diff --git a/model/32bitlogo/32bitlogo.blend b/model/32bitlogo/32bitlogo.blend
index 468d638..cedde64 100644
Binary files a/model/32bitlogo/32bitlogo.blend and b/model/32bitlogo/32bitlogo.blend differ
diff --git a/model/32bitlogo/model.h b/model/32bitlogo/model.h
index 4036993..1029466 100644
--- a/model/32bitlogo/model.h
+++ b/model/32bitlogo/model.h
@@ -1,4 +1,4 @@
-const vec3 mesh_logo_position[] = {
+const vec3 mesh_thirty_two_position[] = {
   {0.282541, -0.852850, 1.448730},
   {1.206800, -0.852850, 1.448730},
   {1.206800, -0.581174, 1.448730},
@@ -45,8 +45,7 @@ const vec3 mesh_logo_position[] = {
   {0.282541, -0.623513, 1.293682},
   {0.069755, -0.410642, 1.448730},
   {-0.014609, -0.161311, 1.448730},
-  {-0.246143, -0.040174, 1.448730},
-  {-0.246143, -0.035470, 1.448730},
+  {-0.246143, -0.037822, 1.448730},
   {-0.037106, 0.093900, 1.448730},
   {0.036009, 0.334997, 1.448730},
   {-0.018359, 0.556102, 1.448730},
@@ -75,8 +74,7 @@ const vec3 mesh_logo_position[] = {
   {-0.057729, -0.756411, 1.448730},
   {0.069755, -0.410642, 1.293682},
   {-0.014609, -0.161311, 1.293682},
-  {-0.246143, -0.040174, 1.293682},
-  {-0.246143, -0.035470, 1.293682},
+  {-0.246143, -0.037822, 1.293682},
   {-0.037106, 0.093900, 1.293682},
   {0.036009, 0.334997, 1.293682},
   {-0.018359, 0.556102, 1.293682},
@@ -103,6 +101,983 @@ const vec3 mesh_logo_position[] = {
   {-0.750454, -0.762292, 1.293682},
   {-0.408310, -0.879900, 1.293682},
   {-0.057729, -0.756411, 1.293682},
+};
+
+const vec2 mesh_thirty_two_UVMap_uvmap[] = {
+  {0.160332, 0.824669},
+  {0.116367, 0.824669},
+  {0.116367, 0.812431},
+  {0.160332, 0.812431},
+  {0.147877, 0.824669},
+  {0.128822, 0.824669},
+  {0.128822, 0.812431},
+  {0.147877, 0.812431},
+  {0.147819, 0.824669},
+  {0.128881, 0.824669},
+  {0.128881, 0.812431},
+  {0.147819, 0.812431},
+  {0.148718, 0.824669},
+  {0.142203, 0.824669},
+  {0.142203, 0.812431},
+  {0.148718, 0.812431},
+  {0.142203, 0.824669},
+  {0.127982, 0.824669},
+  {0.127982, 0.812431},
+  {0.142203, 0.812431},
+  {0.132231, 0.827671},
+  {0.132231, 0.818489},
+  {0.144469, 0.818489},
+  {0.144469, 0.827671},
+  {0.132231, 0.818489},
+  {0.132231, 0.809429},
+  {0.144469, 0.809429},
+  {0.144469, 0.818489},
+  {0.161686, 0.824669},
+  {0.151355, 0.824669},
+  {0.151355, 0.812431},
+  {0.161686, 0.812431},
+  {0.144469, 0.810786},
+  {0.144469, 0.826315},
+  {0.132231, 0.826315},
+  {0.132231, 0.810786},
+  {0.144469, 0.812990},
+  {0.144469, 0.824111},
+  {0.132231, 0.824111},
+  {0.132231, 0.812990},
+  {0.149737, 0.824669},
+  {0.126962, 0.824669},
+  {0.126962, 0.812431},
+  {0.149737, 0.812431},
+  {0.144469, 0.794870},
+  {0.144469, 0.811552},
+  {0.132231, 0.811552},
+  {0.132231, 0.794870},
+  {0.144469, 0.811552},
+  {0.144469, 0.826524},
+  {0.132231, 0.826524},
+  {0.132231, 0.811552},
+  {0.144469, 0.826524},
+  {0.144469, 0.842231},
+  {0.132231, 0.842231},
+  {0.132231, 0.826524},
+  {0.161173, 0.824669},
+  {0.138010, 0.824669},
+  {0.138010, 0.812431},
+  {0.161173, 0.812431},
+  {0.138010, 0.824669},
+  {0.115527, 0.824669},
+  {0.115527, 0.812431},
+  {0.138010, 0.812431},
+  {0.132231, 0.829735},
+  {0.132231, 0.807366},
+  {0.144469, 0.807366},
+  {0.144469, 0.829735},
+  {0.144469, 0.813263},
+  {0.144469, 0.823838},
+  {0.132231, 0.823838},
+  {0.132231, 0.813263},
+  {0.147631, 0.824669},
+  {0.138262, 0.824669},
+  {0.138262, 0.812431},
+  {0.147631, 0.812431},
+  {0.138262, 0.824669},
+  {0.129069, 0.824669},
+  {0.129069, 0.812431},
+  {0.138262, 0.812431},
+  {0.132231, 0.828029},
+  {0.132231, 0.820973},
+  {0.144469, 0.820973},
+  {0.144469, 0.828029},
+  {0.132231, 0.820973},
+  {0.132231, 0.815218},
+  {0.144469, 0.815218},
+  {0.144469, 0.820973},
+  {0.132231, 0.815218},
+  {0.132231, 0.809072},
+  {0.144469, 0.809072},
+  {0.144469, 0.815218},
+  {0.158810, 0.824669},
+  {0.142853, 0.824669},
+  {0.142853, 0.812431},
+  {0.158810, 0.812431},
+  {0.142853, 0.824669},
+  {0.117890, 0.824669},
+  {0.117890, 0.812431},
+  {0.142853, 0.812431},
+  {0.132231, 0.833293},
+  {0.132231, 0.816210},
+  {0.144469, 0.816210},
+  {0.144469, 0.833293},
+  {0.132231, 0.816210},
+  {0.132231, 0.803807},
+  {0.144469, 0.803807},
+  {0.144469, 0.816210},
+  {0.146708, 0.824669},
+  {0.129992, 0.824669},
+  {0.129992, 0.812431},
+  {0.146708, 0.812431},
+  {0.123023, 0.799694},
+  {0.127930, 0.808635},
+  {0.109712, 0.812803},
+  {0.103662, 0.798551},
+  {0.112804, 0.778787},
+  {0.126989, 0.790417},
+  {0.123023, 0.799694},
+  {0.103662, 0.798551},
+  {0.153677, 0.799694},
+  {0.149711, 0.790417},
+  {0.163895, 0.778787},
+  {0.173038, 0.798551},
+  {0.150383, 0.819727},
+  {0.148770, 0.808635},
+  {0.166988, 0.812803},
+  {0.127459, 0.833609},
+  {0.125846, 0.839188},
+  {0.106687, 0.839995},
+  {0.129678, 0.830079},
+  {0.125241, 0.838819},
+  {0.106082, 0.841172},
+  {0.111325, 0.827390},
+  {0.171492, 0.788030},
+  {0.127527, 0.788030},
+  {0.105208, 0.772501},
+  {0.171492, 0.772501},
+  {0.125241, 0.838819},
+  {0.128938, 0.847087},
+  {0.109981, 0.853810},
+  {0.106082, 0.841172},
+  {0.128938, 0.847087},
+  {0.138686, 0.850314},
+  {0.138350, 0.865372},
+  {0.121140, 0.862347},
+  {0.155559, 0.862347},
+  {0.147761, 0.847087},
+  {0.166719, 0.853810},
+  {0.148232, 0.847558},
+  {0.152534, 0.838953},
+  {0.171425, 0.840298},
+  {0.161274, 0.858852},
+  {0.138686, 0.850314},
+  {0.148232, 0.847558},
+  {0.161274, 0.858852},
+  {0.138350, 0.865372},
+  {0.141846, 0.811727},
+  {0.148434, 0.811727},
+  {0.148434, 0.826987},
+  {0.142249, 0.826987},
+  {0.112804, 0.778787},
+  {0.137947, 0.771728},
+  {0.138014, 0.787055},
+  {0.126989, 0.790417},
+  {0.147022, 0.830079},
+  {0.134451, 0.826987},
+  {0.150383, 0.819996},
+  {0.165374, 0.827390},
+  {0.103662, 0.798013},
+  {0.114216, 0.778451},
+  {0.122888, 0.799694},
+  {0.147694, 0.846785},
+  {0.150854, 0.839188},
+  {0.170013, 0.839995},
+  {0.161475, 0.857877},
+  {0.109712, 0.812803},
+  {0.141846, 0.811727},
+  {0.126317, 0.819727},
+  {0.114216, 0.778451},
+  {0.138753, 0.771728},
+  {0.138686, 0.787055},
+  {0.122888, 0.799694},
+  {0.126317, 0.819996},
+  {0.129678, 0.830079},
+  {0.111325, 0.827390},
+  {0.162484, 0.778451},
+  {0.173038, 0.798013},
+  {0.153812, 0.799694},
+  {0.138014, 0.787055},
+  {0.138350, 0.865372},
+  {0.138014, 0.850314},
+  {0.147761, 0.847087},
+  {0.155559, 0.862347},
+  {0.109981, 0.853810},
+  {0.128938, 0.847087},
+  {0.121140, 0.862347},
+  {0.166988, 0.812803},
+  {0.148770, 0.808635},
+  {0.153677, 0.799694},
+  {0.173038, 0.798551},
+  {0.138686, 0.787055},
+  {0.138753, 0.771728},
+  {0.163895, 0.778787},
+  {0.149711, 0.790417},
+  {0.129140, 0.846247},
+  {0.138417, 0.849541},
+  {0.138283, 0.864599},
+  {0.115830, 0.857675},
+  {0.142249, 0.826987},
+  {0.129678, 0.830079},
+  {0.126317, 0.819996},
+  {0.147761, 0.847087},
+  {0.151459, 0.838819},
+  {0.170618, 0.841172},
+  {0.166719, 0.853810},
+  {0.127930, 0.808635},
+  {0.141846, 0.811727},
+  {0.109712, 0.812803},
+  {0.129006, 0.846785},
+  {0.138283, 0.849541},
+  {0.138417, 0.864599},
+  {0.115224, 0.857877},
+  {0.134854, 0.811727},
+  {0.148770, 0.808635},
+  {0.150383, 0.819727},
+  {0.134451, 0.826987},
+  {0.137947, 0.771728},
+  {0.162484, 0.778451},
+  {0.138014, 0.787055},
+  {0.171492, 0.785610},
+  {0.161946, 0.800400},
+  {0.142652, 0.797038},
+  {0.149173, 0.788030},
+  {0.127527, 0.788030},
+  {0.105208, 0.785610},
+  {0.105208, 0.772501},
+  {0.149240, 0.833609},
+  {0.144938, 0.828029},
+  {0.165374, 0.825676},
+  {0.127459, 0.833609},
+  {0.106687, 0.839995},
+  {0.111325, 0.825676},
+  {0.149173, 0.788030},
+  {0.105208, 0.788030},
+  {0.105208, 0.772501},
+  {0.171492, 0.772501},
+  {0.142652, 0.797038},
+  {0.161946, 0.800400},
+  {0.143795, 0.817542},
+  {0.125107, 0.811559},
+  {0.125846, 0.839188},
+  {0.129006, 0.846785},
+  {0.115224, 0.857877},
+  {0.106687, 0.839995},
+  {0.147560, 0.846247},
+  {0.151660, 0.836499},
+  {0.170685, 0.837575},
+  {0.160870, 0.857675},
+  {0.138283, 0.849541},
+  {0.147560, 0.846247},
+  {0.160870, 0.857675},
+  {0.138417, 0.864599},
+  {0.151593, 0.811559},
+  {0.132905, 0.817542},
+  {0.114754, 0.800400},
+  {0.134047, 0.797038},
+  {0.171492, 0.772501},
+  {0.171492, 0.785610},
+  {0.149173, 0.788030},
+  {0.141846, 0.811727},
+  {0.142249, 0.826987},
+  {0.126317, 0.819727},
+  {0.134047, 0.797038},
+  {0.114754, 0.800400},
+  {0.105208, 0.785610},
+  {0.127527, 0.788030},
+  {0.144938, 0.828029},
+  {0.132905, 0.817542},
+  {0.151593, 0.811559},
+  {0.165374, 0.825676},
+  {0.170618, 0.841172},
+  {0.151459, 0.838819},
+  {0.147022, 0.830079},
+  {0.165374, 0.827390},
+  {0.105275, 0.840298},
+  {0.124165, 0.838953},
+  {0.128468, 0.847558},
+  {0.115426, 0.858852},
+  {0.138283, 0.864599},
+  {0.138417, 0.849541},
+  {0.147694, 0.846785},
+  {0.161475, 0.857877},
+  {0.106015, 0.837575},
+  {0.125039, 0.836499},
+  {0.129140, 0.846247},
+  {0.115830, 0.857675},
+  {0.128468, 0.847558},
+  {0.138014, 0.850314},
+  {0.138350, 0.865372},
+  {0.115426, 0.858852},
+  {0.144469, 0.805324},
+  {0.144469, 0.819353},
+  {0.132231, 0.819353},
+  {0.132231, 0.805324},
+  {0.144469, 0.819353},
+  {0.144469, 0.831777},
+  {0.132231, 0.831777},
+  {0.132231, 0.819353},
+  {0.164120, 0.824669},
+  {0.152179, 0.824669},
+  {0.152179, 0.812431},
+  {0.164120, 0.812431},
+  {0.152179, 0.824669},
+  {0.134756, 0.824669},
+  {0.134756, 0.812431},
+  {0.152179, 0.812431},
+  {0.134756, 0.824669},
+  {0.112580, 0.824669},
+  {0.112580, 0.812431},
+  {0.134756, 0.812431},
+  {0.132231, 0.829125},
+  {0.132231, 0.807976},
+  {0.144469, 0.807976},
+  {0.144469, 0.829125},
+  {0.132231, 0.826180},
+  {0.132231, 0.810920},
+  {0.144469, 0.810920},
+  {0.144469, 0.826180},
+  {0.151355, 0.824669},
+  {0.133711, 0.824669},
+  {0.133711, 0.812431},
+  {0.151355, 0.812431},
+  {0.133711, 0.824669},
+  {0.115014, 0.824669},
+  {0.115014, 0.812431},
+  {0.133711, 0.812431},
+  {0.144469, 0.821983},
+  {0.144469, 0.835628},
+  {0.132231, 0.835628},
+  {0.132231, 0.821983},
+  {0.132231, 0.801472},
+  {0.144469, 0.801472},
+  {0.144469, 0.821983},
+  {0.132231, 0.821983},
+  {0.147345, 0.824669},
+  {0.129355, 0.824669},
+  {0.129355, 0.812431},
+  {0.147345, 0.812431},
+  {0.144469, 0.813740},
+  {0.144469, 0.823361},
+  {0.132231, 0.823361},
+  {0.132231, 0.813740},
+  {0.138524, 0.824669},
+  {0.128700, 0.824669},
+  {0.128700, 0.812431},
+  {0.138524, 0.812431},
+  {0.128266, 0.826987},
+  {0.128266, 0.811727},
+  {0.134854, 0.811727},
+  {0.134451, 0.826987},
+  {0.132231, 0.827062},
+  {0.132231, 0.818962},
+  {0.144469, 0.818962},
+  {0.144469, 0.827062},
+  {0.132231, 0.818962},
+  {0.132231, 0.810038},
+  {0.144469, 0.810038},
+  {0.144469, 0.818962},
+  {0.147854, 0.824669},
+  {0.134948, 0.824669},
+  {0.134948, 0.812431},
+  {0.147854, 0.812431},
+  {0.134948, 0.824669},
+  {0.128845, 0.824669},
+  {0.128845, 0.812431},
+  {0.134948, 0.812431},
+  {0.132231, 0.829664},
+  {0.132231, 0.807436},
+  {0.144469, 0.807436},
+  {0.144469, 0.829664},
+  {0.163190, 0.824669},
+  {0.138699, 0.824669},
+  {0.138699, 0.812431},
+  {0.163190, 0.812431},
+  {0.138699, 0.824669},
+  {0.113510, 0.824669},
+  {0.113510, 0.812431},
+  {0.138699, 0.812431},
+  {0.147999, 0.824669},
+  {0.138524, 0.824669},
+  {0.138524, 0.812431},
+  {0.147999, 0.812431},
+  {0.171492, 0.824669},
+  {0.105208, 0.824669},
+  {0.105208, 0.812431},
+  {0.171492, 0.812431},
+  {0.165374, 0.825676},
+  {0.170013, 0.839995},
+  {0.149240, 0.833609},
+  {0.170013, 0.839995},
+  {0.150854, 0.839188},
+  {0.149240, 0.833609},
+  {0.131762, 0.828029},
+  {0.127459, 0.833609},
+  {0.111325, 0.825676},
+  {0.111325, 0.825676},
+  {0.125107, 0.811559},
+  {0.143795, 0.817542},
+  {0.131762, 0.828029},
+};
+
+const vec3 mesh_thirty_two_normal[] = {
+  {-0.577340, -0.577340, 0.577370},
+  {0.577350, -0.577350, 0.577350},
+  {0.577350, 0.577350, 0.577350},
+  {0.248903, 0.143753, 0.957801},
+  {0.541461, -0.407323, 0.735464},
+  {0.543112, -0.470522, 0.695441},
+  {0.670890, -0.329845, 0.664160},
+  {0.763195, 0.042379, 0.644777},
+  {0.548256, 0.556443, 0.624329},
+  {-0.007863, 0.771728, 0.635905},
+  {-0.550550, 0.551640, 0.626568},
+  {-0.698178, -0.442028, 0.563169},
+  {0.447279, -0.670590, 0.591820},
+  {0.434198, -0.394564, 0.809809},
+  {0.018562, -0.595761, 0.802947},
+  {-0.413666, -0.398758, 0.818458},
+  {-0.633461, -0.029666, 0.773206},
+  {-0.616919, 0.252718, 0.745349},
+  {-0.546563, 0.412003, 0.729056},
+  {-0.534526, 0.469643, 0.702650},
+  {-0.608034, 0.405395, 0.682605},
+  {-0.732063, 0.177264, 0.657770},
+  {-0.577340, -0.577341, -0.577370},
+  {0.577350, -0.577350, -0.577350},
+  {0.577350, 0.577350, -0.577350},
+  {0.248903, 0.143753, -0.957801},
+  {0.541461, -0.407323, -0.735464},
+  {0.543112, -0.470522, -0.695441},
+  {0.670890, -0.329845, -0.664160},
+  {0.763195, 0.042379, -0.644777},
+  {0.548256, 0.556443, -0.624329},
+  {-0.007863, 0.771728, -0.635905},
+  {-0.550550, 0.551640, -0.626568},
+  {-0.698178, -0.442028, -0.563169},
+  {0.447279, -0.670590, -0.591820},
+  {0.434198, -0.394564, -0.809809},
+  {0.018562, -0.595761, -0.802947},
+  {-0.413665, -0.398758, -0.818458},
+  {-0.633461, -0.029666, -0.773206},
+  {-0.616919, 0.252718, -0.745349},
+  {-0.546563, 0.412003, -0.729056},
+  {-0.534526, 0.469643, -0.702650},
+  {-0.608034, 0.405395, -0.682605},
+  {-0.732063, 0.177264, -0.657770},
+  {0.768959, -0.010367, 0.639214},
+  {0.590438, 0.500910, 0.632829},
+  {0.288568, 0.010438, 0.957403},
+  {0.613472, -0.467798, 0.636252},
+  {0.757846, -0.020215, 0.652120},
+  {0.658584, 0.380136, 0.649433},
+  {0.357919, 0.669416, 0.650981},
+  {-0.047750, 0.758537, 0.649878},
+  {-0.531321, 0.568964, 0.627676},
+  {-0.711294, -0.421807, 0.562263},
+  {0.421277, -0.685192, 0.594170},
+  {0.406224, -0.419299, 0.811893},
+  {-0.013878, -0.601962, 0.798404},
+  {-0.424490, -0.403257, 0.810674},
+  {-0.604473, 0.012739, 0.796524},
+  {-0.389504, 0.424168, 0.817538},
+  {-0.099926, 0.662617, 0.742263},
+  {-0.577350, 0.577350, 0.577350},
+  {-0.577350, -0.577350, 0.577350},
+  {-0.091321, -0.667566, 0.738929},
+  {-0.377674, -0.434840, 0.817482},
+  {-0.601665, -0.025274, 0.798349},
+  {-0.415977, 0.400895, 0.816239},
+  {0.109490, 0.511296, 0.852402},
+  {0.260574, 0.738959, 0.621321},
+  {-0.713837, 0.416070, 0.563314},
+  {-0.530168, -0.571514, 0.626333},
+  {0.002913, -0.768319, 0.640060},
+  {0.549238, -0.557296, 0.622703},
+  {0.768959, -0.010367, -0.639214},
+  {0.590446, 0.500917, -0.632815},
+  {0.288569, 0.010438, -0.957402},
+  {0.613472, -0.467798, -0.636252},
+  {0.757846, -0.020215, -0.652120},
+  {0.658584, 0.380136, -0.649433},
+  {0.357919, 0.669416, -0.650981},
+  {-0.047750, 0.758537, -0.649878},
+  {-0.531322, 0.568964, -0.627676},
+  {-0.711294, -0.421807, -0.562263},
+  {0.421277, -0.685192, -0.594170},
+  {0.406223, -0.419299, -0.811894},
+  {-0.013878, -0.601962, -0.798404},
+  {-0.424490, -0.403257, -0.810674},
+  {-0.604473, 0.012739, -0.796524},
+  {-0.389505, 0.424168, -0.817537},
+  {-0.099926, 0.662617, -0.742263},
+  {-0.577350, 0.577350, -0.577350},
+  {-0.577350, -0.577350, -0.577350},
+  {-0.091322, -0.667574, -0.738922},
+  {-0.377674, -0.434839, -0.817483},
+  {-0.601665, -0.025274, -0.798349},
+  {-0.415977, 0.400895, -0.816239},
+  {0.109491, 0.511300, -0.852399},
+  {0.260572, 0.738954, -0.621329},
+  {-0.713837, 0.416070, -0.563314},
+  {-0.530165, -0.571511, -0.626338},
+  {0.002913, -0.768319, -0.640060},
+  {0.549238, -0.557296, -0.622703},
+};
+
+const vec3 mesh_thirty_two_polygon_normal[] = {
+  {0.000000, 1.000000, 0.000000},
+  {-0.070757, -0.997494, 0.000000},
+  {-0.088945, -0.996037, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {-0.268568, -0.963261, 0.000000},
+  {-0.916167, -0.400796, 0.000000},
+  {-0.946553, 0.322549, 0.000000},
+  {-0.357270, 0.934001, 0.000000},
+  {1.000000, 0.000000, 0.000000},
+  {0.866172, -0.499745, 0.000000},
+  {0.720277, -0.693687, 0.000000},
+  {0.789245, -0.614078, 0.000000},
+  {0.968247, -0.249996, 0.000000},
+  {0.934616, 0.355658, 0.000000},
+  {0.341768, 0.939784, 0.000000},
+  {-0.360845, 0.932626, 0.000000},
+  {-0.931910, 0.362688, 0.000000},
+  {0.948121, -0.317909, 0.000000},
+  {0.406936, -0.913456, 0.000000},
+  {-0.349281, -0.937018, 0.000000},
+  {-0.949201, -0.314671, 0.000000},
+  {-0.974455, 0.224581, 0.000000},
+  {-0.851964, 0.523601, 0.000000},
+  {-0.737933, 0.674874, 0.000000},
+  {-0.764228, 0.644947, 0.000000},
+  {-0.889229, 0.457463, 0.000000},
+  {-1.000000, 0.000000, 0.000000},
+  {0.533121, -0.846039, 0.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000001, 0.000000, 1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000001, 0.000000, -1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {-0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {-0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000001, 0.000000, 1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {-0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {-0.000000, 0.000000, -1.000000},
+  {-0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {-0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.956963, -0.290211, 0.000000},
+  {0.971073, 0.238781, 0.000000},
+  {0.692488, 0.721429, 0.000000},
+  {0.215369, 0.976533, 0.000000},
+  {-0.336129, 0.941816, 0.000000},
+  {-0.916642, 0.399710, 0.000000},
+  {-1.000000, 0.000000, 0.000000},
+  {0.708418, 0.705793, 0.000000},
+  {-0.109019, 0.994040, 0.000000},
+  {0.947244, 0.320513, 0.000000},
+  {0.938259, -0.345933, 0.000000},
+  {0.470602, 0.882346, 0.000000},
+  {0.928951, -0.370204, 0.000000},
+  {-0.383565, -0.923514, 0.000000},
+  {0.000000, 0.000000, 1.000000},
+  {-0.941964, -0.335714, 0.000000},
+  {-0.926983, 0.375103, 0.000000},
+  {-0.294905, 0.955527, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {-0.918664, -0.395040, 0.000000},
+  {-0.325071, -0.945690, 0.000000},
+  {0.332233, -0.943197, 0.000000},
+  {0.340598, -0.940209, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {-0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000001, 0.000000, -1.000000},
+  {-0.000000, 0.000000, -1.000000},
+};
+
+const polygon mesh_thirty_two_polygons[] = {
+  {24, 25, 3, 2, 0, 0},
+  {33, 34, 12, 11, 0, 4},
+  {82, 83, 54, 53, 0, 8},
+  {91, 92, 63, 62, 0, 12},
+  {92, 93, 64, 63, 0, 16},
+  {93, 94, 65, 64, 0, 20},
+  {94, 95, 66, 65, 0, 24},
+  {95, 96, 67, 66, 0, 28},
+  {23, 24, 2, 1, 0, 32},
+  {25, 26, 4, 3, 0, 36},
+  {26, 27, 5, 4, 0, 40},
+  {27, 28, 6, 5, 0, 44},
+  {28, 29, 7, 6, 0, 48},
+  {29, 30, 8, 7, 0, 52},
+  {30, 31, 9, 8, 0, 56},
+  {31, 32, 10, 9, 0, 60},
+  {32, 33, 11, 10, 0, 64},
+  {34, 35, 13, 12, 0, 68},
+  {35, 36, 14, 13, 0, 72},
+  {36, 37, 15, 14, 0, 76},
+  {37, 38, 16, 15, 0, 80},
+  {38, 39, 17, 16, 0, 84},
+  {39, 40, 18, 17, 0, 88},
+  {40, 41, 19, 18, 0, 92},
+  {41, 42, 20, 19, 0, 96},
+  {42, 43, 21, 20, 0, 100},
+  {43, 22, 0, 21, 0, 104},
+  {75, 76, 47, 46, 0, 108},
+  {94, 93, 74, 73, 0, 112},
+  {101, 95, 94, 73, 0, 116},
+  {65, 66, 72, 44, 0, 120},
+  {46, 64, 45, -1, 0, 124},
+  {39, 38, 29, -1, 0, 127},
+  {88, 87, 77, 76, 0, 130},
+  {2, 3, 0, 1, 0, 134},
+  {87, 86, 78, 77, 0, 138},
+  {86, 85, 80, 79, 0, 142},
+  {50, 57, 49, -1, 0, 146},
+  {84, 83, 82, 81, 0, 149},
+  {85, 84, 81, 80, 0, 153},
+  {92, 91, 90, 89, 0, 157},
+  {101, 100, 96, 95, 0, 161},
+  {59, 60, 46, 47, 0, 165},
+  {69, 70, 68, -1, 0, 169},
+  {15, 16, 7, 8, 0, 172},
+  {74, 92, 75, -1, 0, 176},
+  {70, 71, 67, 68, 0, 179},
+  {75, 88, 76, -1, 0, 183},
+  {99, 98, 97, 96, 0, 186},
+  {51, 56, 57, 50, 0, 190},
+  {78, 86, 79, -1, 0, 194},
+  {45, 64, 65, 44, 0, 197},
+  {67, 71, 72, 66, 0, 201},
+  {13, 14, 9, 10, 0, 205},
+  {89, 88, 75, -1, 0, 209},
+  {57, 58, 48, 49, 0, 212},
+  {93, 92, 74, -1, 0, 216},
+  {37, 36, 31, 30, 0, 219},
+  {63, 64, 46, 60, 0, 223},
+  {100, 99, 96, -1, 0, 227},
+  {43, 42, 26, 25, 0, 230},
+  {3, 21, 0, -1, 0, 234},
+  {17, 18, 6, -1, 0, 237},
+  {39, 29, 28, -1, 0, 240},
+  {25, 24, 23, 22, 0, 243},
+  {26, 42, 41, 27, 0, 247},
+  {38, 37, 30, 29, 0, 251},
+  {35, 34, 33, 32, 0, 255},
+  {36, 35, 32, 31, 0, 259},
+  {5, 19, 20, 4, 0, 263},
+  {22, 43, 25, -1, 0, 267},
+  {92, 89, 75, -1, 0, 270},
+  {4, 20, 21, 3, 0, 273},
+  {18, 19, 5, 6, 0, 277},
+  {48, 58, 59, 47, 0, 281},
+  {53, 54, 55, 52, 0, 285},
+  {9, 14, 15, 8, 0, 289},
+  {11, 12, 13, 10, 0, 293},
+  {55, 56, 51, 52, 0, 297},
+  {76, 77, 48, 47, 0, 301},
+  {77, 78, 49, 48, 0, 305},
+  {78, 79, 50, 49, 0, 309},
+  {79, 80, 51, 50, 0, 313},
+  {80, 81, 52, 51, 0, 317},
+  {81, 82, 53, 52, 0, 321},
+  {90, 91, 62, 61, 0, 325},
+  {96, 97, 68, 67, 0, 329},
+  {97, 98, 69, 68, 0, 333},
+  {73, 74, 45, 44, 0, 337},
+  {72, 101, 73, 44, 0, 341},
+  {74, 75, 46, 45, 0, 345},
+  {83, 84, 55, 54, 0, 349},
+  {85, 86, 57, 56, 0, 353},
+  {61, 62, 63, 60, 0, 357},
+  {86, 87, 58, 57, 0, 361},
+  {87, 88, 59, 58, 0, 365},
+  {88, 89, 60, 59, 0, 369},
+  {89, 90, 61, 60, 0, 373},
+  {98, 99, 70, 69, 0, 377},
+  {99, 100, 71, 70, 0, 381},
+  {100, 101, 72, 71, 0, 385},
+  {84, 85, 56, 55, 0, 389},
+  {22, 23, 1, 0, 0, 393},
+  {6, 7, 17, -1, 0, 397},
+  {7, 16, 17, -1, 0, 400},
+  {40, 39, 28, -1, 0, 403},
+  {28, 27, 41, 40, 0, 406},
+};
+
+const edge_polygon mesh_thirty_two_edge_polygons[] = {
+  {{24, 25}, {0, 64}},
+  {{3, 25}, {0, 9}},
+  {{2, 3}, {0, 34}},
+  {{2, 24}, {0, 8}},
+  {{33, 34}, {1, 67}},
+  {{12, 34}, {1, 17}},
+  {{11, 12}, {1, 77}},
+  {{11, 33}, {1, 16}},
+  {{82, 83}, {2, 38}},
+  {{54, 83}, {2, 91}},
+  {{53, 54}, {2, 75}},
+  {{53, 82}, {2, 84}},
+  {{91, 92}, {3, 40}},
+  {{63, 92}, {3, 4}},
+  {{62, 63}, {3, 93}},
+  {{62, 91}, {3, 85}},
+  {{92, 93}, {4, 56}},
+  {{64, 93}, {4, 5}},
+  {{63, 64}, {4, 58}},
+  {{93, 94}, {5, 28}},
+  {{65, 94}, {5, 6}},
+  {{64, 65}, {5, 51}},
+  {{94, 95}, {6, 29}},
+  {{66, 95}, {6, 7}},
+  {{65, 66}, {6, 30}},
+  {{95, 96}, {7, 41}},
+  {{67, 96}, {7, 86}},
+  {{66, 67}, {7, 52}},
+  {{23, 24}, {8, 64}},
+  {{1, 2}, {8, 34}},
+  {{1, 23}, {8, 102}},
+  {{25, 26}, {9, 60}},
+  {{4, 26}, {9, 10}},
+  {{3, 4}, {9, 72}},
+  {{26, 27}, {10, 65}},
+  {{5, 27}, {10, 11}},
+  {{4, 5}, {10, 69}},
+  {{27, 28}, {11, 106}},
+  {{6, 28}, {11, 12}},
+  {{5, 6}, {11, 73}},
+  {{28, 29}, {12, 63}},
+  {{7, 29}, {12, 13}},
+  {{6, 7}, {12, 103}},
+  {{29, 30}, {13, 66}},
+  {{8, 30}, {13, 14}},
+  {{7, 8}, {13, 44}},
+  {{30, 31}, {14, 57}},
+  {{9, 31}, {14, 15}},
+  {{8, 9}, {14, 76}},
+  {{31, 32}, {15, 68}},
+  {{10, 32}, {15, 16}},
+  {{9, 10}, {15, 53}},
+  {{32, 33}, {16, 67}},
+  {{10, 11}, {16, 77}},
+  {{34, 35}, {17, 67}},
+  {{13, 35}, {17, 18}},
+  {{12, 13}, {17, 77}},
+  {{35, 36}, {18, 68}},
+  {{14, 36}, {18, 19}},
+  {{13, 14}, {18, 53}},
+  {{36, 37}, {19, 57}},
+  {{15, 37}, {19, 20}},
+  {{14, 15}, {19, 76}},
+  {{37, 38}, {20, 66}},
+  {{16, 38}, {20, 21}},
+  {{15, 16}, {20, 44}},
+  {{38, 39}, {21, 32}},
+  {{17, 39}, {21, 22}},
+  {{16, 17}, {21, 104}},
+  {{39, 40}, {22, 105}},
+  {{18, 40}, {22, 23}},
+  {{17, 18}, {22, 62}},
+  {{40, 41}, {23, 106}},
+  {{19, 41}, {23, 24}},
+  {{18, 19}, {23, 73}},
+  {{41, 42}, {24, 65}},
+  {{20, 42}, {24, 25}},
+  {{19, 20}, {24, 69}},
+  {{42, 43}, {25, 60}},
+  {{21, 43}, {25, 26}},
+  {{20, 21}, {25, 72}},
+  {{22, 43}, {26, 70}},
+  {{0, 22}, {26, 102}},
+  {{0, 21}, {26, 61}},
+  {{75, 76}, {27, 47}},
+  {{47, 76}, {27, 79}},
+  {{46, 47}, {27, 42}},
+  {{46, 75}, {27, 90}},
+  {{74, 93}, {28, 56}},
+  {{73, 74}, {28, 88}},
+  {{73, 94}, {28, 29}},
+  {{95, 101}, {29, 41}},
+  {{73, 101}, {29, 89}},
+  {{66, 72}, {30, 52}},
+  {{44, 72}, {30, 89}},
+  {{44, 65}, {30, 51}},
+  {{46, 64}, {31, 58}},
+  {{45, 64}, {31, 51}},
+  {{45, 46}, {31, 90}},
+  {{29, 38}, {32, 66}},
+  {{29, 39}, {32, 63}},
+  {{87, 88}, {33, 95}},
+  {{77, 87}, {33, 35}},
+  {{76, 77}, {33, 79}},
+  {{76, 88}, {33, 47}},
+  {{0, 3}, {34, 61}},
+  {{0, 1}, {34, 102}},
+  {{86, 87}, {35, 94}},
+  {{78, 86}, {35, 50}},
+  {{77, 78}, {35, 80}},
+  {{85, 86}, {36, 92}},
+  {{80, 85}, {36, 39}},
+  {{79, 80}, {36, 82}},
+  {{79, 86}, {36, 50}},
+  {{50, 57}, {37, 49}},
+  {{49, 57}, {37, 55}},
+  {{49, 50}, {37, 81}},
+  {{83, 84}, {38, 91}},
+  {{81, 82}, {38, 84}},
+  {{81, 84}, {38, 39}},
+  {{84, 85}, {39, 101}},
+  {{80, 81}, {39, 83}},
+  {{90, 91}, {40, 85}},
+  {{89, 90}, {40, 97}},
+  {{89, 92}, {40, 71}},
+  {{100, 101}, {41, 100}},
+  {{96, 100}, {41, 59}},
+  {{59, 60}, {42, 96}},
+  {{46, 60}, {42, 58}},
+  {{47, 59}, {42, 74}},
+  {{69, 70}, {43, 98}},
+  {{68, 70}, {43, 46}},
+  {{68, 69}, {43, 87}},
+  {{7, 16}, {44, 104}},
+  {{8, 15}, {44, 76}},
+  {{74, 92}, {45, 56}},
+  {{75, 92}, {45, 71}},
+  {{74, 75}, {45, 90}},
+  {{70, 71}, {46, 99}},
+  {{67, 71}, {46, 52}},
+  {{67, 68}, {46, 86}},
+  {{75, 88}, {47, 54}},
+  {{98, 99}, {48, 98}},
+  {{97, 98}, {48, 87}},
+  {{96, 97}, {48, 86}},
+  {{96, 99}, {48, 59}},
+  {{51, 56}, {49, 78}},
+  {{56, 57}, {49, 92}},
+  {{50, 51}, {49, 82}},
+  {{78, 79}, {50, 81}},
+  {{44, 45}, {51, 88}},
+  {{71, 72}, {52, 100}},
+  {{9, 14}, {53, 76}},
+  {{10, 13}, {53, 77}},
+  {{88, 89}, {54, 96}},
+  {{75, 89}, {54, 71}},
+  {{57, 58}, {55, 94}},
+  {{48, 58}, {55, 74}},
+  {{48, 49}, {55, 80}},
+  {{31, 36}, {57, 68}},
+  {{30, 37}, {57, 66}},
+  {{60, 63}, {58, 93}},
+  {{99, 100}, {59, 99}},
+  {{26, 42}, {60, 65}},
+  {{25, 43}, {60, 70}},
+  {{3, 21}, {61, 72}},
+  {{6, 18}, {62, 73}},
+  {{6, 17}, {62, 103}},
+  {{28, 39}, {63, 105}},
+  {{22, 23}, {64, 102}},
+  {{22, 25}, {64, 70}},
+  {{27, 41}, {65, 106}},
+  {{32, 35}, {67, 68}},
+  {{5, 19}, {69, 73}},
+  {{4, 20}, {69, 72}},
+  {{58, 59}, {74, 95}},
+  {{47, 48}, {74, 79}},
+  {{54, 55}, {75, 91}},
+  {{52, 55}, {75, 78}},
+  {{52, 53}, {75, 84}},
+  {{55, 56}, {78, 101}},
+  {{51, 52}, {78, 83}},
+  {{48, 77}, {79, 80}},
+  {{49, 78}, {80, 81}},
+  {{50, 79}, {81, 82}},
+  {{51, 80}, {82, 83}},
+  {{52, 81}, {83, 84}},
+  {{61, 62}, {85, 93}},
+  {{61, 90}, {85, 97}},
+  {{68, 97}, {86, 87}},
+  {{69, 98}, {87, 98}},
+  {{45, 74}, {88, 90}},
+  {{44, 73}, {88, 89}},
+  {{72, 101}, {89, 100}},
+  {{55, 84}, {91, 101}},
+  {{57, 86}, {92, 94}},
+  {{56, 85}, {92, 101}},
+  {{60, 61}, {93, 97}},
+  {{58, 87}, {94, 95}},
+  {{59, 88}, {95, 96}},
+  {{60, 89}, {96, 97}},
+  {{70, 99}, {98, 99}},
+  {{71, 100}, {99, 100}},
+  {{7, 17}, {103, 104}},
+  {{28, 40}, {105, 106}},
+};
+
+const mesh_material mesh_thirty_two_materials[] = {
+  { // material colors.png
+    .width = 8,
+    .height = 8,
+    .offset = 0,
+  },
+};
+const vec2 * mesh_thirty_two_uv_layers[] = {
+  mesh_thirty_two_UVMap_uvmap,
+};
+
+const mesh mesh_thirty_two = {
+  .position = mesh_thirty_two_position,
