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October 31, 2024 04:32
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Rolling dice
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# Blender 4.1.1 MTL File: 'None' | |
# www.blender.org | |
newmtl dice.body | |
Ns 10.000005 | |
Ka 1.000000 1.000000 1.000000 | |
Kd 1.000000 1.000000 1.000000 | |
Ks 1.000000 1.000000 1.000000 | |
Ke 0.000000 0.000000 0.000000 | |
Ni 1.500000 | |
d 1.000000 | |
illum 3 | |
newmtl dice.numbers | |
Ns 10.000005 | |
Ka 1.000000 1.000000 1.000000 | |
Kd 0.000000 0.000000 0.000000 | |
Ks 1.000000 1.000000 1.000000 | |
Ke 0.185000 0.185000 0.185000 | |
Ni 1.500000 | |
d 1.000000 | |
illum 3 |
This file contains hidden or bidirectional Unicode text that may be interpreted or compiled differently than what appears below. To review, open the file in an editor that reveals hidden Unicode characters.
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# Blender 4.1.1 | |
# www.blender.org | |
mtllib dice2.mtl | |
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s 1 | |
g off | |
g Empty_Mesh_dice.body | |
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g Empty_Mesh_dice.numbers | |
usemtl dice.numbers | |
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f 1636//566 1639//570 1638//569 1701//628 |
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# Blender 4.1.1 MTL File: 'None' | |
# www.blender.org | |
newmtl dice.body.001 | |
Ns 10.000005 | |
Ka 1.000000 1.000000 1.000000 | |
Kd 0.000000 0.000000 0.000000 | |
Ks 1.000000 1.000000 1.000000 | |
Ke 0.000000 0.000000 0.000000 | |
Ni 1.500000 | |
d 1.000000 | |
illum 3 | |
newmtl dice.numbers.001 | |
Ns 10.000005 | |
Ka 1.000000 1.000000 1.000000 | |
Kd 1.000000 1.000000 1.000000 | |
Ks 1.000000 1.000000 1.000000 | |
Ke 0.000000 0.000000 0.000000 | |
Ni 1.500000 | |
d 1.000000 | |
illum 3 |
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# Blender 4.1.1 | |
# www.blender.org | |
mtllib dice3.mtl | |
g dice2_dice2 | |
v -0.442082 -0.429107 0.433803 | |
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v -0.442082 0.450523 0.433803 | |
v 0.437548 0.450523 0.433803 | |
v 0.437548 0.450523 -0.445826 | |
v -0.442082 0.450523 -0.445826 | |
v -0.002267 -0.450229 0.454926 | |
v 0.458670 -0.450229 -0.006011 | |
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v -0.463205 -0.450229 -0.006011 | |
v -0.463205 0.010708 0.454926 | |
v -0.002267 0.471646 0.454926 | |
v 0.458670 0.010708 0.454926 | |
v 0.458670 0.471646 -0.006011 | |
v 0.458670 0.010708 -0.466949 | |
v 0.497733 0.010708 -0.006011 | |
v -0.002267 0.471646 -0.466949 | |
v -0.463205 0.010708 -0.466949 | |
v -0.463205 0.471646 -0.006011 | |
v -0.002267 -0.489292 0.243989 | |
v -0.252267 -0.489292 -0.006011 | |
v -0.463205 -0.450229 0.243989 | |
v -0.252267 -0.450229 0.454926 | |
v -0.252267 -0.489292 0.243989 | |
v 0.247733 -0.450229 0.454926 | |
v 0.458670 -0.450229 0.243989 | |
v 0.247733 -0.489292 -0.006011 | |
v 0.247733 -0.489292 0.243989 | |
v 0.458670 -0.450229 -0.256011 | |
v 0.247733 -0.450229 -0.466949 | |
v -0.002267 -0.489292 -0.256011 | |
