2 3)(4)",
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"(4,3,3,3,3,3) (0 1)(2 3)(4 5)",
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"(3,5,5,5,5,5) (0 1)[2 3](4)(5)",
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"(3,5,5,5,5,5) (0 1)(2 4)(3 5)",
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"(3,5,5,5,5,5) (0 1)(2 4)[3 5]",
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"(3,5,5,5,5,5) (0 1)[2 4](3)(5)",
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"(3,5,5,5,5,5) (0 1)(2)(3)(4)(5)",
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{"(4,4,4,4,4)", cHyperRegular},
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{"(5,5,5,5)", cHyperRegular},
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{"(7,7,7)", cHyperRegular},
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{"(8,8,8)", cHyperRegular},
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{"(7,6,6)", cHyperSemi},
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{"(3,3,3,3,7)(1,2)(0,4)(3)", cHyperSemi},
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{"(3HL,6,6,6)(1,0)[2](3)", cHyperSemi},
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{"(3,4,4,4,4)", cHyperSemi},
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{"(3,4,4,4,4) (0 1)[2 3](4)", cHyperSemi},
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{"(3,4,4,4,4) (0 1)(2)(3)(4)", cHyperSemi},
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{"(6,6,3,3,3) (0 2)(1)(3)(4)", cHyperSemi},
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{"(5,3,5,3,3) (0 1)(2 3)(4)", cHyperSemi},
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{"(4,3,3,3,3,3) (0 1)(2 3)(4 5)", cHyperSemi},
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{"(3,5,5,5,5,5) (0 1)[2 3](4)(5)", cHyperSemi},
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{"(3,5,5,5,5,5) (0 1)(2 4)(3 5)", cHyperSemi},
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{"(3,5,5,5,5,5) (0 1)(2 4)[3 5]", cHyperSemi},
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{"(3,5,5,5,5,5) (0 1)[2 4](3)(5)", cHyperSemi},
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{"(3,5,5,5,5,5) (0 1)(2)(3)(4)(5)", cHyperSemi},
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/* with digons */
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"2,3,3,3,3,3 (2,3) (4,5)"
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{"(2,3,3,3,3,3) (2,3) (4,5)", cWeird},
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{"(6,6)", cWeird},
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{"(2,2)", cWeird},
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{"(2,2,2,2,2,2)", cWeird}
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};
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int lastsample = 0;
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@ -856,19 +875,22 @@ void enable(archimedean_tiling& arct) {
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void show() {
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if(lastsample < isize(samples)) {
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string s = samples[lastsample++];
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string s = samples[lastsample].first;
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int col = samples[lastsample].second;
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lastsample++;
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archimedean_tiling tested;
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tested.parse(s);
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if(tested.errors) {
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printf("WARNING: %d errors on %s '%s'\n", tested.errors, s.c_str(), tested.errormsg.c_str());
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}
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else {
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tested.coloring = col;
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tilings.push_back(move(tested));
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sort(tilings.begin(), tilings.end(), [] (archimedean_tiling& s1, archimedean_tiling& s2) {
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/* sort(tilings.begin(), tilings.end(), [] (archimedean_tiling& s1, archimedean_tiling& s2) {
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if(s1.euclidean_angle_sum < s2.euclidean_angle_sum - 1e-6) return true;
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if(s2.euclidean_angle_sum < s1.euclidean_angle_sum - 1e-6) return false;
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return s1.symbol < s2.symbol;
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});
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}); */
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}
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}
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cmode = sm::SIDE | sm::MAYDARK;
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@ -921,6 +943,7 @@ void show() {
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if(texture::config.tstate == texture::tsActive && texture::cgroup == cpChess && !ps.support_chessboard())
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continue;
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dialog::addSelItem(ps.symbol, fts(ps.euclidean_angle_sum * 180) + "°", 'a' + shown);
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dialog::lastItem().color = ps.coloring;
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dialog::add_action([&] () { enable(ps); });
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shown++;
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}
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