+  .position_length = (sizeof (mesh_thirty_two_position)) / (sizeof (mesh_thirty_two_position[0])),
+  .normal = mesh_thirty_two_normal,
+  .normal_length = (sizeof (mesh_thirty_two_normal)) / (sizeof (mesh_thirty_two_normal[0])),
+  .polygon_normal = mesh_thirty_two_polygon_normal,
+  .polygon_normal_length = (sizeof (mesh_thirty_two_polygon_normal)) / (sizeof (mesh_thirty_two_polygon_normal[0])),
+  .polygons = mesh_thirty_two_polygons,
+  .polygons_length = (sizeof (mesh_thirty_two_polygons)) / (sizeof (mesh_thirty_two_polygons[0])),
+  .uv_layers = mesh_thirty_two_uv_layers,
+  .uv_layers_length = (sizeof (mesh_thirty_two_uv_layers)) / (sizeof (mesh_thirty_two_uv_layers[0])),
+  .materials = mesh_thirty_two_materials,
+  .materials_length = (sizeof (mesh_thirty_two_materials)) / (sizeof (mesh_thirty_two_materials[0])),
+  .edge_polygons = mesh_thirty_two_edge_polygons,
+  .edge_polygons_length = (sizeof (mesh_thirty_two_edge_polygons)) / (sizeof (mesh_thirty_two_edge_polygons[0])),
+};
+
+const vec3 mesh_bit_position[] = {
   {0.439697, 0.711396, 0.195550},
   {0.045385, 0.711396, 0.259268},
   {-0.135785, 0.711396, 0.443343},
@@ -187,46 +1162,908 @@ const vec3 mesh_logo_position[] = {
   {-0.867570, 0.555794, -0.740357},
   {1.123526, 0.555794, -0.740357},
   {1.123526, 0.555794, -0.902010},
+  {0.052922, 0.711396, 0.938219},
+  {0.052923, 0.555794, 0.938219},
+  {-0.293360, 0.711396, 0.938218},
+  {-0.293359, 0.555794, 0.938219},
+};
+
+const vec2 mesh_bit_UVMap_uvmap[] = {
+  {0.834903, 0.850943},
+  {0.834903, 0.821784},
+  {0.844261, 0.821784},
+  {0.844261, 0.850943},
+  {0.834903, 0.840463},
+  {0.834903, 0.832264},
+  {0.844261, 0.832264},
+  {0.844261, 0.840463},
+  {0.834903, 0.840424},
+  {0.834903, 0.832303},
+  {0.844261, 0.832303},
+  {0.844261, 0.840424},
+  {0.138848, 0.209687},
+  {0.138848, 0.189540},
+  {0.149454, 0.189540},
+  {0.149454, 0.209687},
+  {0.138848, 0.206462},
+  {0.138848, 0.192765},
+  {0.149454, 0.192765},
+  {0.149454, 0.206462},
+  {0.138848, 0.209687},
+  {0.138848, 0.189540},
+  {0.149454, 0.189540},
+  {0.149454, 0.209687},
+  {0.138848, 0.239067},
+  {0.138848, 0.160160},
+  {0.149454, 0.160160},
+  {0.149454, 0.239067},
+  {0.138848, 0.209687},
+  {0.138848, 0.189540},
+  {0.149454, 0.189540},
+  {0.149454, 0.209687},
+  {0.819600, 0.202248},
+  {0.819600, 0.186660},
+  {0.828847, 0.186660},
+  {0.828847, 0.202248},
+  {0.819600, 0.203236},
+  {0.819600, 0.185672},
+  {0.828847, 0.185672},
+  {0.828847, 0.203236},
+  {0.819600, 0.200117},
+  {0.819600, 0.188791},
+  {0.828847, 0.188791},
+  {0.828847, 0.200117},
+  {0.834903, 0.858094},
+  {0.834903, 0.848733},
+  {0.844261, 0.848733},
+  {0.844261, 0.858094},
+  {0.834903, 0.848733},
+  {0.834903, 0.833399},
+  {0.844261, 0.833399},
+  {0.844261, 0.848733},
+  {0.834903, 0.833399},
+  {0.834903, 0.814633},
+  {0.844261, 0.814633},
+  {0.844261, 0.833399},
+  {0.834903, 0.853326},
+  {0.834903, 0.839380},
+  {0.844261, 0.839380},
+  {0.844261, 0.853326},
+  {0.834903, 0.839380},
+  {0.834903, 0.819402},
+  {0.844261, 0.819402},
+  {0.844261, 0.839380},
+  {0.834903, 0.841357},
+  {0.834903, 0.831371},
+  {0.844261, 0.831371},
+  {0.844261, 0.841357},
+  {0.834903, 0.836305},
+  {0.834903, 0.823928},
+  {0.844261, 0.823928},
+  {0.844261, 0.836305},
+  {0.834903, 0.848799},
+  {0.834903, 0.823928},
+  {0.844261, 0.823928},
+  {0.844261, 0.848799},
+  {0.834903, 0.848799},
+  {0.834903, 0.836305},
+  {0.844261, 0.836305},
+  {0.844261, 0.848799},
+  {0.138848, 0.239067},
+  {0.138848, 0.160160},
+  {0.149454, 0.160160},
+  {0.149454, 0.239067},
+  {0.138848, 0.209687},
+  {0.138848, 0.189540},
+  {0.149454, 0.189540},
+  {0.149454, 0.209687},
+  {0.138848, 0.206462},
+  {0.138848, 0.192765},
+  {0.149454, 0.192765},
+  {0.149454, 0.206462},
+  {0.138848, 0.206462},
+  {0.138848, 0.192765},
+  {0.149454, 0.192765},
+  {0.149454, 0.206462},
+  {0.138848, 0.219783},
+  {0.138848, 0.179443},
+  {0.149454, 0.179443},
+  {0.149454, 0.219783},
+  {0.828847, 0.237633},
+  {0.819600, 0.237633},
+  {0.819600, 0.151275},
+  {0.828847, 0.151275},
+  {0.819600, 0.203236},
+  {0.819600, 0.185672},
+  {0.828847, 0.185672},
+  {0.828847, 0.203236},
+  {0.819600, 0.237633},
+  {0.819600, 0.151275},
+  {0.828847, 0.151275},
+  {0.828847, 0.237633},
+  {0.834903, 0.833848},
+  {0.834903, 0.816667},
+  {0.844261, 0.816667},
+  {0.844261, 0.833848},
+  {0.834903, 0.842792},
+  {0.834903, 0.829935},
+  {0.844261, 0.829935},
+  {0.844261, 0.842792},
+  {0.834903, 0.854770},
+  {0.834903, 0.832689},
+  {0.844261, 0.832689},
+  {0.844261, 0.854770},
+  {0.834903, 0.832689},
+  {0.834903, 0.817958},
+  {0.844261, 0.817958},
+  {0.844261, 0.832689},
+  {0.834903, 0.856061},
+  {0.834903, 0.833848},
+  {0.844261, 0.833848},
+  {0.844261, 0.856061},
+  {0.834903, 0.839571},
+  {0.834903, 0.823339},
+  {0.844261, 0.823339},
+  {0.844261, 0.839571},
+  {0.844261, 0.849389},
+  {0.834903, 0.849389},
+  {0.834903, 0.839571},
+  {0.844261, 0.839571},
+  {0.834903, 0.844433},
+  {0.834903, 0.834983},
+  {0.844261, 0.834983},
+  {0.844261, 0.844433},
+  {0.834903, 0.834983},
+  {0.834903, 0.828295},
+  {0.844261, 0.828295},
+  {0.844261, 0.834983},
+  {0.138848, 0.206462},
+  {0.138848, 0.192765},
+  {0.149454, 0.192765},
+  {0.149454, 0.206462},
+  {0.138848, 0.219783},
+  {0.138848, 0.179443},
+  {0.149454, 0.179443},
+  {0.149454, 0.219783},
+  {0.818560, 0.228851},
+  {0.818560, 0.142492},
+  {0.829887, 0.142492},
+  {0.829887, 0.228851},
+  {0.818560, 0.160057},
+  {0.802972, 0.142492},
+  {0.845475, 0.142492},
+  {0.829887, 0.160057},
+  {0.829887, 0.246415},
+  {0.818560, 0.246415},
+  {0.818560, 0.160057},
+  {0.829887, 0.160057},
+  {0.845475, 0.228851},
+  {0.845475, 0.246415},
+  {0.829887, 0.228851},
+  {0.802972, 0.228851},
+  {0.818560, 0.228851},
+  {0.802972, 0.246415},
+  {0.829887, 0.160057},
+  {0.845475, 0.142492},
+  {0.845475, 0.160057},
+  {0.123981, 0.140013},
+  {0.137677, 0.160160},
+  {0.123981, 0.160160},
+  {0.137677, 0.160160},
+  {0.150625, 0.160160},
+  {0.150625, 0.239067},
+  {0.137677, 0.239067},
+  {0.802972, 0.142492},
+  {0.818560, 0.160057},
+  {0.802972, 0.160057},
+  {0.855145, 0.880998},
+  {0.840651, 0.871876},
+  {0.848422, 0.856985},
+  {0.859963, 0.858934},
+  {0.848422, 0.856985},
+  {0.846363, 0.846460},
+  {0.856466, 0.841626},
+  {0.859963, 0.858934},
+  {0.840651, 0.800851},
+  {0.830665, 0.800851},
+  {0.819202, 0.783777},
+  {0.841817, 0.783777},
+  {0.838863, 0.825722},
+  {0.845275, 0.813325},
+  {0.854251, 0.825332},
+  {0.846363, 0.833674},
+  {0.856815, 0.862521},
+  {0.845275, 0.859402},
+  {0.854251, 0.847396},
+  {0.845275, 0.813325},
+  {0.838786, 0.800851},
+  {0.852425, 0.790638},
+  {0.856815, 0.810207},
+  {0.838786, 0.800851},
+  {0.830665, 0.800851},
+  {0.819202, 0.783777},
+  {0.839602, 0.783777},
+  {0.839602, 0.888951},
+  {0.838786, 0.871876},
+  {0.852425, 0.882090},
+  {0.164321, 0.259214},
+  {0.150625, 0.239067},
+  {0.164321, 0.239067},
+  {0.830665, 0.871876},
+  {0.840651, 0.871876},
+  {0.841817, 0.888951},
+  {0.819202, 0.888951},
+  {0.855145, 0.791729},
+  {0.840651, 0.800851},
+  {0.841817, 0.783777},
+  {0.164321, 0.259214},
+  {0.123981, 0.259214},
+  {0.137677, 0.239067},
+  {0.150625, 0.239067},
+  {0.830665, 0.825722},
+  {0.838863, 0.825722},
+  {0.840379, 0.842718},
+  {0.830665, 0.842718},
+  {0.838863, 0.847006},
+  {0.840379, 0.830010},
+  {0.846363, 0.839054},
+  {0.123981, 0.140013},
+  {0.164321, 0.140013},
+  {0.150625, 0.160160},
+  {0.137677, 0.160160},
+  {0.819202, 0.888951},
+  {0.830665, 0.871876},
+  {0.838786, 0.871876},
+  {0.839602, 0.888951},
+  {0.845275, 0.859402},
+  {0.838863, 0.847006},
+  {0.846363, 0.839054},
+  {0.854251, 0.847396},
+  {0.830665, 0.830010},
+  {0.840379, 0.830010},
+  {0.838863, 0.847006},
+  {0.830665, 0.847006},
+  {0.845475, 0.246415},
+  {0.802972, 0.246415},
+  {0.818560, 0.228851},
+  {0.829887, 0.228851},
+  {0.854251, 0.825332},
+  {0.845275, 0.813325},
+  {0.856815, 0.810207},
+  {0.150625, 0.160160},
+  {0.164321, 0.140013},
+  {0.164321, 0.160160},
+  {0.852425, 0.790638},
+  {0.838786, 0.800851},
+  {0.839602, 0.783777},
+  {0.846363, 0.826267},
+  {0.856466, 0.831101},
+  {0.846363, 0.839054},
+  {0.840379, 0.830010},
+  {0.846363, 0.833674},
+  {0.840379, 0.842718},
+  {0.838863, 0.825722},
+  {0.819202, 0.841906},
+  {0.830665, 0.842718},
+  {0.830665, 0.871876},
+  {0.819202, 0.888951},
+  {0.852425, 0.882090},
+  {0.838786, 0.871876},
+  {0.845275, 0.859402},
+  {0.856815, 0.862521},
+  {0.846363, 0.846460},
+  {0.840379, 0.842718},
+  {0.846363, 0.833674},
+  {0.856466, 0.841626},
+  {0.841817, 0.888951},
+  {0.840651, 0.871876},
+  {0.855145, 0.880998},
+  {0.848422, 0.815742},
+  {0.840651, 0.800851},
+  {0.855145, 0.791729},
+  {0.859963, 0.813793},
+  {0.164321, 0.259214},
+  {0.123981, 0.259214},
+  {0.137677, 0.239067},
+  {0.150625, 0.239067},
+  {0.123981, 0.140013},
+  {0.164321, 0.140013},
+  {0.150625, 0.160160},
+  {0.137677, 0.160160},
+  {0.150625, 0.160160},
+  {0.164321, 0.140013},
+  {0.164321, 0.160160},
+  {0.150625, 0.160160},
+  {0.150625, 0.239067},
+  {0.137677, 0.239067},
+  {0.137677, 0.160160},
+  {0.137677, 0.239067},
+  {0.123981, 0.259214},
+  {0.123981, 0.239067},
+  {0.830665, 0.825722},
+  {0.830665, 0.842718},
+  {0.819202, 0.841906},
+  {0.819202, 0.826720},
+  {0.123981, 0.140013},
+  {0.137677, 0.160160},
+  {0.123981, 0.160160},
+  {0.819600, 0.215705},
+  {0.819600, 0.173202},
+  {0.828847, 0.173202},
+  {0.828847, 0.215705},
+  {0.137677, 0.239067},
+  {0.123981, 0.259214},
+  {0.123981, 0.239067},
+  {0.164321, 0.259214},
+  {0.150625, 0.239067},
+  {0.164321, 0.239067},
+  {0.846363, 0.826267},
+  {0.848422, 0.815742},
+  {0.859963, 0.813793},
+  {0.856466, 0.831101},
+  {0.819600, 0.202248},
+  {0.819600, 0.186660},
+  {0.828847, 0.186660},
+  {0.828847, 0.202248},
+  {0.834903, 0.888951},
+  {0.834903, 0.846008},
+  {0.844262, 0.847257},
+  {0.844261, 0.888951},
+  {0.830665, 0.830010},
+  {0.819202, 0.830772},
+  {0.819202, 0.783777},
+  {0.830665, 0.800851},
+  {0.830665, 0.847006},
+  {0.830665, 0.871876},
+  {0.819202, 0.888951},
+  {0.819202, 0.847257},
+  {0.844261, 0.830772},
+  {0.834903, 0.830821},
+  {0.834903, 0.783777},
+  {0.844261, 0.783777},
+  {0.830665, 0.847006},
+  {0.819202, 0.847257},
+  {0.819202, 0.830772},
+  {0.830665, 0.830010},
+  {0.819202, 0.826720},
+  {0.819202, 0.783777},
+  {0.830665, 0.800851},
+  {0.830665, 0.825722},
+  {0.844262, 0.847257},
+  {0.834903, 0.846008},
+  {0.834903, 0.830821},
+  {0.844261, 0.830772},
+};
+
+const vec3 mesh_bit_normal[] = {
+  {0.004704, 0.671615, -0.740885},
+  {-0.351364, 0.643279, -0.680246},
+  {-0.033379, 0.888943, -0.456800},
+  {0.288314, 0.654254, -0.699161},
+  {-0.015804, 0.673709, -0.738828},
+  {-0.425728, 0.628764, -0.650701},
+  {-0.729444, 0.647184, -0.221505},
+  {-0.577354, 0.577343, 0.577354},
+  {0.577354, 0.577342, 0.577355},
+  {0.727186, 0.642603, -0.241375},
+  {0.405701, 0.632622, -0.659694},
+  {-0.075895, 0.773716, 0.628970},
+  {-0.431113, 0.855363, 0.287220},
+  {-0.301510, 0.904535, -0.301509},
+  {0.301511, 0.904534, -0.301511},
+  {0.581737, 0.788291, 0.200446},
+  {0.304066, 0.799806, 0.517547},
+  {0.000608, 0.804324, 0.594191},
+  {-0.430089, 0.855774, 0.287529},
+  {-0.301511, 0.904534, -0.301511},
+  {0.301510, 0.904535, -0.301509},
+  {0.430743, 0.855513, 0.287329},
+  {0.004704, -0.671615, -0.740885},
+  {-0.351364, -0.643279, -0.680246},
+  {-0.033379, -0.888943, -0.456800},
+  {0.288314, -0.654254, -0.699161},
+  {-0.015804, -0.673709, -0.738828},
+  {-0.425728, -0.628764, -0.650701},
+  {-0.729444, -0.647184, -0.221505},
+  {-0.577355, -0.577341, 0.577355},
+  {0.577354, -0.577342, 0.577354},
+  {0.727186, -0.642603, -0.241375},
+  {0.405701, -0.632622, -0.659694},
+  {-0.075895, -0.773716, 0.628970},
+  {-0.431113, -0.855363, 0.287220},
+  {-0.301510, -0.904535, -0.301510},
+  {0.301511, -0.904534, -0.301511},
+  {0.581737, -0.788291, 0.200446},
+  {0.304066, -0.799806, 0.517547},
+  {0.000608, -0.804324, 0.594191},
+  {-0.430089, -0.855774, 0.287529},
+  {-0.301511, -0.904534, -0.301511},
+  {0.301509, -0.904535, -0.301510},
+  {0.430743, -0.855513, 0.287329},
+  {-0.577359, 0.577332, 0.577359},
+  {0.577350, 0.577350, 0.577350},
+  {0.301511, 0.904534, 0.301511},
+  {-0.301511, 0.904534, 0.301511},
+  {-0.577350, 0.577350, 0.577350},
+  {0.577359, 0.577332, 0.577359},
+  {0.577359, 0.577332, -0.577359},
+  {-0.577350, 0.577350, -0.577350},
+  {-0.301511, 0.904534, -0.301511},
+  {0.301511, 0.904534, -0.301511},
+  {0.577350, 0.577350, -0.577350},
+  {-0.577359, 0.577332, -0.577359},
+  {-0.577359, -0.577332, 0.577359},
+  {0.577350, -0.577350, 0.577350},
+  {0.301511, -0.904534, 0.301511},
+  {-0.301511, -0.904534, 0.301511},
+  {-0.577350, -0.577350, 0.577350},
+  {0.577359, -0.577332, 0.577359},
+  {0.577359, -0.577332, -0.577359},
+  {-0.577350, -0.577350, -0.577350},
+  {-0.301511, -0.904534, -0.301511},
+  {0.301511, -0.904534, -0.301511},
+  {0.577350, -0.577350, -0.577350},
+  {-0.577359, -0.577332, -0.577359},
+  {0.301511, 0.904534, -0.301511},
+  {0.577350, 0.577350, -0.577350},
+  {-0.577354, 0.577343, -0.577354},
+  {-0.577354, 0.577343, 0.577354},
+  {0.577350, 0.577350, 0.577350},
+  {0.301511, 0.904534, 0.301511},
+  {0.577350, 0.577350, 0.577350},
+  {0.577350, 0.577350, -0.577350},
+  {0.301511, -0.904534, -0.301511},
+  {0.577350, -0.577350, -0.577350},
+  {-0.577354, -0.577343, -0.577354},
+  {-0.577354, -0.577343, 0.577354},
+  {0.577350, -0.577350, 0.577350},
+  {0.301511, -0.904534, 0.301511},
+  {0.577350, -0.577350, 0.577350},
+  {0.577350, -0.577350, -0.577350},
+  {-0.000000, 0.707107, 0.707107},
+  {-0.000000, -0.707106, 0.707107},
+  {-0.000000, 0.707108, 0.707105},
+  {-0.000000, -0.707106, 0.707108},
+};
+
+const vec3 mesh_bit_polygon_normal[] = {
+  {0.000000, 0.000000, -1.000000},
+  {-1.000000, 0.000000, 0.000000},
+  {1.000000, 0.000000, 0.000000},
+  {0.000000, 0.000000, 1.000000},
+  {-1.000000, 0.000000, 0.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {1.000000, 0.000000, 0.000000},
+  {0.000000, 0.000000, 1.000000},
+  {1.000000, 0.000000, 0.000000},
+  {0.603168, 0.000000, -0.797614},
+  {0.134376, 0.000000, -0.990930},
+  {-0.176627, 0.000000, -0.984278},
+  {-0.831148, 0.000000, -0.556051},
+  {-1.000000, 0.000000, 0.000000},
+  {-1.000000, 0.000000, 0.000000},
+  {-0.382229, 0.000000, 0.924068},
+  {0.000000, 0.000000, -1.000000},
+  {0.384119, 0.000000, 0.923283},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {-1.000000, 0.000000, 0.000000},
+  {1.000000, 0.000000, 0.000000},
+  {-1.000000, 0.000000, 0.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, -1.000000},
+  {0.000000, 0.000000, 1.000000},
+  {-0.159524, 0.000000, -0.987194},
+  {-0.712707, 0.000000, -0.701462},
+  {1.000000, 0.000000, 0.000000},
+  {0.801514, 0.000000, -0.597976},
+  {0.172046, 0.000000, -0.985089},
+  {-0.385174, 0.000000, 0.922844},
+  {0.154604, 0.000000, 0.987976},
+  {1.000000, 0.000000, 0.000000},
+  {0.787750, 0.000000, 0.615995},
+  {1.000000, 0.000000, 0.000000},
+  {1.000000, 0.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, 1.000000, -0.000001},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, 1.000000, -0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, -1.000000, -0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, 1.000000, -0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, 1.000000, -0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {-1.000000, 0.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {1.000000, 0.000000, 0.000000},
+  {0.000000, 0.000003, 1.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, 0.000000, 1.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, -1.000000, -0.000000},
+  {-0.000001, 0.000003, 1.000000},
+};
+
+const polygon mesh_bit_polygons[] = {
+  {35, 36, 14, 13, 0, 0},
+  {40, 41, 19, 18, 0, 4},
+  {42, 43, 21, 20, 0, 8},
+  {56, 57, 45, 44, 0, 12},
+  {59, 60, 48, 47, 0, 16},
+  {62, 63, 51, 50, 0, 20},
+  {64, 65, 53, 52, 0, 24},
+  {66, 67, 55, 54, 0, 28},
+  {76, 77, 69, 68, 0, 32},
+  {79, 80, 72, 71, 0, 36},
+  {82, 83, 75, 74, 0, 40},
+  {24, 25, 3, 2, 0, 44},
+  {25, 26, 4, 3, 0, 48},
+  {26, 27, 5, 4, 0, 52},
+  {27, 28, 6, 5, 0, 56},
+  {28, 29, 7, 6, 0, 60},
+  {34, 35, 13, 12, 0, 64},
+  {39, 40, 18, 17, 0, 68},
+  {41, 42, 20, 19, 0, 72},
+  {43, 39, 17, 21, 0, 76},
+  {58, 59, 47, 46, 0, 80},
+  {60, 61, 49, 48, 0, 84},
+  {63, 64, 52, 51, 0, 88},
+  {65, 66, 54, 53, 0, 92},
+  {67, 56, 44, 55, 0, 96},
+  {75, 83, 76, 68, 0, 100},
+  {77, 78, 70, 69, 0, 104},
+  {81, 82, 74, 73, 0, 108},
+  {22, 23, 1, 0, 0, 112},
+  {23, 24, 2, 1, 0, 116},
+  {30, 31, 9, 8, 0, 120},
+  {31, 32, 10, 9, 0, 124},
+  {32, 22, 0, 10, 0, 128},
+  {33, 34, 12, 11, 0, 132},
+  {16, 38, 33, 11, 0, 136},
+  {36, 37, 15, 14, 0, 140},
+  {37, 38, 16, 15, 0, 144},
+  {57, 58, 46, 45, 0, 148},
+  {61, 62, 50, 49, 0, 152},
+  {73, 74, 75, 68, 0, 156},
+  {81, 79, 78, 76, 0, 160},
+  {83, 82, 81, 76, 0, 164},
+  {69, 70, 68, -1, 0, 168},
+  {72, 73, 71, -1, 0, 171},
+  {76, 78, 77, -1, 0, 174},
+  {49, 47, 48, -1, 0, 177},
+  {47, 52, 53, 46, 0, 180},
+  {79, 81, 80, -1, 0, 184},
+  {32, 34, 33, 22, 0, 187},
+  {33, 38, 23, 22, 0, 191},
+  {12, 13, 8, 9, 0, 195},
+  {40, 39, 25, 24, 0, 199},
+  {4, 17, 3, -1, 0, 203},
+  {39, 43, 27, 26, 0, 206},
+  {43, 42, 29, 28, 0, 210},
+  {6, 21, 5, -1, 0, 214},
+  {55, 53, 54, -1, 0, 217},
+  {35, 34, 31, 30, 0, 220},
+  {10, 12, 9, -1, 0, 224},
+  {55, 44, 46, 53, 0, 227},
+  {41, 40, 37, 36, 0, 231},
+  {18, 15, 2, -1, 0, 235},
+  {49, 50, 52, 47, 0, 238},
+  {7, 20, 21, 6, 0, 242},
+  {17, 18, 2, 3, 0, 246},
+  {14, 15, 18, 19, 0, 250},
+  {70, 71, 73, 68, 0, 254},
+  {25, 39, 26, -1, 0, 258},
+  {52, 50, 51, -1, 0, 261},
+  {27, 43, 28, -1, 0, 264},
+  {16, 1, 2, 15, 0, 267},
+  {24, 37, 40, -1, 0, 271},
+  {85, 36, 35, 30, 0, 274},
+  {5, 21, 17, 4, 0, 278},
+  {38, 37, 24, 23, 0, 282},
+  {31, 34, 32, -1, 0, 286},
+  {11, 12, 10, 0, 0, 289},
+  {62, 61, 59, 64, 0, 293},
+  {56, 67, 65, 58, 0, 297},
+  {65, 67, 66, -1, 0, 301},
+  {65, 64, 59, 58, 0, 304},
+  {59, 61, 60, -1, 0, 308},
+  {41, 36, 85, 87, 0, 311},
+  {56, 58, 57, -1, 0, 315},
+  {78, 79, 71, 70, 0, 318},
+  {46, 44, 45, -1, 0, 322},
+  {62, 64, 63, -1, 0, 325},
+  {16, 11, 0, 1, 0, 328},
+  {80, 81, 73, 72, 0, 332},
+  {29, 87, 86, 7, 0, 336},
+  {14, 84, 8, 13, 0, 340},
+  {19, 20, 7, 86, 0, 344},
+  {84, 85, 30, 8, 0, 348},
+  {19, 86, 84, 14, 0, 352},
+  {87, 29, 42, 41, 0, 356},
+  {86, 87, 85, 84, 0, 360},
+};
+
+const edge_polygon mesh_bit_edge_polygons[] = {
+  {{35, 36}, {0, 72}},
+  {{14, 36}, {0, 35}},
+  {{13, 14}, {0, 90}},
+  {{13, 35}, {0, 16}},
+  {{40, 41}, {1, 60}},
+  {{19, 41}, {1, 18}},
+  {{18, 19}, {1, 65}},
+  {{18, 40}, {1, 17}},
+  {{42, 43}, {2, 54}},
+  {{21, 43}, {2, 19}},
+  {{20, 21}, {2, 63}},
+  {{20, 42}, {2, 18}},
+  {{56, 57}, {3, 83}},
+  {{45, 57}, {3, 37}},
+  {{44, 45}, {3, 85}},
+  {{44, 56}, {3, 24}},
+  {{59, 60}, {4, 81}},
+  {{48, 60}, {4, 21}},
+  {{47, 48}, {4, 45}},
+  {{47, 59}, {4, 20}},
+  {{62, 63}, {5, 86}},
+  {{51, 63}, {5, 22}},
+  {{50, 51}, {5, 68}},
+  {{50, 62}, {5, 38}},
+  {{64, 65}, {6, 80}},
+  {{53, 65}, {6, 23}},
+  {{52, 53}, {6, 46}},
+  {{52, 64}, {6, 22}},
+  {{66, 67}, {7, 79}},
+  {{55, 67}, {7, 24}},
+  {{54, 55}, {7, 56}},
+  {{54, 66}, {7, 23}},
+  {{76, 77}, {8, 44}},
+  {{69, 77}, {8, 26}},
+  {{68, 69}, {8, 42}},
+  {{68, 76}, {8, 25}},
+  {{79, 80}, {9, 47}},
+  {{72, 80}, {9, 88}},
+  {{71, 72}, {9, 43}},
+  {{71, 79}, {9, 84}},
+  {{82, 83}, {10, 41}},
+  {{75, 83}, {10, 25}},
+  {{74, 75}, {10, 39}},
+  {{74, 82}, {10, 27}},
+  {{24, 25}, {11, 51}},
+  {{3, 25}, {11, 12}},
+  {{2, 3}, {11, 64}},
+  {{2, 24}, {11, 29}},
+  {{25, 26}, {12, 67}},
+  {{4, 26}, {12, 13}},
+  {{3, 4}, {12, 52}},
+  {{26, 27}, {13, 53}},
+  {{5, 27}, {13, 14}},
+  {{4, 5}, {13, 73}},
+  {{27, 28}, {14, 69}},
+  {{6, 28}, {14, 15}},
+  {{5, 6}, {14, 55}},
+  {{28, 29}, {15, 54}},
+  {{7, 29}, {15, 89}},
+  {{6, 7}, {15, 63}},
+  {{34, 35}, {16, 57}},
+  {{12, 13}, {16, 50}},
+  {{12, 34}, {16, 33}},
+  {{39, 40}, {17, 51}},
+  {{17, 18}, {17, 64}},
+  {{17, 39}, {17, 19}},
+  {{41, 42}, {18, 94}},
+  {{19, 20}, {18, 91}},
+  {{39, 43}, {19, 53}},
+  {{17, 21}, {19, 73}},
+  {{58, 59}, {20, 80}},
+  {{46, 47}, {20, 46}},
+  {{46, 58}, {20, 37}},
+  {{60, 61}, {21, 81}},
+  {{49, 61}, {21, 38}},
+  {{48, 49}, {21, 45}},
+  {{63, 64}, {22, 86}},
+  {{51, 52}, {22, 68}},
+  {{65, 66}, {23, 79}},
+  {{53, 54}, {23, 56}},
+  {{56, 67}, {24, 78}},
+  {{44, 55}, {24, 59}},
+  {{76, 83}, {25, 41}},
+  {{68, 75}, {25, 39}},
+  {{77, 78}, {26, 44}},
+  {{70, 78}, {26, 84}},
+  {{69, 70}, {26, 42}},
+  {{81, 82}, {27, 41}},
+  {{73, 74}, {27, 39}},
+  {{73, 81}, {27, 88}},
+  {{22, 23}, {28, 49}},
+  {{1, 23}, {28, 29}},
+  {{0, 1}, {28, 87}},
+  {{0, 22}, {28, 32}},
+  {{23, 24}, {29, 74}},
+  {{1, 2}, {29, 70}},
+  {{30, 31}, {30, 57}},
+  {{9, 31}, {30, 31}},
+  {{8, 9}, {30, 50}},
+  {{8, 30}, {30, 92}},
+  {{31, 32}, {31, 75}},
+  {{10, 32}, {31, 32}},
+  {{9, 10}, {31, 58}},
+  {{22, 32}, {32, 48}},
+  {{0, 10}, {32, 76}},
+  {{33, 34}, {33, 48}},
+  {{11, 12}, {33, 76}},
+  {{11, 33}, {33, 34}},
+  {{16, 38}, {34, 36}},
+  {{33, 38}, {34, 49}},
+  {{11, 16}, {34, 87}},
+  {{36, 37}, {35, 60}},
+  {{15, 37}, {35, 36}},
+  {{14, 15}, {35, 65}},
+  {{37, 38}, {36, 74}},
+  {{15, 16}, {36, 70}},
+  {{57, 58}, {37, 83}},
+  {{45, 46}, {37, 85}},
+  {{61, 62}, {38, 77}},
+  {{49, 50}, {38, 62}},
+  {{68, 73}, {39, 66}},
+  {{79, 81}, {40, 47}},
+  {{78, 79}, {40, 84}},
+  {{76, 78}, {40, 44}},
+  {{76, 81}, {40, 41}},
+  {{68, 70}, {42, 66}},
+  {{72, 73}, {43, 88}},
+  {{71, 73}, {43, 66}},
+  {{47, 49}, {45, 62}},
+  {{47, 52}, {46, 62}},
+  {{46, 53}, {46, 59}},
+  {{80, 81}, {47, 88}},
+  {{32, 34}, {48, 75}},
+  {{22, 33}, {48, 49}},
+  {{23, 38}, {49, 74}},
+  {{8, 13}, {50, 90}},
+  {{9, 12}, {50, 58}},
+  {{25, 39}, {51, 67}},
+  {{24, 40}, {51, 71}},
+  {{4, 17}, {52, 73}},
+  {{3, 17}, {52, 64}},
+  {{27, 43}, {53, 69}},
+  {{26, 39}, {53, 67}},
+  {{29, 42}, {54, 94}},
+  {{28, 43}, {54, 69}},
+  {{6, 21}, {55, 63}},
+  {{5, 21}, {55, 73}},
+  {{53, 55}, {56, 59}},
+  {{31, 34}, {57, 75}},
+  {{30, 35}, {57, 72}},
+  {{10, 12}, {58, 76}},
+  {{44, 46}, {59, 85}},
+  {{37, 40}, {60, 71}},
+  {{36, 41}, {60, 82}},
+  {{15, 18}, {61, 65}},
+  {{2, 15}, {61, 70}},
+  {{2, 18}, {61, 64}},
+  {{50, 52}, {62, 68}},
+  {{7, 20}, {63, 91}},
+  {{14, 19}, {65, 93}},
+  {{70, 71}, {66, 84}},
+  {{1, 16}, {70, 87}},
+  {{24, 37}, {71, 74}},
+  {{36, 85}, {72, 82}},
+  {{30, 85}, {72, 92}},
+  {{0, 11}, {76, 87}},
+  {{59, 61}, {77, 81}},
+  {{59, 64}, {77, 80}},
+  {{62, 64}, {77, 86}},
+  {{65, 67}, {78, 79}},
+  {{58, 65}, {78, 80}},
+  {{56, 58}, {78, 83}},
+  {{85, 87}, {82, 95}},
+  {{41, 87}, {82, 94}},
+  {{29, 87}, {89, 94}},
+  {{86, 87}, {89, 95}},
+  {{7, 86}, {89, 91}},
+  {{14, 84}, {90, 93}},
+  {{8, 84}, {90, 92}},
+  {{19, 86}, {91, 93}},
+  {{84, 85}, {92, 95}},
+  {{84, 86}, {93, 95}},
+};
+
+const mesh_material mesh_bit_materials[] = {
+  { // material colors.png
+    .width = 8,
+    .height = 8,
+    .offset = 0,
+  },
+};
+const vec2 * mesh_bit_uv_layers[] = {
+  mesh_bit_UVMap_uvmap,
+};
+
+const mesh mesh_bit = {
+  .position = mesh_bit_position,
+  .position_length = (sizeof (mesh_bit_position)) / (sizeof (mesh_bit_position[0])),
+  .normal = mesh_bit_normal,
+  .normal_length = (sizeof (mesh_bit_normal)) / (sizeof (mesh_bit_normal[0])),
+  .polygon_normal = mesh_bit_polygon_normal,
+  .polygon_normal_length = (sizeof (mesh_bit_polygon_normal)) / (sizeof (mesh_bit_polygon_normal[0])),
+  .polygons = mesh_bit_polygons,
+  .polygons_length = (sizeof (mesh_bit_polygons)) / (sizeof (mesh_bit_polygons[0])),
+  .uv_layers = mesh_bit_uv_layers,
+  .uv_layers_length = (sizeof (mesh_bit_uv_layers)) / (sizeof (mesh_bit_uv_layers[0])),
+  .materials = mesh_bit_materials,
+  .materials_length = (sizeof (mesh_bit_materials)) / (sizeof (mesh_bit_materials[0])),
+  .edge_polygons = mesh_bit_edge_polygons,
+  .edge_polygons_length = (sizeof (mesh_bit_edge_polygons)) / (sizeof (mesh_bit_edge_polygons[0])),
+};
+
+const vec3 mesh_jam_position[] = {
   {1.473838, -0.866752, -0.594378},
   {1.473838, -0.866752, -0.721493},
   {1.473838, 0.643730, -0.721493},
   {1.473838, 0.643730, -0.529676},
-  {1.473838, 0.083877, -0.451804},
   {1.473838, -0.173655, -0.428901},
-  {1.473838, 0.084997, -0.407143},
   {1.473838, 0.643730, -0.329843},
   {1.473838, 0.643730, -0.131155},
   {1.473838, -0.866752, -0.131155},
   {1.473838, -0.866752, -0.257124},
-  {1.473838, 0.105152, -0.257124},
-  {1.473838, 0.330212, -0.253116},
   {1.473838, 0.442183, -0.249108},
-  {1.473838, 0.060364, -0.292625},
   {1.473838, -0.463658, -0.364771},
   {1.473838, -0.463658, -0.489595},
-  {1.473838, 0.060364, -0.560596},
   {1.473838, 0.442183, -0.603540},
-  {1.473838, 0.105152, -0.594378},
   {1.318238, -0.866752, -0.594378},
   {1.318238, -0.866752, -0.721493},
   {1.318238, 0.643730, -0.721493},
   {1.318238, 0.643730, -0.529676},
-  {1.318238, 0.083877, -0.451804},
   {1.318238, -0.173655, -0.428901},
-  {1.318238, 0.084997, -0.407143},
   {1.318238, 0.643730, -0.329843},
   {1.318238, 0.643730, -0.131155},
   {1.318238, -0.866752, -0.131155},
   {1.318238, -0.866752, -0.257124},
-  {1.318238, 0.105152, -0.257124},
-  {1.318238, 0.330212, -0.253116},
   {1.318238, 0.442183, -0.249108},
-  {1.318238, 0.060364, -0.292625},
   {1.318238, -0.463658, -0.364771},
   {1.318238, -0.463658, -0.489595},
-  {1.318238, 0.060364, -0.560596},
   {1.318238, 0.442183, -0.603540},
-  {1.318238, 0.105152, -0.594378},
   {1.473838, -0.889146, 1.010013},
   {1.473838, -0.750303, 0.818768},
   {1.473838, -0.367364, 0.749485},
@@ -264,11 +2101,8 @@ const vec3 mesh_logo_position[] = {
   {1.473838, -0.497249, 0.146550},
   {1.473838, -0.866752, 0.093872},
   {1.473838, 0.439943, 0.277100},
-  {1.473838, 0.303339, 0.261067},
-  {1.473838, 0.119988, 0.235301},
   {1.473838, -0.248675, 0.182050},
   {1.473838, -0.248675, 0.372149},
-  {1.473838, 0.298861, 0.294278},
   {1.318238, -0.866752, -0.074469},
   {1.318238, 0.643730, 0.178615},
   {1.318238, 0.643730, 0.375585},
@@ -278,3905 +2112,740 @@ const vec3 mesh_logo_position[] = {
   {1.318238, -0.497249, 0.146550},
   {1.318238, -0.866752, 0.093872},
   {1.318238, 0.439943, 0.277100},
-  {1.318238, 0.303339, 0.261067},
-  {1.318238, 0.119988, 0.235301},
   {1.318238, -0.248675, 0.182050},
   {1.318238, -0.248675, 0.372149},
-  {1.318238, 0.298861, 0.294278},
 };
 