v 0.247733 -0.489292 -0.256011 | |
v -0.252267 -0.450229 -0.466949 | |
v -0.463205 -0.450229 -0.256011 | |
v -0.252267 -0.489292 -0.256011 | |
v -0.463205 -0.239292 0.454926 | |
v -0.252267 0.010708 0.493989 | |
v -0.002267 -0.239292 0.493989 | |
v -0.252267 -0.239292 0.493989 | |
v -0.463205 0.260708 0.454926 | |
v -0.252267 0.471646 0.454926 | |
v -0.002267 0.260708 0.493989 | |
v -0.252267 0.260708 0.493989 | |
v 0.247733 0.471646 0.454926 | |
v 0.458670 0.260708 0.454926 | |
v 0.247733 0.010708 0.493989 | |
v 0.247733 0.260708 0.493989 | |
v 0.458670 -0.239292 0.454926 | |
v 0.247733 -0.239292 0.493989 | |
v 0.497733 0.010708 0.243989 | |
v 0.497733 -0.239292 -0.006011 | |
v 0.497733 -0.239292 0.243989 | |
v 0.458670 0.471646 0.243989 | |
v 0.497733 0.260708 -0.006011 | |
v 0.497733 0.260708 0.243989 | |
v 0.458670 0.471646 -0.256011 | |
v 0.458670 0.260708 -0.466949 | |
v 0.497733 0.010708 -0.256011 | |
v 0.497733 0.260708 -0.256011 | |
v 0.458670 -0.239292 -0.466949 | |
v 0.497733 -0.239292 -0.256011 | |
v -0.002267 -0.239292 -0.506011 | |
v -0.252267 0.010708 -0.506011 | |
v -0.463205 -0.239292 -0.466949 | |
v -0.252267 -0.239292 -0.506011 | |
v 0.247733 0.010708 -0.506011 | |
v 0.247733 -0.239292 -0.506011 | |
v 0.247733 0.471646 -0.466949 | |
v -0.002267 0.260708 -0.506011 | |
v 0.247733 0.260708 -0.506011 | |
v -0.252267 0.471646 -0.466949 | |
v -0.463205 0.260708 -0.466949 | |
v -0.252267 0.260708 -0.506011 | |
v -0.502267 -0.239292 -0.006011 | |
v -0.502267 0.010708 0.243989 | |
v -0.502267 -0.239292 0.243989 | |
v -0.502267 0.010708 -0.256011 | |
v -0.502267 -0.239292 -0.256011 | |
v -0.463205 0.471646 -0.256011 | |
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vn -0.1563 -0.9138 0.3749 | |
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vn -0.0276 -0.8254 -0.5638 | |
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vn -0.5014 -0.5014 0.7051 | |
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vn -0.5774 -0.5774 0.5774 | |
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vn -0.0225 0.7071 0.7067 | |
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vn -0.5772 -0.5772 0.5776 | |
vn -0.7071 -0.0225 0.7067 | |
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vn 0.5776 -0.5772 -0.5772 | |
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vn 0.6433 0.5621 0.5199 | |
vn 0.7067 0.7072 -0.0227 | |
vn 0.7775 -0.6285 -0.0247 | |
vn 0.7054 -0.5012 0.5012 | |
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vn 0.7067 0.0227 0.7072 | |
vn 0.5776 0.5772 0.5772 | |
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vn 0.6433 -0.5199 0.5620 | |
vn 0.7054 -0.5012 -0.5012 | |
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vn 0.7067 -0.0227 0.7072 | |
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vn 0.7067 -0.7072 0.0227 | |
vn 0.5776 -0.5772 0.5772 | |
vn 0.7774 -0.0250 -0.6285 | |
vn 0.6433 -0.5621 -0.5199 | |
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vn -0.5774 0.5774 -0.5774 | |
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vn -0.0227 -0.7067 -0.7072 | |