-const vec2 mesh_logo_UVMap_uvmap[] = {
-  {0.171492, 0.812431},
-  {0.171492, 0.824669},
-  {0.105208, 0.812431},
-  {0.105208, 0.812431},
-  {0.171492, 0.824669},
-  {0.105208, 0.824669},
-  {0.160332, 0.812431},
-  {0.160332, 0.824669},
-  {0.116367, 0.812431},
-  {0.116367, 0.812431},
-  {0.160332, 0.824669},
-  {0.116367, 0.824669},
-  {0.147877, 0.812431},
-  {0.147877, 0.824669},
-  {0.128822, 0.812431},
-  {0.128822, 0.812431},
-  {0.147877, 0.824669},
-  {0.128822, 0.824669},
-  {0.132231, 0.818416},
-  {0.144469, 0.818685},
-  {0.132231, 0.818685},
-  {0.147819, 0.812431},
-  {0.147819, 0.824669},
-  {0.128881, 0.812431},
-  {0.128881, 0.812431},
-  {0.147819, 0.824669},
-  {0.128881, 0.824669},
-  {0.148718, 0.812431},
-  {0.142203, 0.824669},
-  {0.142203, 0.812431},
-  {0.142203, 0.812431},
-  {0.142203, 0.824669},
-  {0.127982, 0.812431},
-  {0.127982, 0.812431},
-  {0.142203, 0.824669},
-  {0.127982, 0.824669},
-  {0.144469, 0.827671},
-  {0.132231, 0.818489},
-  {0.144469, 0.818489},
-  {0.144469, 0.818489},
-  {0.132231, 0.818489},
-  {0.144469, 0.809429},
-  {0.144469, 0.809429},
-  {0.132231, 0.818489},
-  {0.132231, 0.809429},
-  {0.161686, 0.812431},
-  {0.151355, 0.824669},
-  {0.151355, 0.812431},
-  {0.144469, 0.818416},
-  {0.144469, 0.818685},
-  {0.132231, 0.818416},
-  {0.148718, 0.824669},
-  {0.142203, 0.824669},
-  {0.148718, 0.812431},
-  {0.132231, 0.827671},
-  {0.132231, 0.818489},
-  {0.144469, 0.827671},
-  {0.161686, 0.824669},
-  {0.151355, 0.824669},
-  {0.161686, 0.812431},
-  {0.844261, 0.888951},
-  {0.834903, 0.888951},
-  {0.844261, 0.783777},
-  {0.844261, 0.783777},
-  {0.834903, 0.888951},
-  {0.834903, 0.783777},
-  {0.844261, 0.850943},
-  {0.834903, 0.850943},
-  {0.844261, 0.821784},
-  {0.844261, 0.821784},
-  {0.834903, 0.850943},
-  {0.834903, 0.821784},
-  {0.844261, 0.840463},
-  {0.834903, 0.832264},
-  {0.844261, 0.832264},
-  {0.844261, 0.840424},
-  {0.834903, 0.840424},
-  {0.844261, 0.832303},
-  {0.844261, 0.832303},
-  {0.834903, 0.840424},
-  {0.834903, 0.832303},
-  {0.834903, 0.840463},
-  {0.834903, 0.832264},
-  {0.844261, 0.840463},
-  {0.149454, 0.209687},
-  {0.138848, 0.209687},
-  {0.149454, 0.189540},
-  {0.149454, 0.189540},
-  {0.138848, 0.209687},
-  {0.138848, 0.189540},
-  {0.149454, 0.206462},
-  {0.138848, 0.206462},
-  {0.149454, 0.192765},
-  {0.149454, 0.192765},
-  {0.138848, 0.206462},
-  {0.138848, 0.192765},
-  {0.149454, 0.209687},
-  {0.138848, 0.209687},
-  {0.149454, 0.189540},
-  {0.149454, 0.189540},
-  {0.138848, 0.209687},
-  {0.138848, 0.189540},
-  {0.149454, 0.239067},
-  {0.138848, 0.160160},
-  {0.149454, 0.160160},
-  {0.149454, 0.209687},
-  {0.138848, 0.209687},
-  {0.149454, 0.189540},
-  {0.149454, 0.189540},
-  {0.138848, 0.209687},
-  {0.138848, 0.189540},
-  {0.138848, 0.239067},
-  {0.138848, 0.160160},
-  {0.149454, 0.239067},
-  {0.828847, 0.202248},
-  {0.819600, 0.202248},
-  {0.828847, 0.186660},
-  {0.828847, 0.186660},
-  {0.819600, 0.202248},
-  {0.819600, 0.186660},
-  {0.828847, 0.203236},
-  {0.819600, 0.185672},
-  {0.828847, 0.185672},
-  {0.828847, 0.200117},
-  {0.819600, 0.188791},
-  {0.828847, 0.188791},
-  {0.819600, 0.203236},
-  {0.819600, 0.185672},
-  {0.828847, 0.203236},
-  {0.819600, 0.200117},
-  {0.819600, 0.188791},
-  {0.828847, 0.200117},
-  {0.503929, 0.503124},
-  {0.495047, 0.503124},
-  {0.503929, 0.495008},
-  {0.503929, 0.495008},
-  {0.495047, 0.503124},
-  {0.495047, 0.495008},
-  {0.495047, 0.492942},
-  {0.503929, 0.505189},
-  {0.495047, 0.505189},
-  {0.495047, 0.492723},
-  {0.503929, 0.492723},
-  {0.495047, 0.505409},
-  {0.495047, 0.505409},
-  {0.503929, 0.492723},
-  {0.503929, 0.505409},
-  {0.503929, 0.503087},
-  {0.495047, 0.503087},
-  {0.503929, 0.495044},
-  {0.503929, 0.495044},
-  {0.495047, 0.503087},
-  {0.495047, 0.495044},
-  {0.503929, 0.503051},
-  {0.495047, 0.503051},
-  {0.503929, 0.495081},
-  {0.503929, 0.495081},
-  {0.495047, 0.503051},
-  {0.495047, 0.495081},
+const vec2 mesh_jam_UVMap_uvmap[] = {
   {0.503929, 0.492942},
   {0.503929, 0.505189},
+  {0.495047, 0.505189},
   {0.495047, 0.492942},
-  {0.495047, 0.488189},
-  {0.503929, 0.509942},
-  {0.495047, 0.509942},
-  {0.503929, 0.504568},
-  {0.495047, 0.493564},
-  {0.503929, 0.493564},
-  {0.503929, 0.508008},
-  {0.495047, 0.502733},
-  {0.503929, 0.502733},
-  {0.503929, 0.502733},
-  {0.495047, 0.502733},
-  {0.503929, 0.490123},
-  {0.503929, 0.490123},
-  {0.495047, 0.502733},
-  {0.495047, 0.490123},
-  {0.495047, 0.487555},
-  {0.503929, 0.487555},
-  {0.495047, 0.510576},
-  {0.503929, 0.510923},
-  {0.495047, 0.499807},
-  {0.503929, 0.499807},
-  {0.495047, 0.510576},
-  {0.503929, 0.487555},
-  {0.503929, 0.510576},
+  {0.503929, 0.492723},
+  {0.503929, 0.505409},
+  {0.495047, 0.505409},
+  {0.495047, 0.492723},
+  {0.495047, 0.503087},
+  {0.495047, 0.495044},
+  {0.503929, 0.495044},
+  {0.503929, 0.503087},
+  {0.495047, 0.503051},
+  {0.495047, 0.495081},
+  {0.503929, 0.495081},
+  {0.503929, 0.503051},
   {0.503929, 0.488189},
   {0.503929, 0.509942},
+  {0.495047, 0.509942},
   {0.495047, 0.488189},
   {0.495047, 0.504568},
   {0.495047, 0.493564},
+  {0.503929, 0.493564},
   {0.503929, 0.504568},
-  {0.495047, 0.508008},
+  {0.503929, 0.487555},
+  {0.503929, 0.510576},
+  {0.495047, 0.510576},
+  {0.495047, 0.487555},
   {0.495047, 0.502733},
-  {0.503929, 0.508008},
+  {0.495047, 0.490123},
+  {0.503929, 0.490123},
+  {0.503929, 0.502733},
   {0.495047, 0.510923},
   {0.495047, 0.499807},
+  {0.503929, 0.499807},
   {0.503929, 0.510923},
-  {0.495047, 0.492778},
-  {0.503929, 0.505354},
-  {0.495047, 0.505354},
-  {0.503929, 0.504458},
-  {0.495047, 0.493673},
-  {0.503929, 0.493673},
-  {0.503929, 0.507401},
-  {0.495047, 0.490730},
-  {0.503929, 0.490730},
-  {0.503929, 0.504440},
-  {0.495047, 0.493692},
-  {0.503929, 0.493692},
-  {0.503929, 0.521258},
-  {0.495047, 0.521258},
-  {0.503929, 0.485947},
-  {0.503929, 0.485947},
-  {0.495047, 0.476874},
-  {0.503929, 0.476874},
-  {0.503929, 0.485947},
-  {0.495047, 0.521258},
-  {0.495047, 0.485947},
   {0.503929, 0.492778},
   {0.503929, 0.505354},
+  {0.495047, 0.505354},
   {0.495047, 0.492778},
   {0.495047, 0.504458},
   {0.495047, 0.493673},
+  {0.503929, 0.493673},
   {0.503929, 0.504458},
   {0.495047, 0.507401},
   {0.495047, 0.490730},
+  {0.503929, 0.490730},
   {0.503929, 0.507401},
   {0.495047, 0.504440},
   {0.495047, 0.493692},
+  {0.503929, 0.493692},
   {0.503929, 0.504440},
-  {0.495047, 0.485947},
-  {0.495047, 0.476874},
-  {0.503929, 0.485947},
-  {0.132231, 0.810786},
-  {0.144469, 0.826315},
-  {0.132231, 0.826315},
-  {0.132231, 0.812990},
-  {0.144469, 0.812990},
-  {0.132231, 0.824111},
-  {0.132231, 0.824111},
-  {0.144469, 0.812990},
-  {0.144469, 0.824111},
-  {0.149737, 0.812431},
-  {0.126962, 0.824669},
-  {0.126962, 0.812431},
-  {0.132231, 0.794870},
-  {0.144469, 0.794870},
-  {0.132231, 0.811552},
-  {0.132231, 0.811552},
-  {0.144469, 0.794870},
-  {0.144469, 0.811552},
-  {0.132231, 0.811552},
-  {0.144469, 0.826524},
-  {0.132231, 0.826524},
-  {0.132231, 0.826524},
-  {0.144469, 0.826524},
-  {0.132231, 0.842231},
-  {0.132231, 0.842231},
-  {0.144469, 0.826524},
-  {0.144469, 0.842231},
-  {0.161173, 0.812431},
-  {0.138010, 0.824669},
-  {0.138010, 0.812431},
-  {0.138010, 0.812431},
-  {0.138010, 0.824669},
-  {0.115527, 0.812431},
-  {0.115527, 0.812431},
-  {0.138010, 0.824669},
-  {0.115527, 0.824669},
-  {0.144469, 0.829735},
-  {0.132231, 0.807366},
-  {0.144469, 0.807366},
-  {0.132231, 0.813263},
-  {0.144469, 0.823838},
-  {0.132231, 0.823838},
-  {0.147631, 0.812431},
-  {0.147631, 0.824669},
-  {0.138262, 0.812431},
-  {0.138262, 0.812431},
-  {0.147631, 0.824669},
-  {0.138262, 0.824669},
-  {0.138262, 0.812431},
-  {0.129069, 0.824669},
-  {0.129069, 0.812431},
-  {0.144469, 0.828029},
-  {0.132231, 0.828029},
-  {0.144469, 0.820973},
-  {0.144469, 0.820973},
-  {0.132231, 0.828029},
-  {0.132231, 0.820973},
-  {0.144469, 0.820973},
-  {0.132231, 0.815218},
-  {0.144469, 0.815218},
-  {0.144469, 0.815218},
-  {0.132231, 0.815218},
-  {0.144469, 0.809072},
-  {0.144469, 0.809072},
-  {0.132231, 0.815218},
-  {0.132231, 0.809072},
-  {0.158810, 0.812431},
-  {0.142853, 0.824669},
-  {0.142853, 0.812431},
-  {0.142853, 0.812431},
-  {0.142853, 0.824669},
-  {0.117890, 0.812431},
-  {0.117890, 0.812431},
-  {0.142853, 0.824669},
-  {0.117890, 0.824669},
-  {0.144469, 0.833293},
-  {0.132231, 0.833293},
-  {0.144469, 0.816210},
-  {0.144469, 0.816210},
-  {0.132231, 0.803807},
-  {0.144469, 0.803807},
-  {0.144469, 0.816210},
-  {0.132231, 0.833293},
-  {0.132231, 0.816210},
-  {0.144469, 0.810786},
-  {0.144469, 0.826315},
-  {0.132231, 0.810786},
-  {0.149737, 0.824669},
-  {0.126962, 0.824669},
-  {0.149737, 0.812431},
-  {0.144469, 0.811552},
-  {0.144469, 0.826524},
-  {0.132231, 0.811552},
-  {0.161173, 0.824669},
-  {0.138010, 0.824669},
-  {0.161173, 0.812431},
-  {0.132231, 0.829735},
-  {0.132231, 0.807366},
-  {0.144469, 0.829735},
-  {0.144469, 0.813263},
-  {0.144469, 0.823838},
-  {0.132231, 0.813263},
-  {0.138262, 0.824669},
-  {0.129069, 0.824669},
-  {0.138262, 0.812431},
-  {0.132231, 0.820973},
-  {0.132231, 0.815218},
-  {0.144469, 0.820973},
-  {0.158810, 0.824669},
-  {0.142853, 0.824669},
-  {0.158810, 0.812431},
-  {0.132231, 0.816210},
-  {0.132231, 0.803807},
-  {0.144469, 0.816210},
-  {0.173038, 0.798551},
-  {0.148770, 0.808635},
-  {0.153677, 0.799694},
-  {0.173038, 0.798551},
-  {0.149711, 0.790417},
-  {0.163895, 0.778787},
-  {0.166988, 0.812803},
-  {0.148770, 0.808635},
-  {0.173038, 0.798551},
-  {0.150383, 0.819727},
-  {0.134451, 0.826987},
-  {0.134854, 0.811727},
-  {0.150383, 0.819727},
-  {0.148770, 0.808635},
-  {0.166988, 0.812803},
-  {0.150383, 0.819996},
-  {0.134451, 0.826987},
-  {0.150383, 0.819727},
-  {0.165374, 0.827390},
-  {0.151459, 0.838819},
-  {0.147022, 0.830079},
-  {0.165374, 0.827390},
-  {0.134451, 0.826987},
-  {0.150383, 0.819996},
-  {0.170618, 0.841172},
-  {0.151459, 0.838819},
-  {0.165374, 0.827390},
-  {0.166719, 0.853810},
-  {0.151459, 0.838819},
-  {0.170618, 0.841172},
-  {0.155559, 0.862347},
-  {0.138014, 0.850314},
-  {0.147761, 0.847087},
-  {0.155559, 0.862347},
-  {0.147761, 0.847087},
-  {0.166719, 0.853810},
-  {0.138350, 0.865372},
-  {0.138014, 0.850314},
-  {0.155559, 0.862347},
-  {0.115426, 0.858852},
-  {0.124165, 0.838953},
-  {0.128468, 0.847558},
-  {0.115426, 0.858852},
-  {0.138014, 0.850314},
-  {0.138350, 0.865372},
-  {0.105275, 0.840298},
-  {0.124165, 0.838953},
-  {0.115426, 0.858852},
-  {0.128468, 0.847558},
-  {0.138014, 0.850314},
-  {0.115426, 0.858852},
-  {0.147761, 0.847087},
-  {0.151459, 0.838819},
-  {0.166719, 0.853810},
-  {0.147022, 0.830079},
-  {0.134451, 0.826987},
-  {0.165374, 0.827390},
-  {0.134451, 0.826987},
-  {0.128266, 0.811727},
-  {0.134854, 0.811727},
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-  {0.357924, 0.669420, 0.650974},
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-  {-0.531302, 0.568944, 0.627711},
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-  {0.421299, -0.685192, 0.594154},
-  {0.406223, -0.419299, 0.811894},
-  {-0.013879, -0.601991, 0.798382},
-  {-0.424490, -0.403257, 0.810674},
-  {-0.604495, 0.012740, 0.796507},
-  {-0.389504, 0.424168, 0.817538},
-  {-0.099933, 0.662638, 0.742243},
-  {-0.577350, 0.577350, 0.577350},
-  {-0.577358, -0.577360, 0.577334},
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-  {-0.601665, -0.025274, 0.798349},
-  {-0.415998, 0.400916, 0.816218},
-  {0.109490, 0.511296, 0.852401},
-  {0.260565, 0.738952, 0.621334},
-  {-0.713820, 0.416084, 0.563326},
-  {-0.530168, -0.571514, 0.626333},
-  {0.002913, -0.768289, 0.640097},
-  {0.549238, -0.557296, 0.622703},
-  {0.768959, -0.010367, -0.639214},
-  {0.588857, 0.503605, -0.632162},
-  {0.458714, 0.277707, -0.844074},
-  {0.481201, -0.268091, -0.834610},
-  {0.612024, -0.470623, -0.635563},
-  {0.757851, -0.020214, -0.652114},
-  {0.658586, 0.380140, -0.649429},
-  {0.357919, 0.669416, -0.650981},
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-  {-0.711265, -0.421814, -0.562294},
-  {0.421277, -0.685192, -0.594170},
-  {0.406244, -0.419320, -0.811872},
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-  {-0.099926, 0.662617, -0.742262},
-  {-0.577360, 0.577356, -0.577335},
-  {-0.577350, -0.577350, -0.577350},
-  {-0.091326, -0.667591, -0.738906},
-  {-0.377674, -0.434839, -0.817483},
-  {-0.601692, -0.025275, -0.798328},
-  {-0.415978, 0.400895, -0.816239},
-  {0.109478, 0.511311, -0.852394},
-  {0.260576, 0.738957, -0.621324},
-  {-0.713837, 0.416070, -0.563314},
-  {-0.530149, -0.571494, -0.626368},
-  {0.002913, -0.768319, -0.640060},
-  {0.549218, -0.557275, -0.622739},
-  {0.004704, 0.671615, -0.740885},
-  {-0.351361, 0.643302, -0.680227},
-  {-0.033376, 0.888945, -0.456796},
-  {0.288316, 0.654249, -0.699165},
-  {-0.015803, 0.673739, -0.738800},
-  {-0.425728, 0.628764, -0.650701},
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-  {-0.577365, 0.577320, 0.577366},
-  {0.577361, 0.577319, 0.577371},
-  {0.727187, 0.642599, -0.241382},
-  {0.405696, 0.632642, -0.659678},
-  {-0.075890, 0.773720, 0.628966},
-  {-0.431113, 0.855363, 0.287220},
-  {-0.301526, 0.904530, -0.301510},
-  {0.301518, 0.904533, -0.301508},
-  {0.581756, 0.788276, 0.200452},
-  {0.304067, 0.799804, 0.517549},
-  {0.000608, 0.804324, 0.594191},
-  {-0.430107, 0.855768, 0.287523},
-  {-0.301511, 0.904534, -0.301512},
-  {0.301513, 0.904538, -0.301499},
-  {0.430758, 0.855508, 0.287321},
-  {0.004704, -0.671659, -0.740846},
-  {-0.351363, -0.643280, -0.680246},
-  {-0.033379, -0.888943, -0.456799},
-  {0.288318, -0.654255, -0.699159},
-  {-0.015804, -0.673709, -0.738828},
-  {-0.425727, -0.628775, -0.650690},
-  {-0.729444, -0.647184, -0.221505},
-  {-0.577340, -0.577333, 0.577378},
-  {0.577341, -0.577338, 0.577371},
-  {0.727183, -0.642609, -0.241370},
-  {0.405701, -0.632622, -0.659694},
-  {-0.075895, -0.773716, 0.628970},
-  {-0.431116, -0.855368, 0.287202},
-  {-0.301510, -0.904538, -0.301500},
-  {0.301525, -0.904530, -0.301510},
-  {0.581752, -0.788279, 0.200451},
-  {0.304081, -0.799791, 0.517562},
-  {0.000608, -0.804338, 0.594172},
-  {-0.430100, -0.855767, 0.287536},
-  {-0.301533, -0.904529, -0.301503},
-  {0.301525, -0.904531, -0.301508},
-  {0.430734, -0.855519, 0.287323},
-  {-0.577359, 0.577332, 0.577359},
-  {0.577360, 0.577360, 0.577330},
-  {0.301527, 0.904528, 0.301514},
-  {-0.301511, 0.904534, 0.301511},
-  {-0.577371, 0.577340, 0.577340},
-  {0.577346, 0.577359, 0.577346},
-  {0.577359, 0.577332, -0.577359},
-  {-0.577360, 0.577360, -0.577330},
-  {-0.301527, 0.904528, -0.301514},
-  {0.301511, 0.904534, -0.301511},
-  {0.577371, 0.577340, -0.577340},
-  {-0.577346, 0.577359, -0.577345},
-  {-0.577346, -0.577359, 0.577345},
-  {0.577371, -0.577340, 0.577340},
-  {0.301511, -0.904534, 0.301511},
-  {-0.301527, -0.904528, 0.301514},
-  {-0.577360, -0.577360, 0.577330},
-  {0.577359, -0.577332, 0.577359},
-  {0.577346, -0.577359, -0.577346},
-  {-0.577371, -0.577340, -0.577340},
-  {-0.301511, -0.904534, -0.301511},
-  {0.301527, -0.904528, -0.301514},
-  {0.577360, -0.577360, -0.577330},
-  {-0.577359, -0.577332, -0.577359},
-  {0.301511, 0.904533, -0.301515},
-  {0.577369, 0.577356, -0.577326},
-  {-0.577354, 0.577343, -0.577354},
-  {-0.577345, 0.577366, 0.577339},
-  {0.577350, 0.577350, 0.577350},
-  {0.301517, 0.904532, 0.301511},
-  {0.577366, 0.577342, 0.577343},
-  {0.577350, 0.577350, -0.577350},
-  {0.301517, -0.904532, -0.301511},
+const vec3 mesh_jam_normal[] = {
+  {0.576985, -0.575508, 0.579550},
   {0.577350, -0.577350, -0.577350},
-  {-0.577345, -0.577366, -0.577339},
-  {-0.577354, -0.577343, 0.577354},
-  {0.577369, -0.577356, 0.577326},
-  {0.301511, -0.904533, 0.301515},
+  {0.577347, 0.577352, -0.577352},
+  {0.584064, 0.608067, 0.537702},
+  {0.998014, 0.062986, -0.000065},
+  {0.583947, 0.607573, -0.538387},
+  {0.577347, 0.577352, 0.577352},
   {0.577350, -0.577350, 0.577350},
-  {0.577366, -0.577342, -0.577343},
-  {0.577350, -0.577350, 0.577350},
-  {0.577343, -0.577367, -0.577341},
-  {0.577314, 0.577378, -0.577359},
-  {0.584957, 0.611741, 0.532540},
-  {0.701575, 0.080673, 0.708014},
-  {0.999019, 0.044276, -0.000106},
-  {0.701126, 0.078771, -0.708673},
-  {0.584916, 0.611568, -0.532784},
-  {0.577309, 0.577379, 0.577363},
-  {0.577351, -0.577350, 0.577350},
-  {0.577342, -0.577367, -0.577342},
-  {0.705102, 0.006314, -0.709078},
-  {0.705090, 0.018997, -0.708864},
-  {0.999807, -0.019605, -0.001485},
-  {0.704490, -0.088589, 0.704163},
-  {0.584879, -0.611424, 0.532989},
-  {0.584749, -0.610932, -0.533695},
-  {0.704564, -0.087303, -0.704250},
-  {0.999769, -0.021432, 0.001506},
-  {0.704066, 0.009649, 0.710069},
-  {-0.577343, -0.577369, 0.577339},
-  {-0.577348, -0.577348, -0.577354},
+  {0.577031, -0.575739, -0.579276},
+  {0.999526, -0.030710, -0.002047},
+  {0.584314, -0.609094, 0.536267},
+  {0.584208, -0.608650, -0.536885},
+  {0.999548, -0.030002, 0.001985},
+  {-0.576985, -0.575508, 0.579550},
+  {-0.577350, -0.577350, -0.577350},
   {-0.577347, 0.577352, -0.577352},
-  {-0.584940, 0.611770, 0.532525},
-  {-0.701577, 0.080673, 0.708012},
-  {-0.999019, 0.044278, -0.000106},
-  {-0.701129, 0.078771, -0.708670},
-  {-0.584898, 0.611597, -0.532770},
-  {-0.577329, 0.577361, 0.577361},
-  {-0.577340, -0.577365, 0.577346},
-  {-0.577352, -0.577352, -0.577347},
-  {-0.705109, 0.006314, -0.709071},
-  {-0.705075, 0.018998, -0.708878},
-  {-0.999807, -0.019606, -0.001466},
-  {-0.704492, -0.088589, 0.704161},
-  {-0.584870, -0.611427, 0.532995},
-  {-0.584756, -0.610907, -0.533716},
-  {-0.704567, -0.087303, -0.704247},
-  {-0.999769, -0.021433, 0.001484},
-  {-0.704062, 0.009649, 0.710073},
-  {0.597794, -0.801550, -0.012661},
-  {0.632037, -0.412243, -0.656190},
-  {0.687527, -0.064900, -0.723253},
-  {0.577342, 0.577344, -0.577365},
-  {0.577350, 0.577350, 0.577350},
-  {0.577354, -0.577365, 0.577332},
-  {0.904534, -0.301512, 0.301512},
-  {0.721941, 0.044735, 0.690507},
-  {0.787644, 0.272835, 0.552429},
-  {0.907076, 0.420928, -0.005717},
-  {0.776738, 0.287367, -0.560445},
-  {0.572503, 0.698382, -0.429539},
-  {0.579693, 0.409200, 0.704635},
-  {0.634272, -0.440255, 0.635512},
-  {-0.597784, -0.801557, -0.012657},
-  {-0.632052, -0.412228, -0.656184},
-  {-0.687548, -0.064897, -0.723233},
-  {-0.577354, 0.577348, -0.577348},
-  {-0.577364, 0.577332, 0.577354},
+  {-0.584064, 0.608067, 0.537702},
+  {-0.998014, 0.062986, -0.000065},
+  {-0.583947, 0.607573, -0.538387},
+  {-0.577347, 0.577352, 0.577352},
   {-0.577350, -0.577350, 0.577350},
-  {-0.904527, -0.301533, 0.301510},
+  {-0.577031, -0.575739, -0.579276},
+  {-0.999526, -0.030710, -0.002047},
+  {-0.584314, -0.609094, 0.536267},
+  {-0.584208, -0.608650, -0.536885},
+  {-0.999548, -0.030002, 0.001985},
+  {0.597794, -0.801549, -0.012661},
+  {0.632052, -0.412228, -0.656185},
+  {0.687527, -0.064900, -0.723253},
+  {0.577354, 0.577349, -0.577348},
+  {0.577350, 0.577350, 0.577350},
+  {0.577350, -0.577350, 0.577350},
+  {0.904534, -0.301512, 0.301512},
+  {0.721954, 0.044733, 0.690494},
+  {0.787644, 0.272835, 0.552429},
+  {0.907070, 0.420941, -0.005719},
+  {0.776738, 0.287367, -0.560445},
+  {0.572548, 0.698352, -0.429528},
+  {0.579693, 0.409200, 0.704636},
+  {0.634290, -0.440238, 0.635506},
+  {-0.597794, -0.801549, -0.012661},
+  {-0.632052, -0.412228, -0.656184},
+  {-0.687527, -0.064900, -0.723253},
+  {-0.577354, 0.577348, -0.577348},
+  {-0.577350, 0.577350, 0.577350},
+  {-0.577350, -0.577350, 0.577350},
+  {-0.904534, -0.301512, 0.301512},
   {-0.721954, 0.044733, 0.690494},
-  {-0.787648, 0.272828, 0.552426},
-  {-0.907070, 0.420941, -0.005719},
-  {-0.776744, 0.287359, -0.560440},
+  {-0.787644, 0.272835, 0.552429},
+  {-0.907070, 0.420940, -0.005719},
+  {-0.776738, 0.287367, -0.560445},
   {-0.572548, 0.698352, -0.429528},
-  {-0.579716, 0.409225, 0.704602},
-  {-0.634289, -0.440238, 0.635506},
-  {0.569094, -0.531226, -0.627639},
-  {0.586537, 0.618219, -0.523240},
-  {0.586583, 0.618283, 0.523112},
-  {0.569061, -0.531142, 0.627741},
-  {0.585158, -0.612537, -0.531403},
-  {0.887524, -0.348047, -0.301935},
-  {0.887517, -0.348051, 0.301950},
-  {0.585157, -0.612560, 0.531377},
-  {0.998102, -0.061577, 0.000133},
-  {0.704534, -0.090747, 0.703845},
-  {0.706675, -0.099806, 0.700463},
-  {0.920823, 0.255303, 0.294798},
-  {0.920582, 0.255981, -0.294963},
-  {0.704841, -0.092814, -0.703268},
-  {-0.569079, -0.531249, -0.627633},
-  {-0.586551, 0.618204, -0.523241},
-  {-0.586562, 0.618302, 0.523114},
-  {-0.569077, -0.531118, 0.627746},
-  {-0.585157, -0.612560, -0.531377},
-  {-0.887517, -0.348050, -0.301950},
-  {-0.887524, -0.348047, 0.301935},
+  {-0.579693, 0.409200, 0.704636},
+  {-0.634290, -0.440238, 0.635506},
+  {0.569095, -0.531225, -0.627639},
+  {0.586583, 0.618187, -0.523226},
+  {0.586605, 0.618271, 0.523102},
+  {0.569078, -0.531118, 0.627746},
+  {0.585158, -0.612536, -0.531404},
+  {0.887493, -0.348086, -0.301980},
+  {0.887493, -0.348085, 0.301980},
+  {0.585158, -0.612536, 0.531404},
+  {0.997454, -0.071306, -0.000000},
+  {0.920130, 0.257285, 0.295238},
+  {0.920130, 0.257285, -0.295238},
+  {-0.569095, -0.531226, -0.627639},
+  {-0.586583, 0.618187, -0.523226},
+  {-0.586605, 0.618271, 0.523102},
+  {-0.569078, -0.531118, 0.627746},
+  {-0.585158, -0.612536, -0.531404},
+  {-0.887493, -0.348086, -0.301980},
+  {-0.887493, -0.348086, 0.301980},
   {-0.585158, -0.612536, 0.531404},
-  {-0.998102, -0.061581, 0.000133},
-  {-0.704551, -0.090745, 0.703827},
-  {-0.706669, -0.099807, 0.700469},
-  {-0.920821, 0.255290, 0.294815},
-  {-0.920584, 0.255993, -0.294946},
-  {-0.704850, -0.092813, -0.703259},
+  {-0.997454, -0.071306, -0.000000},
+  {-0.920130, 0.257285, 0.295238},
+  {-0.920130, 0.257285, -0.295238},
 };
 