vn -0.0251 -0.7772 0.6288 | |
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vn -0.7072 -0.7067 -0.0227 | |
vn -0.5621 -0.6433 0.5199 | |
vn -0.5772 -0.5776 -0.5772 | |
vn -0.0000 -0.7777 0.6286 | |
vn 0.5622 -0.6432 0.5199 | |
vn 0.7073 -0.7066 -0.0227 | |
vn 0.5773 -0.5775 -0.5773 | |
vn -0.0000 -0.7072 -0.7070 | |
vn -0.7073 -0.7066 -0.0227 | |
vn -0.5622 -0.6432 0.5199 | |
vn -0.5773 -0.5775 -0.5773 | |
vn 0.0251 -0.7772 0.6288 | |
vn 0.5621 -0.6433 0.5199 | |
vn 0.7072 -0.7067 -0.0227 | |
vn -0.6288 -0.7772 -0.0251 | |
vn -0.5013 -0.7053 0.5013 | |
vn 0.0227 -0.7067 -0.7072 | |
vn -0.5199 -0.6433 -0.5621 | |
vn 0.5772 -0.5776 -0.5772 | |
vn 0.0227 -0.7067 0.7072 | |
vn 0.5772 -0.5776 0.5772 | |
vn 0.7072 -0.7067 0.0227 | |
vn -0.6288 -0.7771 0.0251 | |
vn -0.5199 -0.6433 0.5621 | |
vn 0.0250 -0.7771 -0.6288 | |
vn -0.5013 -0.7053 -0.5013 | |
vn 0.5621 -0.6433 -0.5199 | |
vn -0.7073 -0.7065 0.0227 | |
vn -0.5773 -0.5775 0.5773 | |
vn -0.0000 -0.7072 0.7070 | |
vn -0.0000 -0.7777 -0.6286 | |
vn -0.5622 -0.6432 -0.5198 | |
vn 0.6289 -0.7771 0.0251 | |
vn 0.5013 -0.7053 -0.5013 | |
vn -0.0250 -0.7771 -0.6288 | |
vn -0.0227 -0.7067 0.7072 | |
vn 0.5199 -0.6433 0.5621 | |
vn -0.7072 -0.7067 0.0227 | |
vn -0.5772 -0.5776 0.5772 | |
vn -0.5621 -0.6433 -0.5199 | |
vn 0.5773 -0.5775 0.5773 | |
vn 0.7073 -0.7066 0.0227 | |
vn 0.5622 -0.6432 -0.5198 | |
vn -0.7773 -0.6287 0.0243 | |
vn -0.7051 -0.5014 -0.5014 | |
vn -0.7770 0.0242 -0.6290 | |
vn -0.6432 -0.5201 0.5619 | |
vn -0.7067 0.0225 0.7071 | |
vn -0.7067 0.7071 0.0225 | |
vn -0.5776 0.5772 0.5772 | |
vn -0.6432 0.5619 -0.5201 | |
vn -0.5774 -0.5774 -0.5774 | |
vn -0.7067 -0.7071 -0.0225 | |
vn -0.5776 -0.5772 -0.5772 | |
vn -0.7067 -0.0225 -0.7071 | |
vn -0.7772 -0.0249 0.6287 | |
vn -0.6432 -0.5619 0.5201 | |
vn -0.7770 0.6290 -0.0248 | |
vn -0.7056 0.5011 0.5011 | |
vn -0.6432 0.5201 -0.5619 | |
vn 0.0250 -0.6283 -0.7776 | |
vn 0.5622 -0.5197 -0.6433 | |
vn 0.7072 0.0229 -0.7066 | |
vn -0.5010 -0.5010 -0.7057 | |
vn -0.6286 0.0250 -0.7773 | |
vn 0.0229 0.7072 -0.7066 | |
vn -0.5197 0.5622 -0.6433 | |
vn 0.5773 0.5773 -0.5775 | |
vn 0.6283 -0.0253 -0.7776 | |
vn 0.5004 0.5004 -0.7066 | |
vn -0.0252 0.6283 -0.7776 | |
vn -0.0229 -0.7072 -0.7067 | |
vn 0.5197 -0.5622 -0.6433 | |
vn -0.7072 -0.0229 -0.7066 | |
vn -0.5773 -0.5773 -0.5775 | |
vn -0.5622 0.5197 -0.6433 | |
vn -0.9990 0.0317 0.0317 | |
vn -0.9990 -0.0317 -0.0317 | |
vn -0.0317 0.0317 0.9990 | |
vn 0.0317 0.0317 0.9990 | |
vn 0.0317 -0.0317 0.9990 | |
vn 0.9990 0.0320 -0.0320 | |
vn -0.0317 -0.0317 0.9990 | |
vn 0.9990 0.0320 0.0320 | |
vn 0.9990 -0.0320 0.0320 | |
vn 0.9990 -0.0320 -0.0320 | |
vn 0.0324 0.0324 -0.9990 | |
vn -0.0324 -0.0324 -0.9990 | |
vn -0.0321 -0.9990 -0.0321 | |
vn -0.0000 -0.9995 -0.0321 | |
vn 0.0321 -0.9990 -0.0321 | |
vn -0.0000 -0.9995 0.0321 | |
vn 0.0320 -0.9990 0.0320 | |
vn -0.0320 -0.9990 0.0320 | |
s 1 | |
g off | |
g dice2_dice.body.001 | |
usemtl dice.body.001 | |
f 6//1 399//2 1509//3 397//4 | |
f 399//2 111//5 799//6 1509//3 | |
f 1509//3 799//6 381//7 795//8 | |
f 397//4 1509//3 795//8 109//9 | |
f 111//5 608//10 1508//11 799//6 | |
f 608//10 55//12 611//13 1508//11 | |
f 1508//11 611//13 239//14 1053//15 | |
f 799//6 1508//11 1053//15 381//7 | |
f 381//7 1053//15 1507//16 1029//17 | |
f 1053//15 239//14 761//18 1507//16 | |
f 1507//16 761//18 93//19 760//20 | |
f 1029//17 1507//16 760//20 227//21 | |
f 109//9 795//8 1506//22 572//23 | |
f 795//8 381//7 1029//17 1506//22 | |
f 1506//22 1029//17 227//21 575//24 | |
f 572//23 1506//22 575//24 46//25 | |
f 55//12 609//12 1505//13 611//13 | |
f 609//12 154//12 885//13 1505//13 | |
f 1505//13 885//13 380//14 1052//14 | |
f 611//13 1505//13 1052//14 239//14 | |
f 154//12 442//12 1504//13 885//13 | |
f 442//12 16//12 445//13 1504//13 | |
f 1504//13 445//13 157//14 891//14 | |
f 885//13 1504//13 891//14 380//14 | |
f 380//14 891//14 1503//18 1145//18 | |
f 891//14 157//14 752//18 1503//18 | |
f 1503//18 752//18 91//19 755//19 | |
f 1145//18 1503//18 755//19 285//19 | |
f 239//14 1052//14 1502//18 761//18 | |
f 1052//14 380//14 1145//18 1502//18 | |
f 1502//18 1145//18 285//19 763//19 | |
f 761//18 1502//18 763//19 93//19 | |
f 93//19 763//19 1501//19 762//19 | |
f 763//19 285//19 1144//19 1501//19 | |
f 1501//19 1144//19 379//19 1137//19 | |
f 762//19 1501//19 1137//19 281//19 | |
f 285//19 755//19 1500//19 1144//19 | |
f 755//19 91//19 753//19 1500//19 | |
f 1500//19 753//19 189//19 955//19 | |
f 1144//19 1500//19 955//19 379//19 | |
f 379//19 955//19 1499//26 951//19 | |
f 955//19 189//19 477//27 1499//26 | |
f 951//19 1499//26 475//28 187//19 | |
f 281//19 1137//19 1498//19 739//19 | |
f 1137//19 379//19 951//19 1498//19 | |
f 1498//19 951//19 187//19 737//19 | |
f 739//19 1498//19 737//19 87//19 | |
f 46//25 575//24 1497//24 573//25 | |
f 575//24 227//21 1028//21 1497//24 | |
f 1497//24 1028//21 378//21 865//24 | |
f 573//25 1497//24 865//24 144//25 | |
f 227//21 760//20 1496//20 1028//21 | |
f 760//20 93//19 762//19 1496//20 | |
f 1496//20 762//19 281//19 1136//20 | |
f 1028//21 1496//20 1136//20 378//21 | |
f 378//21 1136//20 1495//20 867//21 | |
f 1136//20 281//19 739//19 1495//20 | |
f 1495//20 739//19 87//19 736//20 | |
f 867//21 1495//20 736//20 145//21 | |
f 144//25 865//24 1494//24 432//25 | |
f 865//24 378//21 867//21 1494//24 | |
f 1494//24 867//21 145//21 433//24 | |
f 432//25 1494//24 433//24 14//25 | |
f 16//12 444//12 1493//13 445//13 | |
f 444//12 156//12 889//13 1493//13 | |
f 1493//13 889//13 377//14 890//14 | |
f 445//13 1493//13 890//14 157//14 | |
f 156//12 621//12 1492//13 889//13 | |
f 621//12 58//12 623//13 1492//13 | |
f 1492//13 623//13 243//14 1061//14 | |
f 889//13 1492//13 1061//14 377//14 | |
f 377//14 1061//14 1491//18 1143//18 | |
f 1061//14 243//14 756//18 1491//18 | |
f 1491//18 756//18 92//19 759//19 | |
f 1143//18 1491//18 759//19 284//19 | |
f 157//14 890//14 1490//18 752//18 | |
f 890//14 377//14 1143//18 1490//18 | |
f 1490//18 1143//18 284//19 754//19 | |
f 752//18 1490//18 754//19 91//19 | |
f 58//12 620//29 1489//30 623//13 | |
f 620//29 112//31 801//32 1489//30 | |
f 1489//30 801//32 376//33 1060//34 | |
f 623//13 1489//30 1060//34 243//14 | |