-const vec3 mesh_logo_polygon_normal[] = {
-  {0.000000, -1.000000, 0.000000},
-  {0.000000, -1.000000, 0.000000},
-  {0.000000, 1.000000, 0.000000},
-  {0.000000, 1.000000, 0.000000},
-  {-0.070757, -0.997494, 0.000000},
-  {-0.070757, -0.997494, 0.000000},
-  {1.000000, 0.000000, 0.000000},
-  {-0.088945, -0.996037, 0.000000},
-  {-0.088945, -0.996037, 0.000000},
-  {0.000000, -1.000000, 0.000000},
-  {-0.268568, -0.963261, 0.000000},
-  {-0.268568, -0.963261, 0.000000},
-  {-0.916167, -0.400796, 0.000000},
-  {-0.946553, 0.322549, 0.000000},
-  {-0.946553, 0.322549, 0.000000},
-  {-0.357270, 0.934001, 0.000000},
-  {1.000000, 0.000000, 0.000000},
-  {0.000000, -1.000000, 0.000000},
-  {-0.916167, -0.400796, 0.000000},
-  {-0.357270, 0.934001, 0.000000},
-  {0.000000, 0.000000, 1.000000},
-  {0.000000, 0.000000, 1.000000},
-  {0.000000, 0.000000, -1.000000},
-  {0.000000, 0.000000, -1.000000},
-  {-1.000000, 0.000000, 0.000000},
-  {1.000000, 0.000000, 0.000000},
-  {1.000000, 0.000000, 0.000000},
-  {-1.000000, 0.000000, 0.000000},
-  {0.000000, 0.000000, 1.000000},
-  {0.000000, 0.000000, 1.000000},
-  {-1.000000, 0.000000, 0.000000},
-  {-1.000000, 0.000000, 0.000000},
-  {0.000000, 0.000000, -1.000000},
-  {0.000000, 0.000000, -1.000000},
-  {0.000000, 0.000000, -1.000000},
-  {0.000000, 0.000000, -1.000000},
-  {0.000000, 0.000000, -1.000000},
-  {0.000000, 0.000000, -1.000000},
-  {1.000000, 0.000000, 0.000000},
-  {1.000000, 0.000000, 0.000000},
-  {0.000000, 0.000000, 1.000000},
-  {1.000000, 0.000000, 0.000000},
-  {0.000000, 0.000000, 1.000000},
-  {1.000000, 0.000000, 0.000000},
-  {0.000000, -1.000000, 0.000000},
-  {0.000000, -1.000000, 0.000000},
-  {0.000000, 1.000000, 0.000000},
-  {0.000000, 1.000000, 0.000000},
-  {0.000000, 1.000000, 0.000000},
-  {0.000000, -1.000000, 0.000000},
-  {0.000000, -1.000000, 0.000000},
-  {0.000000, -1.000000, 0.000000},
-  {0.000000, -1.000000, 0.000000},
+const vec3 mesh_jam_polygon_normal[] = {
   {0.000000, 1.000000, 0.000000},
   {0.000000, 1.000000, 0.000000},
   {0.000000, -1.000000, 0.000000},
-  {0.000000, 0.689592, -0.724198},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, 1.000000, 0.000000},
+  {0.000000, -1.000000, 0.000000},
+  {0.000000, -0.235027, 0.971989},
   {0.000000, 0.185579, -0.982629},
-  {0.000000, 0.185578, -0.982629},
-  {0.000000, -0.235027, 0.971989},
-  {0.000000, -0.827378, 0.561645},
-  {0.000000, -0.235027, 0.971989},
-  {0.000000, 1.000000, 0.000000},
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-  {238, 241, 237, -1, 0, 1095},
-  {239, 241, 238, -1, 0, 1098},
-  {240, 241, 239, -1, 0, 1101},
-  {242, 250, 243, -1, 0, 1104},
-  {242, 252, 251, -1, 0, 1107},
-  {243, 250, 244, -1, 0, 1110},
-  {244, 248, 245, -1, 0, 1113},
-  {244, 250, 249, -1, 0, 1116},
-  {245, 248, 246, -1, 0, 1119},
-  {246, 248, 247, -1, 0, 1122},
-  {249, 248, 244, -1, 0, 1125},
-  {251, 250, 242, -1, 0, 1128},
-  {252, 254, 253, -1, 0, 1131},
-  {255, 252, 242, -1, 0, 1134},
-  {255, 254, 252, -1, 0, 1137},
-  {256, 267, 262, -1, 0, 1140},
-  {257, 265, 266, -1, 0, 1143},
-  {257, 267, 256, -1, 0, 1146},
-  {258, 264, 257, -1, 0, 1149},
-  {258, 269, 264, -1, 0, 1152},
-  {259, 269, 258, -1, 0, 1155},
-  {260, 261, 259, -1, 0, 1158},
-  {261, 267, 268, -1, 0, 1161},
-  {261, 268, 259, -1, 0, 1164},
-  {262, 263, 256, -1, 0, 1167},
-  {262, 267, 261, -1, 0, 1170},
-  {264, 265, 257, -1, 0, 1173},
-  {266, 267, 257, -1, 0, 1176},
-  {268, 269, 259, -1, 0, 1179},
-  {270, 277, 276, -1, 0, 1182},
-  {270, 280, 271, -1, 0, 1185},
-  {271, 278, 272, -1, 0, 1188},
-  {271, 279, 278, -1, 0, 1191},
-  {272, 282, 273, -1, 0, 1194},
-  {273, 275, 274, -1, 0, 1197},
-  {273, 282, 275, -1, 0, 1200},
-  {275, 282, 276, -1, 0, 1203},
-  {276, 281, 270, -1, 0, 1206},
-  {276, 282, 281, -1, 0, 1209},
-  {278, 283, 272, -1, 0, 1212},
-  {280, 279, 271, -1, 0, 1215},
-  {281, 280, 270, -1, 0, 1218},
-  {283, 282, 272, -1, 0, 1221},
-  {44, 75, 45, -1, 0, 1224},
-  {44, 103, 74, -1, 0, 1227},
-  {45, 75, 46, -1, 0, 1230},
-  {46, 75, 76, -1, 0, 1233},
-  {55, 86, 56, -1, 0, 1236},
-  {56, 86, 57, -1, 0, 1239},
-  {57, 86, 87, -1, 0, 1242},
-  {57, 88, 58, -1, 0, 1245},
-  {58, 88, 59, -1, 0, 1248},
-  {59, 88, 89, -1, 0, 1251},
-  {59, 90, 60, -1, 0, 1254},
-  {60, 90, 61, -1, 0, 1257},
-  {61, 90, 91, -1, 0, 1260},
-  {61, 92, 62, -1, 0, 1263},
-  {70, 101, 71, -1, 0, 1266},
-  {71, 101, 72, -1, 0, 1269},
-  {72, 101, 102, -1, 0, 1272},
-  {72, 103, 73, -1, 0, 1275},
-  {73, 103, 44, -1, 0, 1278},
-  {74, 75, 44, -1, 0, 1281},
-  {85, 86, 55, -1, 0, 1284},
-  {87, 88, 57, -1, 0, 1287},
-  {89, 90, 59, -1, 0, 1290},
-  {91, 92, 61, -1, 0, 1293},
-  {100, 101, 70, -1, 0, 1296},
-  {102, 103, 72, -1, 0, 1299},
-  {104, 115, 114, -1, 0, 1302},
-  {105, 115, 104, -1, 0, 1305},
-  {106, 119, 120, -1, 0, 1308},
-  {106, 120, 105, -1, 0, 1311},
-  {107, 122, 106, -1, 0, 1314},
-  {108, 121, 107, -1, 0, 1317},
-  {108, 125, 121, -1, 0, 1320},
-  {109, 125, 108, -1, 0, 1323},
-  {110, 124, 125, -1, 0, 1326},
-  {110, 125, 109, -1, 0, 1329},
-  {111, 118, 123, -1, 0, 1332},
-  {111, 124, 110, -1, 0, 1335},
-  {112, 118, 111, -1, 0, 1338},
-  {113, 117, 112, -1, 0, 1341},
-  {114, 115, 116, -1, 0, 1344},
-  {114, 116, 113, -1, 0, 1347},
-  {116, 117, 113, -1, 0, 1350},
-  {117, 118, 112, -1, 0, 1353},
-  {118, 122, 123, -1, 0, 1356},
-  {119, 122, 118, -1, 0, 1359},
-  {120, 115, 105, -1, 0, 1362},
-  {121, 122, 107, -1, 0, 1365},
-  {122, 119, 106, -1, 0, 1368},
-  {123, 124, 111, -1, 0, 1371},
-  {126, 138, 137, -1, 0, 1374},
-  {126, 142, 127, -1, 0, 1377},
-  {127, 142, 128, -1, 0, 1380},
-  {128, 144, 129, -1, 0, 1383},
-  {129, 143, 130, -1, 0, 1386},
-  {129, 144, 143, -1, 0, 1389},
-  {130, 143, 131, -1, 0, 1392},
-  {131, 143, 147, -1, 0, 1395},
-  {131, 147, 132, -1, 0, 1398},
-  {132, 147, 133, -1, 0, 1401},
-  {133, 145, 134, -1, 0, 1404},
-  {133, 146, 145, -1, 0, 1407},
-  {133, 147, 146, -1, 0, 1410},
-  {134, 138, 135, -1, 0, 1413},
-  {134, 140, 139, -1, 0, 1416},
-  {134, 145, 140, -1, 0, 1419},
-  {135, 138, 136, -1, 0, 1422},
-  {136, 138, 126, -1, 0, 1425},
-  {137, 142, 126, -1, 0, 1428},
-  {139, 138, 134, -1, 0, 1431},
-  {140, 145, 141, -1, 0, 1434},
-  {141, 144, 142, -1, 0, 1437},
-  {141, 145, 144, -1, 0, 1440},
-  {142, 144, 128, -1, 0, 1443},
-  {149, 150, 148, -1, 0, 1446},
-  {150, 156, 157, -1, 0, 1449},
-  {150, 159, 148, -1, 0, 1452},
-  {151, 156, 150, -1, 0, 1455},
-  {152, 153, 151, -1, 0, 1458},
-  {153, 156, 151, -1, 0, 1461},
-  {154, 156, 153, -1, 0, 1464},
-  {155, 156, 154, -1, 0, 1467},
-  {157, 159, 150, -1, 0, 1470},
-  {158, 159, 157, -1, 0, 1473},
-  {160, 162, 161, -1, 0, 1476},
-  {160, 169, 162, -1, 0, 1479},
-  {162, 169, 163, -1, 0, 1482},
-  {163, 165, 164, -1, 0, 1485},
-  {163, 166, 165, -1, 0, 1488},
-  {163, 169, 168, -1, 0, 1491},
-  {166, 168, 167, -1, 0, 1494},
-  {168, 166, 163, -1, 0, 1497},
-  {169, 171, 170, -1, 0, 1500},
-  {171, 169, 160, -1, 0, 1503},
-  {174, 182, 175, -1, 0, 1506},
-  {175, 182, 183, -1, 0, 1509},
-  {176, 184, 177, -1, 0, 1512},
-  {177, 184, 185, -1, 0, 1515},
-  {189, 207, 188, -1, 0, 1518},
-  {190, 207, 189, -1, 0, 1521},
-  {191, 206, 190, -1, 0, 1524},
-  {192, 204, 205, -1, 0, 1527},
-  {192, 206, 191, -1, 0, 1530},
-  {193, 204, 192, -1, 0, 1533},
-  {194, 201, 202, -1, 0, 1536},
-  {194, 203, 193, -1, 0, 1539},
-  {195, 201, 194, -1, 0, 1542},
-  {196, 199, 200, -1, 0, 1545},
-  {196, 201, 195, -1, 0, 1548},
-  {197, 199, 196, -1, 0, 1551},
-  {198, 199, 197, -1, 0, 1554},
-  {200, 201, 196, -1, 0, 1557},
-  {202, 203, 194, -1, 0, 1560},
-  {203, 204, 193, -1, 0, 1563},
-  {205, 206, 192, -1, 0, 1566},
-  {206, 207, 190, -1, 0, 1569},
-  {208, 227, 209, -1, 0, 1572},
-  {209, 226, 210, -1, 0, 1575},
-  {210, 226, 211, -1, 0, 1578},
-  {211, 225, 212, -1, 0, 1581},
-  {212, 225, 213, -1, 0, 1584},
-  {213, 222, 214, -1, 0, 1587},
-  {213, 224, 223, -1, 0, 1590},
-  {213, 225, 224, -1, 0, 1593},
-  {214, 222, 215, -1, 0, 1596},
-  {215, 221, 216, -1, 0, 1599},
-  {215, 222, 221, -1, 0, 1602},
-  {216, 220, 217, -1, 0, 1605},
-  {216, 221, 220, -1, 0, 1608},
-  {217, 219, 218, -1, 0, 1611},
-  {217, 220, 219, -1, 0, 1614},
-  {223, 222, 213, -1, 0, 1617},
-  {226, 225, 211, -1, 0, 1620},
-  {227, 226, 209, -1, 0, 1623},
-  {264, 278, 265, -1, 0, 1626},
-  {265, 278, 279, -1, 0, 1629},
-  {265, 280, 266, -1, 0, 1632},
-  {266, 280, 267, -1, 0, 1635},
-  {267, 280, 281, -1, 0, 1638},
-  {279, 280, 265, -1, 0, 1641},
+const polygon mesh_jam_polygons[] = {
+  {15, 16, 3, 2, 0, 0},
+  {18, 19, 6, 5, 0, 4},
+  {20, 21, 8, 7, 0, 8},
+  {23, 24, 11, 10, 0, 12},
+  {43, 44, 30, 29, 0, 16},
+  {45, 46, 32, 31, 0, 20},
+  {52, 53, 39, 38, 0, 24},
+  {50, 51, 37, 36, 0, 28},
+  {53, 40, 26, 39, 0, 32},
+  {66, 67, 56, 55, 0, 36},
+  {68, 69, 58, 57, 0, 40},
+  {70, 71, 60, 59, 0, 44},
+  {72, 65, 54, 61, 0, 48},
+  {14, 15, 2, 1, 0, 52},
+  {23, 10, 9, 22, 0, 56},
+  {19, 20, 7, 6, 0, 60},
+  {25, 13, 0, 12, 0, 64},
+  {40, 41, 27, 26, 0, 68},
+  {41, 42, 28, 27, 0, 72},
+  {42, 43, 29, 28, 0, 76},
+  {51, 52, 38, 37, 0, 80},
+  {44, 45, 31, 30, 0, 84},
+  {46, 47, 33, 32, 0, 88},
+  {47, 48, 34, 33, 0, 92},
+  {48, 49, 35, 34, 0, 96},
+  {65, 66, 55, 54, 0, 100},
+  {69, 70, 59, 58, 0, 104},
+  {67, 68, 57, 56, 0, 108},
+  {74, 75, 64, 63, 0, 112},
+  {71, 72, 61, 60, 0, 116},
+  {16, 17, 4, 3, 0, 120},
+  {25, 12, 11, 24, 0, 124},
+  {17, 18, 5, 4, 0, 128},
+  {60, 63, 64, 59, 0, 132},
+  {35, 26, 27, 34, 0, 136},
+  {28, 33, 34, 27, 0, 140},
+  {39, 26, 35, 36, 0, 144},
+  {38, 39, 36, 37, 0, 148},
+  {32, 33, 28, 29, 0, 152},
+  {49, 48, 41, 40, 0, 156},
+  {53, 52, 51, 50, 0, 160},
+  {48, 47, 42, 41, 0, 164},
+  {30, 31, 32, 29, 0, 168},
+  {53, 50, 49, 40, 0, 172},
+  {65, 72, 71, 74, 0, 176},
+  {75, 73, 62, 64, 0, 180},
+  {56, 62, 55, -1, 0, 184},
+  {65, 74, 73, 66, 0, 187},
+  {75, 74, 71, 70, 0, 191},
+  {73, 74, 63, 62, 0, 195},
+  {66, 73, 67, -1, 0, 199},
+  {46, 45, 44, 43, 0, 202},
+  {12, 0, 1, 2, 0, 206},
+  {3, 12, 2, -1, 0, 210},
+  {8, 9, 6, 7, 0, 213},
+  {11, 12, 3, 4, 0, 217},
+  {9, 10, 4, 5, 0, 221},
+  {6, 9, 5, -1, 0, 225},
+  {21, 22, 9, 8, 0, 228},
+  {10, 11, 4, -1, 0, 232},
+  {25, 15, 14, 13, 0, 235},
+  {15, 25, 16, -1, 0, 239},
+  {47, 46, 43, 42, 0, 242},
+  {25, 24, 17, 16, 0, 246},
+  {23, 22, 18, 17, 0, 250},
+  {17, 24, 23, -1, 0, 254},
+  {18, 22, 19, -1, 0, 257},
+  {19, 22, 21, 20, 0, 260},
+  {49, 50, 36, 35, 0, 264},
+  {13, 14, 1, 0, 0, 268},
+  {68, 67, 73, 75, 0, 272},
+  {57, 58, 59, 64, 0, 276},
+  {57, 64, 62, 56, 0, 280},
+  {63, 54, 55, 62, 0, 284},
+  {63, 60, 61, 54, 0, 288},
+  {70, 69, 68, 75, 0, 292},
 };
 