f 112//31 400//35 1488//36 801//32 | |
f 400//35 7//37 402//38 1488//36 | |
f 1488//36 402//38 114//39 805//40 | |
f 801//32 1488//36 805//40 376//33 | |
f 376//33 805//40 1487//41 1093//42 | |
f 805//40 114//39 668//43 1487//41 | |
f 1487//41 668//43 70//28 671//44 | |
f 1093//42 1487//41 671//44 259//45 | |
f 243//14 1060//34 1486//46 756//18 | |
f 1060//34 376//33 1093//42 1486//46 | |
f 1486//46 1093//42 259//45 757//47 | |
f 756//18 1486//46 757//47 92//19 | |
f 92//19 757//47 1485//47 758//19 | |
f 757//47 259//45 1092//45 1485//47 | |
f 1485//47 1092//45 375//45 1141//47 | |
f 758//19 1485//47 1141//47 283//19 | |
f 259//45 671//44 1484//44 1092//45 | |
f 671//44 70//28 669//28 1484//44 | |
f 1484//44 669//28 166//28 909//44 | |
f 1092//45 1484//44 909//44 375//45 | |
f 375//45 909//44 1483//44 915//45 | |
f 909//44 166//28 454//28 1483//44 | |
f 1483//44 454//28 19//28 457//44 | |
f 915//45 1483//44 457//44 169//45 | |
f 283//19 1141//47 1482//47 747//19 | |
f 1141//47 375//45 915//45 1482//47 | |
f 1482//47 915//45 169//45 744//47 | |
f 747//19 1482//47 744//47 89//19 | |
f 91//19 754//19 1481//19 753//19 | |
f 754//19 284//19 1142//19 1481//19 | |
f 1481//19 1142//19 374//19 954//19 | |
f 753//19 1481//19 954//19 189//19 | |
f 284//19 759//19 1480//19 1142//19 | |
f 759//19 92//19 758//19 1480//19 | |
f 1480//19 758//19 283//19 1140//19 | |
f 1142//19 1480//19 1140//19 374//19 | |
f 374//19 1140//19 1479//19 953//19 | |
f 1140//19 283//19 747//19 1479//19 | |
f 1479//19 747//19 89//19 745//19 | |
f 953//19 1479//19 745//19 188//19 | |
f 189//19 954//19 1478//48 477//27 | |
f 954//19 374//19 953//19 1478//48 | |
f 1478//48 953//19 188//19 476//25 | |
f 19//28 456//28 1477//44 457//44 | |
f 456//28 168//28 913//44 1477//44 | |
f 1477//44 913//44 373//45 914//45 | |
f 457//44 1477//44 914//45 169//45 | |
f 168//28 681//28 1476//44 913//44 | |
f 681//28 73//28 683//44 1476//44 | |
f 1476//44 683//44 263//45 1101//45 | |
f 913//44 1476//44 1101//45 373//45 | |
f 373//45 1101//45 1475//47 1139//47 | |
f 1101//45 263//45 748//47 1475//47 | |
f 1475//47 748//47 90//19 751//19 | |
f 1139//47 1475//47 751//19 282//19 | |
f 169//45 914//45 1474//47 744//47 | |
f 914//45 373//45 1139//47 1474//47 | |
f 1474//47 1139//47 282//19 746//19 | |
f 744//47 1474//47 746//19 89//19 | |
f 73//28 680//49 1473//50 683//44 | |
f 680//49 115//51 807//52 1473//50 | |
f 1473//50 807//52 372//53 1100//54 | |
f 683//44 1473//50 1100//54 263//45 | |
f 115//51 403//55 1472//56 807//52 | |
f 403//55 8//57 405//58 1472//56 | |
f 1472//56 405//58 117//59 811//60 | |
f 807//52 1472//56 811//60 372//53 | |
f 372//53 811//60 1471//61 1121//62 | |
f 811//60 117//59 712//63 1471//61 | |
f 1471//61 712//63 81//27 715//64 | |
f 1121//62 1471//61 715//64 273//65 | |
f 263//45 1100//54 1470//66 748//47 | |
f 1100//54 372//53 1121//62 1470//66 | |
f 1470//66 1121//62 273//65 749//67 | |
f 748//47 1470//66 749//67 90//19 | |
f 90//19 749//67 1469//67 750//19 | |
f 749//67 273//65 1120//65 1469//67 | |
f 1469//67 1120//65 371//65 1133//67 | |
f 750//19 1469//67 1133//67 279//19 | |
f 273//65 715//64 1468//64 1120//65 | |
f 715//64 81//27 713//27 1468//64 | |
f 1468//64 713//27 178//27 933//64 | |
f 1120//65 1468//64 933//64 371//65 | |
f 371//65 933//64 1467//64 939//65 | |
f 933//64 178//27 466//27 1467//64 | |
f 1467//64 466//27 21//27 469//64 | |
f 939//65 1467//64 469//64 181//65 | |
f 279//19 1133//67 1466//67 735//19 | |
f 1133//67 371//65 939//65 1466//67 | |
f 1466//67 939//65 181//65 732//67 | |
f 735//19 1466//67 732//67 86//19 | |
f 89//19 746//19 1465//19 745//19 | |
f 746//19 282//19 1138//19 1465//19 | |
f 1465//19 1138//19 370//19 952//19 | |
f 745//19 1465//19 952//19 188//19 | |
f 282//19 751//19 1464//19 1138//19 | |
f 751//19 90//19 750//19 1464//19 | |
f 1464//19 750//19 279//19 1132//19 | |
f 1138//19 1464//19 1132//19 370//19 | |
f 370//19 1132//19 1463//19 949//19 | |
f 1132//19 279//19 735//19 1463//19 | |
f 1463//19 735//19 86//19 733//19 | |
f 949//19 1463//19 733//19 186//19 | |
f 188//19 952//19 1462//68 476//25 | |
f 952//19 370//19 949//19 1462//68 | |
f 1462//68 949//19 186//19 474//12 | |
f 474//12 186//19 948//19 1461//69 | |
f 1461//69 948//19 369//19 950//19 | |
f 475//28 1461//69 950//19 187//19 | |
f 186//19 733//19 1460//19 948//19 | |
f 733//19 86//19 734//19 1460//19 | |
f 1460//19 734//19 278//19 1131//19 | |
f 948//19 1460//19 1131//19 369//19 | |
f 369//19 1131//19 1459//19 1135//19 | |
f 1131//19 278//19 742//19 1459//19 | |
f 1459//19 742//19 88//19 743//19 | |
f 1135//19 1459//19 743//19 280//19 | |
f 187//19 950//19 1458//19 737//19 | |
f 950//19 369//19 1135//19 1458//19 | |
f 1458//19 1135//19 280//19 738//19 | |
f 737//19 1458//19 738//19 87//19 | |
f 86//19 732//67 1457//67 734//19 | |
f 732//67 181//65 938//65 1457//67 | |
f 1457//67 938//65 368//65 1130//67 | |
f 734//19 1457//67 1130//67 278//19 | |
f 181//65 469//64 1456//64 938//65 | |
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f 938//65 1456//64 937//64 368//65 | |
f 368//65 937//64 1455//64 1129//65 | |
f 937//64 180//27 725//27 1455//64 | |
f 1455//64 725//27 84//27 727//64 | |
f 1129//65 1455//64 727//64 277//65 | |
f 278//19 1130//67 1454//67 742//19 | |
f 1130//67 368//65 1129//65 1454//67 | |
f 1454//67 1129//65 277//65 741//67 | |
f 742//19 1454//67 741//67 88//19 | |
f 88//19 741//67 1453//70 740//20 | |
f 741//67 277//65 1128//71 1453//70 | |
f 1453//70 1128//71 367//72 1022//73 | |
f 740//20 1453//70 1022//73 223//21 | |
f 277//65 727//64 1452//74 1128//71 | |
f 727//64 84//27 724//75 1452//74 | |
f 1452//74 724//75 108//76 793//77 | |
f 1128//71 1452//74 793//77 367//72 | |
f 367//72 793//77 1451//78 791//79 | |
f 793//77 108//76 396//80 1451//78 | |
f 1451//78 396//80 5//81 395//82 | |
f 791//79 1451//78 395//82 107//83 | |
f 223//21 1022//73 1450//84 563//24 | |
f 1022//73 367//72 791//79 1450//84 | |
f 1450//84 791//79 107//83 560//85 | |
f 563//24 1450//84 560//85 43//25 | |
f 87//19 738//19 1449//20 736//20 | |
f 738//19 280//19 1134//20 1449//20 | |
f 1449//20 1134//20 366//21 866//21 | |
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f 57//280 618//282 1574//511 1575//512 | |