-const edge_polygon mesh_logo_edge_polygons[] = {
-  {{0, 22}, {0, 104}},
-  {{1, 22}, {0, 1}},
-  {{0, 1}, {0, 248}},
-  {{22, 23}, {1, 268}},
-  {{1, 23}, {1, 106}},
-  {{2, 24}, {2, 78}},
-  {{3, 24}, {2, 3}},
-  {{2, 3}, {2, 249}},
-  {{24, 25}, {3, 270}},
-  {{3, 25}, {3, 79}},
-  {{11, 33}, {4, 90}},
-  {{12, 33}, {4, 5}},
-  {{11, 12}, {4, 263}},
-  {{33, 34}, {5, 283}},
-  {{12, 34}, {5, 111}},
-  {{46, 77}, {6, 16}},
-  {{47, 77}, {6, 288}},
-  {{46, 47}, {6, 121}},
-  {{54, 84}, {7, 298}},
-  {{55, 84}, {7, 8}},
-  {{54, 55}, {7, 131}},
-  {{84, 85}, {8, 158}},
-  {{55, 85}, {8, 428}},
-  {{63, 94}, {9, 17}},
-  {{64, 94}, {9, 10}},
-  {{63, 64}, {9, 135}},
-  {{65, 94}, {10, 11}},
-  {{64, 65}, {10, 137}},
-  {{94, 95}, {11, 165}},
-  {{65, 95}, {11, 18}},
-  {{65, 96}, {12, 18}},
-  {{66, 96}, {12, 13}},
-  {{65, 66}, {12, 116}},
-  {{67, 96}, {13, 14}},
-  {{66, 67}, {13, 138}},
-  {{96, 97}, {14, 166}},
-  {{67, 97}, {14, 19}},
-  {{67, 98}, {15, 19}},
-  {{68, 98}, {15, 301}},
-  {{67, 68}, {15, 140}},
-  {{76, 77}, {16, 148}},
-  {{46, 76}, {16, 411}},
-  {{93, 94}, {17, 163}},
-  {{63, 93}, {17, 300}},
-  {{95, 96}, {18, 147}},
-  {{97, 98}, {19, 167}},
-  {{111, 133}, {20, 178}},
-  {{112, 133}, {20, 21}},
-  {{111, 112}, {20, 446}},
-  {{133, 134}, {21, 468}},
-  {{112, 134}, {21, 312}},
-  {{117, 139}, {22, 180}},
-  {{118, 139}, {22, 23}},
-  {{117, 118}, {22, 451}},
-  {{139, 140}, {23, 472}},
-  {{118, 140}, {23, 319}},
-  {{122, 145}, {24, 27}},
-  {{123, 145}, {24, 183}},
-  {{122, 123}, {24, 452}},
-  {{124, 146}, {25, 184}},
-  {{125, 146}, {25, 26}},
-  {{124, 125}, {25, 442}},
-  {{146, 147}, {26, 470}},
-  {{125, 147}, {26, 189}},
-  {{144, 145}, {27, 480}},
-  {{122, 144}, {27, 182}},
-  {{148, 160}, {28, 197}},
-  {{149, 160}, {28, 29}},
-  {{148, 149}, {28, 482}},
-  {{160, 161}, {29, 492}},
-  {{149, 161}, {29, 326}},
-  {{151, 163}, {30, 190}},
-  {{152, 163}, {30, 31}},
-  {{151, 152}, {30, 486}},
-  {{163, 164}, {31, 495}},
-  {{152, 164}, {31, 191}},
-  {{154, 166}, {32, 328}},
-  {{155, 166}, {32, 33}},
-  {{154, 155}, {32, 489}},
-  {{166, 167}, {33, 498}},
-  {{155, 167}, {33, 193}},
-  {{156, 169}, {34, 37}},
-  {{157, 169}, {34, 195}},
-  {{156, 157}, {34, 483}},
-  {{158, 170}, {35, 196}},
-  {{159, 170}, {35, 36}},
-  {{158, 159}, {35, 491}},
-  {{170, 171}, {36, 500}},
-  {{159, 171}, {36, 199}},
-  {{168, 169}, {37, 497}},
-  {{156, 168}, {37, 194}},
-  {{172, 180}, {38, 200}},
-  {{173, 180}, {38, 39}},
-  {{172, 173}, {38, 332}},
-  {{180, 181}, {39, 336}},
-  {{173, 181}, {39, 205}},
-  {{175, 184}, {40, 42}},
-  {{176, 184}, {40, 504}},
-  {{175, 176}, {40, 334}},
-  {{178, 187}, {41, 43}},
-  {{179, 187}, {41, 204}},
-  {{178, 179}, {41, 331}},
-  {{183, 184}, {42, 340}},
-  {{175, 183}, {42, 503}},
-  {{186, 187}, {43, 341}},
-  {{178, 186}, {43, 203}},
-  {{188, 208}, {44, 216}},
-  {{189, 208}, {44, 45}},
-  {{188, 189}, {44, 506}},
-  {{208, 209}, {45, 524}},
-  {{189, 209}, {45, 206}},
-  {{190, 211}, {46, 53}},
-  {{191, 211}, {46, 208}},
-  {{190, 191}, {46, 508}},
-  {{195, 215}, {47, 344}},
-  {{196, 215}, {47, 48}},
-  {{195, 196}, {47, 516}},
-  {{215, 216}, {48, 533}},
-  {{196, 216}, {48, 219}},
-  {{197, 217}, {49, 211}},
-  {{198, 217}, {49, 50}},
-  {{197, 198}, {49, 518}},
-  {{217, 218}, {50, 537}},
-  {{198, 218}, {50, 345}},
-  {{203, 223}, {51, 214}},
-  {{204, 223}, {51, 52}},
-  {{203, 204}, {51, 521}},
-  {{223, 224}, {52, 530}},
-  {{204, 224}, {52, 355}},
-  {{210, 211}, {53, 526}},
-  {{190, 210}, {53, 207}},
-  {{231, 246}, {54, 62}},
-  {{232, 246}, {54, 227}},
-  {{231, 232}, {54, 361}},
-  {{233, 248}, {55, 63}},
-  {{234, 248}, {55, 229}},
-  {{233, 234}, {55, 359}},
-  {{237, 252}, {56, 64}},
-  {{238, 252}, {56, 57}},
-  {{237, 238}, {56, 365}},
-  {{239, 252}, {57, 58}},
-  {{238, 239}, {57, 366}},
-  {{252, 253}, {58, 377}},
-  {{239, 253}, {58, 237}},
-  {{240, 254}, {59, 234}},
-  {{241, 254}, {59, 61}},
-  {{240, 241}, {59, 367}},
-  {{241, 242}, {60, 65}},
-  {{228, 242}, {60, 222}},
-  {{228, 241}, {60, 364}},
-  {{254, 255}, {61, 379}},
-  {{241, 255}, {61, 65}},
-  {{245, 246}, {62, 373}},
-  {{231, 245}, {62, 226}},
-  {{247, 248}, {63, 374}},
-  {{233, 247}, {63, 228}},
-  {{251, 252}, {64, 369}},
-  {{237, 251}, {64, 233}},
-  {{242, 255}, {65, 378}},
-  {{257, 272}, {66, 73}},
-  {{258, 272}, {66, 240}},
-  {{257, 258}, {66, 383}},
-  {{259, 274}, {67, 74}},
-  {{260, 274}, {67, 242}},
-  {{259, 260}, {67, 386}},
-  {{261, 276}, {68, 75}},
-  {{262, 276}, {68, 244}},
-  {{261, 262}, {68, 390}},
-  {{263, 270}, {69, 76}},
-  {{256, 270}, {69, 238}},
-  {{256, 263}, {69, 389}},
-  {{268, 282}, {70, 246}},
-  {{269, 282}, {70, 72}},
-  {{268, 269}, {70, 393}},
-  {{269, 278}, {71, 77}},
-  {{264, 278}, {71, 542}},
-  {{264, 269}, {71, 384}},
-  {{282, 283}, {72, 407}},
-  {{269, 283}, {72, 77}},
-  {{271, 272}, {73, 396}},
-  {{257, 271}, {73, 239}},
-  {{273, 274}, {74, 399}},
-  {{259, 273}, {74, 241}},
-  {{275, 276}, {75, 401}},
-  {{261, 275}, {75, 243}},
-  {{270, 277}, {76, 394}},
-  {{263, 277}, {76, 245}},
-  {{278, 283}, {77, 404}},
-  {{1, 24}, {78, 106}},
-  {{1, 2}, {78, 249}},
-  {{4, 25}, {79, 80}},
-  {{3, 4}, {79, 253}},
-  {{25, 26}, {80, 271}},
-  {{4, 26}, {80, 107}},
-  {{4, 27}, {81, 107}},
-  {{5, 27}, {81, 82}},
-  {{4, 5}, {81, 254}},
-  {{6, 27}, {82, 83}},
-  {{5, 6}, {82, 256}},
-  {{27, 28}, {83, 274}},
-  {{6, 28}, {83, 108}},
-  {{6, 29}, {84, 108}},
-  {{7, 29}, {84, 85}},
-  {{6, 7}, {84, 257}},
-  {{8, 29}, {85, 86}},
-  {{7, 8}, {85, 259}},
-  {{29, 30}, {86, 277}},
-  {{8, 30}, {86, 109}},
-  {{8, 31}, {87, 109}},
-  {{9, 31}, {87, 88}},
-  {{8, 9}, {87, 260}},
-  {{10, 31}, {88, 89}},
-  {{9, 10}, {88, 262}},
-  {{31, 32}, {89, 280}},
-  {{10, 32}, {89, 110}},
-  {{10, 33}, {90, 110}},
-  {{10, 11}, {90, 263}},
-  {{12, 35}, {91, 111}},
-  {{13, 35}, {91, 92}},
-  {{12, 13}, {91, 261}},
-  {{14, 35}, {92, 93}},
-  {{13, 14}, {92, 264}},
-  {{35, 36}, {93, 284}},
-  {{14, 36}, {93, 112}},
-  {{14, 37}, {94, 112}},
-  {{15, 37}, {94, 95}},
-  {{14, 15}, {94, 258}},
-  {{16, 37}, {95, 96}},
-  {{15, 16}, {95, 265}},
-  {{37, 38}, {96, 285}},
-  {{16, 38}, {96, 113}},
-  {{16, 39}, {97, 113}},
-  {{17, 39}, {97, 98}},
-  {{16, 17}, {97, 255}},
-  {{18, 39}, {98, 99}},
-  {{17, 18}, {98, 266}},
-  {{39, 40}, {99, 286}},
-  {{18, 40}, {99, 114}},
-  {{18, 41}, {100, 114}},
-  {{19, 41}, {100, 101}},
-  {{18, 19}, {100, 252}},
-  {{20, 41}, {101, 102}},
-  {{19, 20}, {101, 267}},
-  {{41, 42}, {102, 273}},
-  {{20, 42}, {102, 103}},
-  {{21, 42}, {103, 105}},
-  {{20, 21}, {103, 250}},
-  {{21, 22}, {104, 115}},
-  {{0, 21}, {104, 251}},
-  {{42, 43}, {105, 287}},
-  {{21, 43}, {105, 115}},
-  {{23, 24}, {106, 270}},
-  {{26, 27}, {107, 272}},
-  {{28, 29}, {108, 276}},
-  {{30, 31}, {109, 279}},
-  {{32, 33}, {110, 282}},
-  {{34, 35}, {111, 283}},
-  {{36, 37}, {112, 281}},
-  {{38, 39}, {113, 278}},
-  {{40, 41}, {114, 275}},
-  {{22, 43}, {115, 269}},
-  {{44, 65}, {116, 118}},
-  {{44, 66}, {116, 138}},
-  {{44, 67}, {117, 138}},
-  {{67, 73}, {117, 139}},
-  {{44, 73}, {117, 426}},
-  {{45, 65}, {118, 120}},
-  {{44, 45}, {118, 408}},
-  {{46, 61}, {119, 121}},
-  {{61, 64}, {119, 135}},
-  {{46, 64}, {119, 137}},
-  {{46, 65}, {120, 137}},
-  {{45, 46}, {120, 410}},
-  {{47, 61}, {121, 123}},
-  {{48, 59}, {122, 124}},
-  {{59, 60}, {122, 418}},
-  {{48, 60}, {122, 134}},
-  {{48, 61}, {123, 134}},
-  {{47, 48}, {123, 288}},
-  {{49, 59}, {124, 125}},
-  {{48, 49}, {124, 290}},
-  {{50, 59}, {125, 133}},
-  {{49, 50}, {125, 291}},
-  {{51, 57}, {126, 128}},
-  {{57, 58}, {126, 415}},
-  {{51, 58}, {126, 127}},
-  {{50, 58}, {127, 133}},
-  {{50, 51}, {127, 293}},
-  {{52, 57}, {128, 130}},
-  {{51, 52}, {128, 295}},
-  {{53, 55}, {129, 131}},
-  {{55, 56}, {129, 412}},
-  {{53, 56}, {129, 132}},
-  {{53, 57}, {130, 132}},
-  {{52, 53}, {130, 296}},
-  {{53, 54}, {131, 298}},
-  {{56, 57}, {132, 413}},
-  {{58, 59}, {133, 416}},
-  {{60, 61}, {134, 419}},
-  {{61, 63}, {135, 136}},
-  {{62, 63}, {136, 299}},
-  {{61, 62}, {136, 421}},
-  {{67, 72}, {139, 140}},
-  {{72, 73}, {139, 425}},
-  {{68, 72}, {140, 141}},
-  {{69, 72}, {141, 143}},
-  {{68, 69}, {141, 301}},
-  {{70, 71}, {142, 422}},
-  {{69, 71}, {142, 143}},
-  {{69, 70}, {142, 303}},
-  {{71, 72}, {143, 423}},
-  {{74, 96}, {144, 145}},
-  {{75, 96}, {144, 147}},
-  {{74, 75}, {144, 427}},
-  {{74, 103}, {145, 409}},
-  {{96, 103}, {145, 166}},
-  {{75, 94}, {146, 165}},
-  {{76, 94}, {146, 164}},
-  {{75, 76}, {146, 411}},
-  {{75, 95}, {147, 165}},
-  {{76, 91}, {148, 164}},
-  {{77, 91}, {148, 161}},
-  {{77, 90}, {149, 161}},
-  {{78, 90}, {149, 150}},
-  {{77, 78}, {149, 289}},
-  {{79, 90}, {150, 152}},
-  {{78, 79}, {150, 305}},
-  {{79, 88}, {151, 160}},
-  {{80, 88}, {151, 153}},
-  {{79, 80}, {151, 292}},
-  {{89, 90}, {152, 430}},
-  {{79, 89}, {152, 160}},
-  {{81, 88}, {153, 154}},
-  {{80, 81}, {153, 294}},
-  {{82, 88}, {154, 156}},
-  {{81, 82}, {154, 306}},
-  {{82, 86}, {155, 159}},
-  {{83, 86}, {155, 157}},
-  {{82, 83}, {155, 297}},
-  {{87, 88}, {156, 429}},
-  {{82, 87}, {156, 159}},
-  {{84, 86}, {157, 158}},
-  {{83, 84}, {157, 307}},
-  {{85, 86}, {158, 428}},
-  {{86, 87}, {159, 414}},
-  {{88, 89}, {160, 417}},
-  {{90, 91}, {161, 420}},
-  {{91, 94}, {162, 164}},
-  {{92, 94}, {162, 163}},
-  {{91, 92}, {162, 431}},
-  {{92, 93}, {163, 300}},
-  {{97, 103}, {166, 167}},
-  {{98, 103}, {167, 169}},
-  {{98, 101}, {168, 171}},
-  {{99, 101}, {168, 170}},
-  {{98, 99}, {168, 302}},
-  {{102, 103}, {169, 433}},
-  {{98, 102}, {169, 171}},
-  {{100, 101}, {170, 432}},
-  {{99, 100}, {170, 304}},
-  {{101, 102}, {171, 424}},
-  {{106, 129}, {172, 186}},
-  {{107, 129}, {172, 173}},
-  {{106, 107}, {172, 438}},
-  {{108, 129}, {173, 174}},
-  {{107, 108}, {173, 439}},
-  {{129, 130}, {174, 462}},
-  {{108, 130}, {174, 187}},
-  {{108, 131}, {175, 187}},
-  {{109, 131}, {175, 176}},
-  {{108, 109}, {175, 441}},
-  {{110, 131}, {176, 177}},
-  {{109, 110}, {176, 443}},
-  {{131, 132}, {177, 466}},
-  {{110, 132}, {177, 188}},
-  {{110, 133}, {178, 188}},
-  {{110, 111}, {178, 445}},
-  {{116, 138}, {179, 317}},
-  {{117, 138}, {179, 180}},
-  {{116, 117}, {179, 450}},
-  {{138, 139}, {180, 477}},
-  {{121, 143}, {181, 185}},
-  {{122, 143}, {181, 182}},
-  {{121, 122}, {181, 455}},
-  {{143, 144}, {182, 463}},
-  {{124, 145}, {183, 184}},
-  {{123, 124}, {183, 457}},
-  {{145, 146}, {184, 469}},
-  {{125, 143}, {185, 189}},
-  {{121, 125}, {185, 440}},
-  {{128, 129}, {186, 461}},
-  {{106, 128}, {186, 311}},
-  {{130, 131}, {187, 464}},
-  {{132, 133}, {188, 467}},
-  {{143, 147}, {189, 465}},
-  {{150, 163}, {190, 198}},
-  {{150, 151}, {190, 485}},
-  {{153, 164}, {191, 192}},
-  {{152, 153}, {191, 486}},
-  {{164, 165}, {192, 495}},
-  {{153, 165}, {192, 329}},
-  {{156, 167}, {193, 194}},
-  {{155, 156}, {193, 489}},
-  {{167, 168}, {194, 498}},
-  {{158, 169}, {195, 196}},
-  {{157, 158}, {195, 491}},
-  {{169, 170}, {196, 500}},
-  {{159, 160}, {197, 199}},
-  {{148, 159}, {197, 484}},
-  {{162, 163}, {198, 494}},
-  {{150, 162}, {198, 327}},
-  {{160, 171}, {199, 501}},
-  {{172, 187}, {200, 204}},
-  {{180, 187}, {200, 338}},
-  {{173, 182}, {201, 205}},
-  {{174, 182}, {201, 502}},
-  {{173, 174}, {201, 332}},
-  {{177, 185}, {202, 505}},
-  {{178, 185}, {202, 203}},
-  {{177, 178}, {202, 335}},
-  {{185, 186}, {203, 341}},
-  {{172, 179}, {204, 331}},
-  {{181, 182}, {205, 336}},
-  {{190, 209}, {206, 207}},
-  {{189, 190}, {206, 507}},
-  {{209, 210}, {207, 525}},
-  {{192, 211}, {208, 209}},
-  {{191, 192}, {208, 510}},
-  {{211, 212}, {209, 527}},
-  {{192, 212}, {209, 218}},
-  {{192, 213}, {210, 218}},
-  {{193, 213}, {210, 342}},
-  {{192, 193}, {210, 511}},
-  {{196, 217}, {211, 219}},
-  {{196, 197}, {211, 517}},
-  {{201, 222}, {212, 220}},
-  {{202, 222}, {212, 213}},
-  {{201, 202}, {212, 512}},
-  {{203, 222}, {213, 214}},
-  {{202, 203}, {213, 520}},
-  {{222, 223}, {214, 539}},
-  {{206, 226}, {215, 352}},
-  {{207, 226}, {215, 217}},
-  {{206, 207}, {215, 523}},
-  {{207, 208}, {216, 221}},
-  {{188, 207}, {216, 506}},
-  {{226, 227}, {217, 541}},
-  {{207, 227}, {217, 221}},
-  {{212, 213}, {218, 528}},
-  {{216, 217}, {219, 535}},
-  {{221, 222}, {220, 534}},
-  {{201, 221}, {220, 349}},
-  {{208, 227}, {221, 524}},
-  {{229, 242}, {222, 223}},
-  {{228, 229}, {222, 357}},
-  {{242, 243}, {223, 368}},
-  {{229, 243}, {223, 235}},
-  {{229, 244}, {224, 235}},
-  {{230, 244}, {224, 225}},
-  {{229, 230}, {224, 358}},
-  {{231, 244}, {225, 226}},
-  {{230, 231}, {225, 360}},
-  {{244, 245}, {226, 371}},
-  {{233, 246}, {227, 228}},
-  {{232, 233}, {227, 361}},
-  {{246, 247}, {228, 374}},
-  {{235, 248}, {229, 230}},
-  {{234, 235}, {229, 362}},
-  {{248, 249}, {230, 375}},
-  {{235, 249}, {230, 236}},
-  {{235, 250}, {231, 236}},
-  {{236, 250}, {231, 232}},
-  {{235, 236}, {231, 356}},
-  {{237, 250}, {232, 233}},
-  {{236, 237}, {232, 363}},
-  {{250, 251}, {233, 376}},
-  {{239, 254}, {234, 237}},
-  {{239, 240}, {234, 367}},
-  {{243, 244}, {235, 370}},
-  {{249, 250}, {236, 372}},
-  {{253, 254}, {237, 377}},
-  {{257, 270}, {238, 239}},
-  {{256, 257}, {238, 382}},
-  {{270, 271}, {239, 395}},
-  {{259, 272}, {240, 241}},
-  {{258, 259}, {240, 385}},
-  {{272, 273}, {241, 398}},
-  {{261, 274}, {242, 243}},
-  {{260, 261}, {242, 386}},
-  {{274, 275}, {243, 399}},
-  {{263, 276}, {244, 245}},
-  {{262, 263}, {244, 389}},
-  {{276, 277}, {245, 394}},
-  {{267, 282}, {246, 247}},
-  {{267, 268}, {246, 387}},
-  {{281, 282}, {247, 403}},
-  {{267, 281}, {247, 546}},
-  {{1, 3}, {248, 249}},
-  {{0, 3}, {248, 251}},
-  {{3, 20}, {250, 253}},
-  {{3, 21}, {250, 251}},
-  {{4, 18}, {252, 254}},
-  {{4, 19}, {252, 267}},
-  {{4, 20}, {253, 267}},
-  {{5, 18}, {254, 256}},
-  {{6, 16}, {255, 257}},
-  {{6, 17}, {255, 266}},
-  {{6, 18}, {256, 266}},
-  {{7, 16}, {257, 259}},
-  {{8, 14}, {258, 260}},
-  {{8, 15}, {258, 265}},
-  {{8, 16}, {259, 265}},
-  {{9, 14}, {260, 262}},
-  {{10, 12}, {261, 263}},
-  {{10, 13}, {261, 264}},
-  {{10, 14}, {262, 264}},
-  {{22, 25}, {268, 269}},
-  {{23, 25}, {268, 270}},
-  {{25, 43}, {269, 287}},
-  {{25, 42}, {271, 287}},
-  {{26, 42}, {271, 273}},
-  {{26, 41}, {272, 273}},
-  {{27, 41}, {272, 275}},
-  {{27, 39}, {274, 286}},
-  {{28, 39}, {274, 276}},
-  {{27, 40}, {275, 286}},
-  {{29, 39}, {276, 278}},
-  {{29, 37}, {277, 285}},
-  {{30, 37}, {277, 279}},
-  {{29, 38}, {278, 285}},
-  {{31, 37}, {279, 281}},
-  {{31, 35}, {280, 284}},
-  {{32, 35}, {280, 282}},
-  {{31, 36}, {281, 284}},
-  {{33, 35}, {282, 283}},
-  {{48, 77}, {288, 289}},
-  {{48, 78}, {289, 305}},
-  {{48, 79}, {290, 305}},
-  {{49, 79}, {290, 291}},
-  {{50, 79}, {291, 292}},
-  {{50, 80}, {292, 293}},
-  {{51, 80}, {293, 294}},
-  {{51, 81}, {294, 306}},
-  {{51, 82}, {295, 306}},
-  {{52, 82}, {295, 296}},
-  {{53, 82}, {296, 297}},
-  {{53, 83}, {297, 307}},
-  {{53, 84}, {298, 307}},
-  {{62, 92}, {299, 421}},
-  {{63, 92}, {299, 300}},
-  {{69, 98}, {301, 302}},
-  {{69, 99}, {302, 303}},
-  {{70, 99}, {303, 304}},
-  {{70, 100}, {304, 432}},
-  {{104, 126}, {308, 315}},
-  {{105, 126}, {308, 309}},
-  {{104, 105}, {308, 435}},
-  {{126, 127}, {309, 459}},
-  {{105, 127}, {309, 310}},
-  {{106, 127}, {310, 311}},
-  {{105, 106}, {310, 437}},
-  {{127, 128}, {311, 460}},
-  {{113, 134}, {312, 313}},
-  {{112, 113}, {312, 447}},
-  {{134, 135}, {313, 471}},
-  {{113, 135}, {313, 314}},
-  {{114, 135}, {314, 316}},
-  {{113, 114}, {314, 449}},
-  {{114, 126}, {315, 323}},
-  {{104, 114}, {315, 434}},
-  {{135, 136}, {316, 474}},
-  {{114, 136}, {316, 323}},
-  {{115, 138}, {317, 324}},
-  {{115, 116}, {317, 448}},
-  {{115, 142}, {318, 322}},
-  {{137, 142}, {318, 476}},
-  {{115, 137}, {318, 324}},
-  {{119, 140}, {319, 320}},
-  {{118, 119}, {319, 453}},
-  {{140, 141}, {320, 478}},
-  {{119, 141}, {320, 325}},
-  {{119, 142}, {321, 325}},
-  {{120, 142}, {321, 322}},
-  {{119, 120}, {321, 436}},
-  {{115, 120}, {322, 454}},
-  {{126, 136}, {323, 475}},
-  {{137, 138}, {324, 458}},
-  {{141, 142}, {325, 479}},
-  {{150, 161}, {326, 327}},
-  {{149, 150}, {326, 482}},
-  {{161, 162}, {327, 492}},
-  {{153, 166}, {328, 329}},
-  {{153, 154}, {328, 488}},
-  {{165, 166}, {329, 496}},
-  {{172, 175}, {330, 333}},
-  {{175, 177}, {330, 334}},
-  {{172, 177}, {330, 335}},
-  {{172, 178}, {331, 335}},
-  {{172, 174}, {332, 333}},
-  {{174, 175}, {333, 502}},
-  {{176, 177}, {334, 504}},
-  {{180, 182}, {336, 337}},
-  {{180, 185}, {337, 338}},
-  {{182, 185}, {337, 339}},
-  {{185, 187}, {338, 341}},
-  {{183, 185}, {339, 340}},
-  {{182, 183}, {339, 503}},
-  {{184, 185}, {340, 505}},
-  {{194, 213}, {342, 343}},
-  {{193, 194}, {342, 513}},
-  {{213, 214}, {343, 529}},
-  {{194, 214}, {343, 353}},
-  {{194, 215}, {344, 353}},
-  {{194, 195}, {344, 514}},
-  {{199, 218}, {345, 346}},
-  {{198, 199}, {345, 518}},
-  {{218, 219}, {346, 537}},
-  {{199, 219}, {346, 354}},
-  {{199, 220}, {347, 354}},
-  {{200, 220}, {347, 348}},
-  {{199, 200}, {347, 515}},
-  {{201, 220}, {348, 349}},
-  {{200, 201}, {348, 519}},
-  {{220, 221}, {349, 536}},
-  {{204, 225}, {350, 355}},
-  {{205, 225}, {350, 351}},
-  {{204, 205}, {350, 509}},
-  {{206, 225}, {351, 352}},
-  {{205, 206}, {351, 522}},
-  {{225, 226}, {352, 540}},
-  {{214, 215}, {353, 532}},
-  {{219, 220}, {354, 538}},
-  {{224, 225}, {355, 531}},
-  {{229, 235}, {356, 358}},
-  {{229, 236}, {356, 363}},
-  {{229, 237}, {357, 363}},
-  {{228, 237}, {357, 364}},
-  {{230, 235}, {358, 360}},
-  {{231, 233}, {359, 361}},
-  {{231, 234}, {359, 362}},
-  {{231, 235}, {360, 362}},
-  {{237, 241}, {364, 365}},
-  {{238, 241}, {365, 366}},
-  {{239, 241}, {366, 367}},
-  {{242, 250}, {368, 376}},
-  {{243, 250}, {368, 370}},
-  {{242, 252}, {369, 378}},
-  {{242, 251}, {369, 376}},
-  {{244, 250}, {370, 372}},
-  {{244, 248}, {371, 375}},
-  {{245, 248}, {371, 373}},
-  {{244, 249}, {372, 375}},
-  {{246, 248}, {373, 374}},
-  {{252, 254}, {377, 379}},
-  {{252, 255}, {378, 379}},
-  {{256, 267}, {380, 382}},
-  {{262, 267}, {380, 390}},
-  {{256, 262}, {380, 389}},
-  {{257, 265}, {381, 391}},
-  {{265, 266}, {381, 544}},
-  {{257, 266}, {381, 392}},
-  {{257, 267}, {382, 392}},
-  {{258, 264}, {383, 384}},
-  {{257, 264}, {383, 391}},
-  {{258, 269}, {384, 385}},
-  {{259, 269}, {385, 393}},
-  {{259, 261}, {386, 388}},
-  {{261, 267}, {387, 390}},
-  {{261, 268}, {387, 388}},
-  {{259, 268}, {388, 393}},
-  {{264, 265}, {391, 542}},
-  {{266, 267}, {392, 545}},
-  {{270, 276}, {394, 402}},
-  {{270, 280}, {395, 406}},
-  {{271, 280}, {395, 405}},
-  {{271, 278}, {396, 397}},
-  {{272, 278}, {396, 404}},
-  {{271, 279}, {397, 405}},
-  {{278, 279}, {397, 543}},
-  {{272, 282}, {398, 407}},
-  {{273, 282}, {398, 400}},
-  {{273, 275}, {399, 400}},
-  {{275, 282}, {400, 401}},
-  {{276, 282}, {401, 403}},
-  {{276, 281}, {402, 403}},
-  {{270, 281}, {402, 406}},
-  {{272, 283}, {404, 407}},
-  {{279, 280}, {405, 547}},
-  {{280, 281}, {406, 546}},
-  {{44, 75}, {408, 427}},
-  {{45, 75}, {408, 410}},
-  {{44, 103}, {409, 426}},
-  {{44, 74}, {409, 427}},
-  {{46, 75}, {410, 411}},
-  {{55, 86}, {412, 428}},
-  {{56, 86}, {412, 413}},
-  {{57, 86}, {413, 414}},
-  {{57, 87}, {414, 429}},
-  {{57, 88}, {415, 429}},
-  {{58, 88}, {415, 416}},
-  {{59, 88}, {416, 417}},
-  {{59, 89}, {417, 430}},
-  {{59, 90}, {418, 430}},
-  {{60, 90}, {418, 419}},
-  {{61, 90}, {419, 420}},
-  {{61, 91}, {420, 431}},
-  {{61, 92}, {421, 431}},
-  {{70, 101}, {422, 432}},
-  {{71, 101}, {422, 423}},
-  {{72, 101}, {423, 424}},
-  {{72, 102}, {424, 433}},
-  {{72, 103}, {425, 433}},
-  {{73, 103}, {425, 426}},
-  {{104, 115}, {434, 435}},
-  {{114, 115}, {434, 448}},
-  {{105, 115}, {435, 454}},
-  {{106, 119}, {436, 456}},
-  {{106, 120}, {436, 437}},
-  {{105, 120}, {437, 454}},
-  {{107, 122}, {438, 455}},
-  {{106, 122}, {438, 456}},
-  {{108, 121}, {439, 440}},
-  {{107, 121}, {439, 455}},
-  {{108, 125}, {440, 441}},
-  {{109, 125}, {441, 443}},
-  {{110, 124}, {442, 445}},
-  {{110, 125}, {442, 443}},
-  {{111, 118}, {444, 446}},
-  {{118, 123}, {444, 452}},
-  {{111, 123}, {444, 457}},
-  {{111, 124}, {445, 457}},
-  {{112, 118}, {446, 451}},
-  {{113, 117}, {447, 450}},
-  {{112, 117}, {447, 451}},
-  {{114, 116}, {448, 449}},
-  {{113, 116}, {449, 450}},
-  {{118, 122}, {452, 453}},
-  {{119, 122}, {453, 456}},
-  {{126, 138}, {458, 475}},
-  {{126, 137}, {458, 476}},
-  {{126, 142}, {459, 476}},
-  {{127, 142}, {459, 460}},
-  {{128, 142}, {460, 481}},
-  {{128, 144}, {461, 481}},
-  {{129, 144}, {461, 463}},
-  {{129, 143}, {462, 463}},
-  {{130, 143}, {462, 464}},
-  {{131, 143}, {464, 465}},
-  {{131, 147}, {465, 466}},
-  {{132, 147}, {466, 467}},
-  {{133, 147}, {467, 470}},
-  {{133, 145}, {468, 469}},
-  {{134, 145}, {468, 473}},
-  {{133, 146}, {469, 470}},
-  {{134, 138}, {471, 477}},
-  {{135, 138}, {471, 474}},
-  {{134, 140}, {472, 473}},
-  {{134, 139}, {472, 477}},
-  {{140, 145}, {473, 478}},
-  {{136, 138}, {474, 475}},
-  {{141, 145}, {478, 480}},
-  {{141, 144}, {479, 480}},
-  {{142, 144}, {479, 481}},
-  {{148, 150}, {482, 484}},
-  {{150, 156}, {483, 485}},
-  {{150, 157}, {483, 490}},
-  {{150, 159}, {484, 490}},
-  {{151, 156}, {485, 487}},
-  {{151, 153}, {486, 487}},
-  {{153, 156}, {487, 488}},
-  {{154, 156}, {488, 489}},
-  {{157, 159}, {490, 491}},
-  {{160, 162}, {492, 493}},
-  {{160, 169}, {493, 501}},
-  {{162, 169}, {493, 494}},
-  {{163, 169}, {494, 497}},
-  {{163, 165}, {495, 496}},
-  {{163, 166}, {496, 499}},
-  {{163, 168}, {497, 499}},
-  {{166, 168}, {498, 499}},
-  {{169, 171}, {500, 501}},
-  {{175, 182}, {502, 503}},
-  {{177, 184}, {504, 505}},
-  {{189, 207}, {506, 507}},
-  {{190, 207}, {507, 523}},
-  {{191, 206}, {508, 510}},
-  {{190, 206}, {508, 523}},
-  {{192, 204}, {509, 511}},
-  {{192, 205}, {509, 522}},
-  {{192, 206}, {510, 522}},
-  {{193, 204}, {511, 521}},
-  {{194, 201}, {512, 514}},
-  {{194, 202}, {512, 520}},
-  {{194, 203}, {513, 520}},
-  {{193, 203}, {513, 521}},
-  {{195, 201}, {514, 516}},
-  {{196, 199}, {515, 517}},
-  {{196, 200}, {515, 519}},
-  {{196, 201}, {516, 519}},
-  {{197, 199}, {517, 518}},
-  {{209, 227}, {524, 541}},
-  {{209, 226}, {525, 541}},
-  {{210, 226}, {525, 526}},
-  {{211, 226}, {526, 540}},
-  {{211, 225}, {527, 540}},
-  {{212, 225}, {527, 528}},
-  {{213, 225}, {528, 531}},
-  {{213, 222}, {529, 539}},
-  {{214, 222}, {529, 532}},
-  {{213, 224}, {530, 531}},
-  {{213, 223}, {530, 539}},
-  {{215, 222}, {532, 534}},
-  {{215, 221}, {533, 534}},
-  {{216, 221}, {533, 536}},
-  {{216, 220}, {535, 536}},
-  {{217, 220}, {535, 538}},
-  {{217, 219}, {537, 538}},
-  {{265, 278}, {542, 543}},
-  {{265, 279}, {543, 547}},
-  {{265, 280}, {544, 547}},
-  {{266, 280}, {544, 545}},
-  {{267, 280}, {545, 546}},
+const edge_polygon mesh_jam_edge_polygons[] = {
+  {{15, 16}, {0, 61}},
+  {{3, 16}, {0, 30}},
+  {{2, 3}, {0, 53}},
+  {{2, 15}, {0, 13}},
+  {{18, 19}, {1, 66}},
+  {{6, 19}, {1, 15}},
+  {{5, 6}, {1, 57}},
+  {{5, 18}, {1, 32}},
+  {{20, 21}, {2, 67}},
+  {{8, 21}, {2, 58}},
+  {{7, 8}, {2, 54}},
+  {{7, 20}, {2, 15}},
+  {{23, 24}, {3, 65}},
+  {{11, 24}, {3, 31}},
+  {{10, 11}, {3, 59}},
+  {{10, 23}, {3, 14}},
+  {{43, 44}, {4, 51}},
+  {{30, 44}, {4, 21}},
+  {{29, 30}, {4, 42}},
+  {{29, 43}, {4, 19}},
+  {{45, 46}, {5, 51}},
+  {{32, 46}, {5, 22}},
+  {{31, 32}, {5, 42}},
+  {{31, 45}, {5, 21}},
+  {{52, 53}, {6, 40}},
+  {{39, 53}, {6, 8}},
+  {{38, 39}, {6, 37}},
+  {{38, 52}, {6, 20}},
+  {{50, 51}, {7, 40}},
+  {{37, 51}, {7, 20}},
+  {{36, 37}, {7, 37}},
+  {{36, 50}, {7, 68}},
+  {{40, 53}, {8, 43}},
+  {{26, 40}, {8, 17}},
+  {{26, 39}, {8, 36}},
+  {{66, 67}, {9, 50}},
+  {{56, 67}, {9, 27}},
+  {{55, 56}, {9, 46}},
+  {{55, 66}, {9, 25}},
+  {{68, 69}, {10, 75}},
+  {{58, 69}, {10, 26}},
+  {{57, 58}, {10, 71}},
+  {{57, 68}, {10, 27}},
+  {{70, 71}, {11, 48}},
+  {{60, 71}, {11, 29}},
+  {{59, 60}, {11, 33}},
+  {{59, 70}, {11, 26}},
+  {{65, 72}, {12, 44}},
+  {{54, 65}, {12, 25}},
+  {{54, 61}, {12, 74}},
+  {{61, 72}, {12, 29}},
+  {{14, 15}, {13, 60}},
+  {{1, 2}, {13, 52}},
+  {{1, 14}, {13, 69}},
+  {{9, 10}, {14, 56}},
+  {{9, 22}, {14, 58}},
+  {{22, 23}, {14, 64}},
+  {{19, 20}, {15, 67}},
+  {{6, 7}, {15, 54}},
+  {{13, 25}, {16, 60}},
+  {{0, 13}, {16, 69}},
+  {{0, 12}, {16, 52}},
+  {{12, 25}, {16, 31}},
+  {{40, 41}, {17, 39}},
+  {{27, 41}, {17, 18}},
+  {{26, 27}, {17, 34}},
+  {{41, 42}, {18, 41}},
+  {{28, 42}, {18, 19}},
+  {{27, 28}, {18, 35}},
+  {{42, 43}, {19, 62}},
+  {{28, 29}, {19, 38}},
+  {{51, 52}, {20, 40}},
+  {{37, 38}, {20, 37}},
+  {{44, 45}, {21, 51}},
+  {{30, 31}, {21, 42}},
+  {{46, 47}, {22, 62}},
+  {{33, 47}, {22, 23}},
+  {{32, 33}, {22, 38}},
+  {{47, 48}, {23, 41}},
+  {{34, 48}, {23, 24}},
+  {{33, 34}, {23, 35}},
+  {{48, 49}, {24, 39}},
+  {{35, 49}, {24, 68}},
+  {{34, 35}, {24, 34}},
+  {{65, 66}, {25, 47}},
+  {{54, 55}, {25, 73}},
+  {{69, 70}, {26, 75}},
+  {{58, 59}, {26, 71}},
+  {{67, 68}, {27, 70}},
+  {{56, 57}, {27, 72}},
+  {{74, 75}, {28, 48}},
+  {{64, 75}, {28, 45}},
+  {{63, 64}, {28, 33}},
+  {{63, 74}, {28, 49}},
+  {{71, 72}, {29, 44}},
+  {{60, 61}, {29, 74}},
+  {{16, 17}, {30, 63}},
+  {{4, 17}, {30, 32}},
+  {{3, 4}, {30, 55}},
+  {{11, 12}, {31, 55}},
+  {{24, 25}, {31, 63}},
+  {{17, 18}, {32, 64}},
+  {{4, 5}, {32, 56}},
+  {{60, 63}, {33, 74}},
+  {{59, 64}, {33, 71}},
+  {{26, 35}, {34, 36}},
+  {{27, 34}, {34, 35}},
+  {{28, 33}, {35, 38}},
+  {{35, 36}, {36, 68}},
+  {{36, 39}, {36, 37}},
+  {{29, 32}, {38, 42}},
+  {{41, 48}, {39, 41}},
+  {{40, 49}, {39, 43}},
+  {{50, 53}, {40, 43}},
+  {{42, 47}, {41, 62}},
+  {{49, 50}, {43, 68}},
+  {{71, 74}, {44, 48}},
+  {{65, 74}, {44, 47}},
+  {{73, 75}, {45, 70}},
+  {{62, 73}, {45, 49}},
+  {{62, 64}, {45, 72}},
+  {{56, 62}, {46, 72}},
+  {{55, 62}, {46, 73}},
+  {{73, 74}, {47, 49}},
+  {{66, 73}, {47, 50}},
+  {{70, 75}, {48, 75}},
+  {{62, 63}, {49, 73}},
+  {{67, 73}, {50, 70}},
+  {{43, 46}, {51, 62}},
+  {{0, 1}, {52, 69}},
+  {{2, 12}, {52, 53}},
+  {{3, 12}, {53, 55}},
+  {{8, 9}, {54, 58}},
+  {{6, 9}, {54, 57}},
+  {{4, 11}, {55, 59}},
+  {{4, 10}, {56, 59}},
+  {{5, 9}, {56, 57}},
+  {{21, 22}, {58, 67}},
+  {{15, 25}, {60, 61}},
+  {{13, 14}, {60, 69}},
+  {{16, 25}, {61, 63}},
+  {{17, 24}, {63, 65}},
+  {{18, 22}, {64, 66}},
+  {{17, 23}, {64, 65}},
+  {{19, 22}, {66, 67}},
+  {{68, 75}, {70, 75}},
+  {{57, 64}, {71, 72}},
+  {{54, 63}, {73, 74}},
 };
 
-const mesh_material mesh_logo_materials[] = {
-  { // material 32BitColors.png
+const mesh_material mesh_jam_materials[] = {
+  { // material colors.png
     .width = 8,
     .height = 8,
     .offset = 0,
   },
 };
-const vec2 * mesh_logo_uv_layers[] = {
-  mesh_logo_UVMap_uvmap,
+const vec2 * mesh_jam_uv_layers[] = {
+  mesh_jam_UVMap_uvmap,
 };
 
-const mesh mesh_logo = {
-  .position = mesh_logo_position,
-  .position_length = (sizeof (mesh_logo_position)) / (sizeof (mesh_logo_position[0])),
-  .normal = mesh_logo_normal,
-  .normal_length = (sizeof (mesh_logo_normal)) / (sizeof (mesh_logo_normal[0])),
-  .polygon_normal = mesh_logo_polygon_normal,
-  .polygon_normal_length = (sizeof (mesh_logo_polygon_normal)) / (sizeof (mesh_logo_polygon_normal[0])),
-  .polygons = mesh_logo_polygons,
-  .polygons_length = (sizeof (mesh_logo_polygons)) / (sizeof (mesh_logo_polygons[0])),
-  .uv_layers = mesh_logo_uv_layers,
-  .uv_layers_length = (sizeof (mesh_logo_uv_layers)) / (sizeof (mesh_logo_uv_layers[0])),
-  .materials = mesh_logo_materials,
-  .materials_length = (sizeof (mesh_logo_materials)) / (sizeof (mesh_logo_materials[0])),
-  .edge_polygons = mesh_logo_edge_polygons,
-  .edge_polygons_length = (sizeof (mesh_logo_edge_polygons)) / (sizeof (mesh_logo_edge_polygons[0])),
+const mesh mesh_jam = {
+  .position = mesh_jam_position,
+  .position_length = (sizeof (mesh_jam_position)) / (sizeof (mesh_jam_position[0])),
+  .normal = mesh_jam_normal,
+  .normal_length = (sizeof (mesh_jam_normal)) / (sizeof (mesh_jam_normal[0])),
+  .polygon_normal = mesh_jam_polygon_normal,
+  .polygon_normal_length = (sizeof (mesh_jam_polygon_normal)) / (sizeof (mesh_jam_polygon_normal[0])),
+  .polygons = mesh_jam_polygons,
+  .polygons_length = (sizeof (mesh_jam_polygons)) / (sizeof (mesh_jam_polygons[0])),
+  .uv_layers = mesh_jam_uv_layers,
+  .uv_layers_length = (sizeof (mesh_jam_uv_layers)) / (sizeof (mesh_jam_uv_layers[0])),
+  .materials = mesh_jam_materials,
+  .materials_length = (sizeof (mesh_jam_materials)) / (sizeof (mesh_jam_materials[0])),
+  .edge_polygons = mesh_jam_edge_polygons,
+  .edge_polygons_length = (sizeof (mesh_jam_edge_polygons)) / (sizeof (mesh_jam_edge_polygons[0])),
 };
 