f 57//280 1575//512 1573//513 616//299 | |
f 238//281 1050//284 1576//514 1577//515 | |
f 618//282 238//281 1577//515 1574//511 | |
f 1579//516 323//286 1033//292 1578//517 | |
f 1576//514 1050//284 323//286 1579//516 | |
f 1580//518 1578//517 1033//292 229//291 | |
f 616//299 1573//513 1580//518 229//291 | |
f 604//301 1582//519 1583//520 201//302 | |
f 201//302 1583//520 1581//521 978//307 | |
f 1584//522 1585//523 54//300 605//303 | |
f 54//300 1585//523 1582//519 604//301 | |
f 1586//524 1587//525 233//304 1040//311 | |
f 1587//525 1584//522 605//303 233//304 | |
f 1588//526 1586//524 1040//311 318//308 | |
f 978//307 1581//521 1588//526 318//308 | |
f 1499//26 477//27 1591//27 1592//527 | |
f 475//28 1499//26 1592//527 1590//28 | |
f 1594//467 1478//48 476//25 1593//25 | |
f 477//27 1478//48 1594//467 1591//27 | |
f 1596//486 1462//68 474//12 1595//12 | |
f 476//25 1462//68 1596//486 1593//25 | |
f 1597//528 1461//69 475//28 1590//28 | |
f 1595//12 474//12 1461//69 1597//528 | |
f 1000//402 1599//529 1600//530 212//394 | |
f 212//394 1600//530 1598//531 539//396 | |
f 1601//532 1602//533 300//401 997//406 | |
f 300//401 1602//533 1599//529 1000//402 | |
f 1603//534 1604//535 210//408 538//409 | |
f 1604//535 1601//532 997//406 210//408 | |
f 1605//536 1603//534 538//409 37//397 | |
f 539//396 1598//531 1605//536 37//397 | |
f 1606//537 1607//538 831//412 127//413 | |
f 831//412 1607//538 1608//539 1195//414 | |
f 1195//414 1608//539 1610//540 523//415 | |
f 523//415 1610//540 1609//541 33//223 | |
f 1611//542 1612//543 830//408 1187//409 | |
f 830//408 1612//543 1606//537 127//413 | |
f 1609//541 1613//544 522//397 33//223 | |
f 1613//544 1611//542 1187//409 522//397 | |
f 988//419 1615//545 1616//546 206//412 | |
f 206//412 1616//546 1614//547 526//414 | |
f 1617//548 1618//549 296//418 985//423 | |
f 296//418 1618//549 1615//545 988//419 | |
f 1619//550 1620//551 204//425 525//426 | |
f 1620//551 1617//548 985//423 204//425 | |
f 1621//552 1619//550 525//426 34//415 | |
f 526//414 1614//547 1621//552 34//415 | |
f 511//432 1623//553 1624//554 30//429 | |
f 30//429 1624//554 1622//555 510//447 | |
f 1625//556 1626//557 200//431 976//434 | |
f 200//431 1626//557 1623//553 511//432 | |
f 1627//558 1628//559 291//436 973//440 | |
f 291//436 1628//559 1625//556 976//434 | |
f 1629//560 1627//558 973//440 198//439 | |
f 1622//555 1629//560 198//439 510//447 | |
f 1630//561 1631//562 480//430 1164//444 | |
f 480//430 1631//562 1632//563 22//335 | |
f 1633//564 1634//565 813//446 118//448 | |
f 813//446 1634//565 1630//561 1164//444 | |
f 1636//566 1637//567 289//451 965//455 | |
f 289//451 1637//567 1635//568 969//457 | |
f 1638//569 1639//570 194//454 495//458 | |
f 194//454 1639//570 1636//566 965//455 | |
f 1640//571 1641//572 26//430 496//444 | |
f 1641//572 1638//569 495//458 26//430 | |
f 196//446 1642//573 1640//571 496//444 | |
f 969//457 1635//568 1642//573 196//446 | |
f 1632//563 1643//574 479//429 22//335 | |
f 479//429 1643//574 1644//575 1147//447 | |
f 1644//575 1645//576 812//439 1147//447 | |
f 812//439 1645//576 1633//564 118//448 | |