 const object objects[] = {
-  { // object_logo
-    .mesh = &mesh_logo,
+  { // object_bit
+    .mesh = &mesh_bit,
+    .scale = {1.000000, 1.000000, 1.000000},
+    .rotation = {0.707107, 0.000000, 0.000000, 0.707107}, // quaternion (XYZW)
+    .location = {0.000000, 0.000000, 0.000000},
+  },
+  { // object_jam
+    .mesh = &mesh_jam,
+    .scale = {1.000000, 1.000000, 1.000000},
+    .rotation = {0.707107, 0.000000, 0.000000, 0.707107}, // quaternion (XYZW)
+    .location = {0.000000, 0.000000, 0.000000},
+  },
+  { // object_thirty_two
+    .mesh = &mesh_thirty_two,
     .scale = {1.000000, 1.000000, 1.000000},
     .rotation = {0.707107, 0.000000, 0.000000, 0.707107}, // quaternion (XYZW)
     .location = {0.000000, 0.000000, 0.000000},
diff --git a/src/framebuffer.cpp b/src/framebuffer.cpp
index d7b6814..6b9948a 100644
--- a/src/framebuffer.cpp
+++ b/src/framebuffer.cpp
@@ -129,7 +129,7 @@ void core_param_init()
 {
   uint32_t region_array_start = texture_memory_alloc.region_array.start;
   uint32_t isp_tsp_parameters_start = texture_memory_alloc.isp_tsp_parameters.start;
-  uint32_t background_start = texture_memory_alloc.framebuffer[0].start;
+  uint32_t background_start = texture_memory_alloc.background[0].start;
 
   holly.REGION_BASE = region_array_start;
   holly.PARAM_BASE = isp_tsp_parameters_start;
diff --git a/src/scene/logo/scene.cpp b/src/scene/logo/scene.cpp
index 4914c09..bccc0d6 100644
--- a/src/scene/logo/scene.cpp
+++ b/src/scene/logo/scene.cpp
@@ -16,14 +16,48 @@ static vec3 screen_transform(const vec3& v)
   return {v.x, v.y, 1.0f / v.z};
 }
 
-static void render_mesh(ta_parameter_writer& writer, const mesh& mesh, const mat4x4& trans)
+static inline float light_intensity(vec3 n, vec3 l)
 {
-  const int base_color = 0xffffff;
+  float ambient = 0.2f;
+  float diffuse_strength = 0.7f;
+
+  float n_dot_l = dot(n, l);
+  float diffuse = 0;
+  if (n_dot_l > 0)
+    diffuse = diffuse_strength * n_dot_l * (inverse_length(n) * inverse_length(l));
+
+  return ambient + diffuse;
+}
+
+vec3 light_vec = (vec3){-1, -1, -1} - (vec3){0, 0, 0};
+
+static void render_mesh(ta_parameter_writer& writer, const mesh& mesh, const mat4x4& trans, bool wireframe)
+{
+  if (wireframe) {
+    global_polygon_untextured(writer,
+                              para_control::list_type::opaque,
+                              tsp_instruction_word::dst_alpha_instr::zero);
+  } else {
+    uint32_t texture_size = tsp_instruction_word::texture_u_size::from_int(8)
+                          | tsp_instruction_word::texture_v_size::from_int(8);
+
+    global_polygon_intensity(writer,
+                             para_control::list_type::opaque,
+                             texture::offset::logo,
+                             texture_size,
+                             texture_control_word::pixel_format::_565);
+  }
 
   vec3 position_cache[mesh.position_length];
   for (int i = 0; i < mesh.position_length; i++) {
     position_cache[i] = screen_transform(trans * mesh.position[i]);
   }
+  vec3 normal_cache[mesh.polygons_length];
+  for (int i = 0; i < mesh.polygons_length; i++) {
+    normal_cache[i] = normal_multiply(trans, mesh.polygon_normal[i]);
+  }
+
+  const int green = 0x00ff00;
 
   for (int i = 0; i < mesh.polygons_length; i++) {
     const polygon& p = mesh.polygons[i];
@@ -31,16 +65,40 @@ static void render_mesh(ta_parameter_writer& writer, const mesh& mesh, const mat
     vec3 ap = position_cache[p.a];
     vec3 bp = position_cache[p.b];
     vec3 cp = position_cache[p.c];
+    vec3 dp = position_cache[p.d];
 
-    vec2 at = mesh.uv_layers[0][p.uv_index + 0];
-    vec2 bt = mesh.uv_layers[0][p.uv_index + 1];
-    vec2 ct = mesh.uv_layers[0][p.uv_index + 2];
+    if (wireframe) {
+      line_type_0(writer, ap, bp, green);
+      line_type_0(writer, bp, cp, green);
+      if (p.d == -1) {
+        line_type_0(writer, cp, ap, green);
+      } else {
+        line_type_0(writer, cp, dp, green);
+        line_type_0(writer, dp, ap, green);
+      }
+    } else {
+      vec2 at = mesh.uv_layers[0][p.uv_index + 0];
+      vec2 bt = mesh.uv_layers[0][p.uv_index + 1];
+      vec2 ct = mesh.uv_layers[0][p.uv_index + 2];
+      vec2 dt = mesh.uv_layers[0][p.uv_index + 3];
 
-    tri_type_3(writer,
-               ap, at,
-               bp, bt,
-               cp, ct,
-               base_color);
+      float intensity = light_intensity(normal_cache[i], light_vec);
+
+      if (p.d == -1) {
+        tri_type_7(writer,
+                   ap, at,
+                   bp, bt,
+                   cp, ct,
+                   intensity);
+      } else {
+        quad_type_7(writer,
+                    ap, at,
+                    bp, bt,
+                    cp, ct,
+                    dp, dt,
+                    intensity);
+      }
+    }
   }
 }
 
@@ -68,6 +126,7 @@ namespace scene::logo {
   struct keyframe {
     float rx;
     float ry;
+    float s;
     float duration;
   };
 
@@ -75,11 +134,13 @@ namespace scene::logo {
     {
       .rx = 0,
       .ry = 0,
+      .s = 0.1,
       .duration = 1.0 / (5 * 60),
     },
     {
       .rx = pi / 4,
       .ry = pi + pi / 4,
+      .s = 0.7,
       .duration = 1.0 / (10 * 60),
     },
   };
@@ -100,25 +161,18 @@ namespace scene::logo {
 
     float drx = b.rx - a.rx;
     float dry = b.ry - a.ry;
+    float drs = b.s - a.s;
 
     return {
       .rx = a.rx + drx * ratio,
       .ry = a.ry + dry * ratio,
+      .s = a.s + drs * ratio,
       .duration = a.duration,
     };
   }
 
   void transfer(ta_parameter_writer& writer)
   {
-    uint32_t texture_size = tsp_instruction_word::texture_u_size::from_int(8)
-                          | tsp_instruction_word::texture_v_size::from_int(8);
-
-    global_polygon_textured(writer,
-                            para_control::list_type::opaque,
-                            texture::offset::logo,
-                            texture_size,
-                            texture_control_word::pixel_format::_565);
-
     vec3 t = {framebuffer.px_width / 2.f, framebuffer.px_height / 2.f, 0};
     float s = framebuffer.px_height / 3.f;
 
@@ -130,11 +184,14 @@ namespace scene::logo {
       * translate((vec3){0, 0, 10})
       //* rotate_x(pi / 8)
       //* rotate_y(pi + pi/8)
+      * scale(k.s)
       * rotate_x(k.rx)
       * rotate_y(k.ry)
       * scale((vec3){-1, -1, 1});
 
-    render_mesh(writer, mesh_logo, trans);
+    render_mesh(writer, mesh_thirty_two, trans, tick < (6 * 60));
+    render_mesh(writer, mesh_bit, trans, tick < (7 * 60));
+    render_mesh(writer, mesh_jam, trans, tick < (8 * 60));
 
     writer.append<ta_global_parameter::end_of_list>() =
       ta_global_parameter::end_of_list(para_control::para_type::end_of_list);
diff --git a/src/ta_parameter.hpp b/src/ta_parameter.hpp
index 3e7a9be..4dcac94 100644
--- a/src/ta_parameter.hpp
+++ b/src/ta_parameter.hpp
@@ -8,6 +8,8 @@
 #include "holly/texture_memory_alloc9.hpp"
 #include "math/float_types.hpp"
 
+#include "math/math.hpp"
+
 static inline void global_polygon_textured(ta_parameter_writer& writer,
                                            uint32_t list_type,
                                            uint32_t texture_offset,
@@ -44,6 +46,40 @@ static inline void global_polygon_textured(ta_parameter_writer& writer,
                                         );
 }
 
+static inline void global_polygon_intensity(ta_parameter_writer& writer,
+                                            uint32_t list_type,
+                                            uint32_t texture_offset,
+                                            uint32_t texture_size,
+                                            uint32_t pixel_format)
+{
+  const uint32_t parameter_control_word = para_control::para_type::polygon_or_modifier_volume
+                                        | list_type
+                                        | obj_control::col_type::packed_color
+                                        | obj_control::texture
+                                        | obj_control::col_type::intensity_mode_1
+                                        ;
+
+  const uint32_t isp_tsp_instruction_word = isp_tsp_instruction_word::depth_compare_mode::greater_or_equal
+                                          | isp_tsp_instruction_word::culling_mode::no_culling;
+
+  const uint32_t tsp_instruction_word = tsp_instruction_word::texture_shading_instruction::modulate
+                                      | tsp_instruction_word::src_alpha_instr::one
+                                      | tsp_instruction_word::dst_alpha_instr::zero
+                                      | tsp_instruction_word::fog_control::no_fog
+                                      | texture_size;
+
+  const uint32_t texture_address = texture_memory_alloc.texture.start + texture_offset;
+  const uint32_t texture_control_word = pixel_format
+                                      | texture_control_word::scan_order::twiddled
+                                      | texture_control_word::texture_address(texture_address / 8);
+
+  writer.append<ta_global_parameter::polygon_type_1>() =
+    ta_global_parameter::polygon_type_1(parameter_control_word,
+                                        isp_tsp_instruction_word,
+                                        tsp_instruction_word,
+                                        texture_control_word,
+                                        1, 1, 1, 1);
+}
 
 static inline void global_polygon_untextured(ta_parameter_writer& writer, uint32_t list_type, uint32_t dst_alpha)
 {
@@ -109,29 +145,61 @@ static inline void quad_type_3(ta_parameter_writer& writer,
                                         base_color, 0);
 }
 
-static inline void tri_type_3(ta_parameter_writer& writer,
+static inline void tri_type_7(ta_parameter_writer& writer,
                               const vec3& ap, const vec2& at,
                               const vec3& bp, const vec2& bt,
                               const vec3& cp, const vec2& ct,
-                              int base_color)
+                              float intensity)
 {
-  writer.append<ta_vertex_parameter::polygon_type_3>() =
-    ta_vertex_parameter::polygon_type_3(polygon_vertex_parameter_control_word(false),
+  writer.append<ta_vertex_parameter::polygon_type_7>() =
+    ta_vertex_parameter::polygon_type_7(polygon_vertex_parameter_control_word(false),
                                         ap.x, ap.y, ap.z,
                                         at.x, at.y,
-                                        base_color, 0);
+                                        intensity, 0);
 
-  writer.append<ta_vertex_parameter::polygon_type_3>() =
-    ta_vertex_parameter::polygon_type_3(polygon_vertex_parameter_control_word(false),
+  writer.append<ta_vertex_parameter::polygon_type_7>() =
+    ta_vertex_parameter::polygon_type_7(polygon_vertex_parameter_control_word(false),
                                         bp.x, bp.y, bp.z,
                                         bt.x, bt.y,
-                                        base_color, 0);
+                                        intensity, 0);
 
-  writer.append<ta_vertex_parameter::polygon_type_3>() =
-    ta_vertex_parameter::polygon_type_3(polygon_vertex_parameter_control_word(true),
+  writer.append<ta_vertex_parameter::polygon_type_7>() =
+    ta_vertex_parameter::polygon_type_7(polygon_vertex_parameter_control_word(true),
                                         cp.x, cp.y, cp.z,
                                         ct.x, ct.y,
-                                        base_color, 0);
+                                        intensity, 0);
+}
+
+static inline void quad_type_7(ta_parameter_writer& writer,
+                               const vec3& ap, const vec2& at,
+                               const vec3& bp, const vec2& bt,
+                               const vec3& cp, const vec2& ct,
+                               const vec3& dp, const vec2& dt,
+                               float intensity)
+{
+  writer.append<ta_vertex_parameter::polygon_type_7>() =
+    ta_vertex_parameter::polygon_type_7(polygon_vertex_parameter_control_word(false),
+                                        ap.x, ap.y, ap.z,
+                                        at.x, at.y,
+                                        intensity, 0);
+
+  writer.append<ta_vertex_parameter::polygon_type_7>() =
+    ta_vertex_parameter::polygon_type_7(polygon_vertex_parameter_control_word(false),
+                                        bp.x, bp.y, bp.z,
+                                        bt.x, bt.y,
+                                        intensity, 0);
+
+  writer.append<ta_vertex_parameter::polygon_type_7>() =
+    ta_vertex_parameter::polygon_type_7(polygon_vertex_parameter_control_word(false),
+                                        dp.x, dp.y, dp.z,
+                                        dt.x, dt.y,
+                                        intensity, 0);
+
+  writer.append<ta_vertex_parameter::polygon_type_7>() =
+    ta_vertex_parameter::polygon_type_7(polygon_vertex_parameter_control_word(true),
+                                        cp.x, cp.y, cp.z,
+                                        ct.x, ct.y,
+                                        intensity, 0);
 }
 
 static inline void quad_type_0(ta_parameter_writer& writer,
@@ -161,3 +229,29 @@ static inline void quad_type_0(ta_parameter_writer& writer,
                                         cp.x, cp.y, cp.z,
                                         base_color);
 }
+
+#define _fsrra(n) (1.0f / (sqrt<float>(n)))
+
+static inline void line_type_0(ta_parameter_writer& writer,
+                               const vec3& p1,
+                               const vec3& p2,
+                               int base_color)
+{
+  float dy = p2.y - p1.y;
+  float dx = p2.x - p1.x;
+  float d = _fsrra(dx * dx + dy * dy) * 0.7f;
+  float dy1 = dy * d;
+  float dx1 = dx * d;
+
+  vec3 ap = { p1.x +  dy1, p1.y + -dx1, p1.z };
+  vec3 bp = { p1.x + -dy1, p1.y +  dx1, p1.z };
+  vec3 cp = { p2.x + -dy1, p2.y +  dx1, p2.z };
+  vec3 dp = { p2.x +  dy1, p2.y + -dx1, p2.z };
+
+  quad_type_0(writer,
+              ap,
+              bp,
+              cp,
+              dp,
+              base_color);
+}