f 365//89 1127//95 1647//577 1648//578 | |
f 1019//98 365//89 1648//578 1646//579 | |
f 1650//580 276//94 731//105 1649//581 | |
f 1647//577 1127//95 276//94 1650//580 | |
f 1651//582 1652//583 85//106 728//111 | |
f 1649//581 731//105 85//106 1652//583 | |
f 1653//584 1651//582 728//111 221//99 | |
f 1019//98 1646//579 1653//584 221//99 | |
f 1436//107 473//108 1655//108 1656//585 | |
f 471//109 1436//107 1656//585 1654//109 | |
f 1658//476 1416//128 472//101 1657//101 | |
f 473//108 1416//128 1658//476 1655//108 | |
f 1660//467 1415//106 470//27 1659//27 | |
f 1657//101 472//101 1415//106 1660//467 | |
f 80//107 709//130 1662//586 1663//587 | |
f 80//107 1663//587 1661//588 708//150 | |
f 1664//589 1665//590 255//129 1084//132 | |
f 709//130 255//129 1665//590 1662//586 | |
f 1666//591 1667//592 355//136 1003//144 | |
f 1667//592 1664//589 1084//132 355//136 | |
f 1668//593 1666//591 1003//144 213//143 | |
f 708//150 1661//588 1668//593 213//143 | |
f 1659//27 470//27 1395//151 1669//527 | |
f 1395//151 471//109 1654//109 1669//527 | |
f 258//184 1090//190 1671//594 1672//595 | |
f 678//185 258//184 1672//595 1670//596 | |
f 1674//597 344//189 1065//196 1673//598 | |
f 1671//594 1090//190 344//189 1674//597 | |
f 245//200 676//201 1675//599 1676//600 | |
f 1673//598 1065//196 245//200 1676//600 | |
f 1675//599 676//201 72//186 1677//601 | |
f 72//186 678//185 1670//596 1677//601 | |
f 1083//232 1679//602 1680//603 337//227 | |
f 1680//603 1678//604 999//235 337//227 | |
f 254//231 659//237 1681//605 1682//606 | |
f 254//231 1682//606 1679//602 1083//232 | |
f 1683//607 1684//608 67//238 656//239 | |
f 1681//605 659//237 67//238 1684//608 | |
f 1685//609 1683//607 656//239 211//236 | |
f 999//235 1678//604 1685//609 211//236 | |
g dice2_dice.numbers.001 | |
usemtl dice.numbers.001 | |
f 1648//578 1647//577 1702//610 1646//579 | |
f 1647//577 1650//580 1649//581 1702//610 | |
f 1702//610 1649//581 1652//583 1651//582 | |
f 1646//579 1702//610 1651//582 1653//584 | |
f 1655//108 1658//476 1657//101 1703//104 | |
f 1656//585 1655//108 1703//104 1654//109 | |
f 1654//109 1703//104 1659//27 1669//527 | |
f 1703//104 1657//101 1660//467 1659//27 | |
f 1662//586 1665//590 1664//589 1704//611 | |
f 1663//587 1662//586 1704//611 1661//588 | |
f 1661//588 1704//611 1666//591 1668//593 | |
f 1704//611 1664//589 1667//592 1666//591 | |
f 1538//478 1537//477 1689//612 1536//479 | |
f 1536//479 1689//612 1541//482 1543//484 | |
f 1689//612 1539//481 1542//483 1541//482 | |
f 1537//477 1540//480 1539//481 1689//612 | |
f 1534//335 1545//485 1544//296 1687//338 | |
f 1524//101 1535//476 1534//335 1687//338 | |
f 1525//467 1524//101 1687//338 1523//25 | |
f 1687//338 1544//296 1546//486 1523//25 | |
f 1688//613 1529//471 1532//473 1531//474 | |
f 1527//468 1530//472 1529//471 1688//613 | |
f 1528//469 1527//468 1688//613 1526//470 | |
f 1526//470 1688//613 1531//474 1533//475 | |
f 1516//459 1519//463 1518//462 1686//614 | |
f 1517//460 1516//459 1686//614 1515//461 | |
f 1515//461 1686//614 1520//464 1522//466 | |
f 1686//614 1518//462 1521//465 1520//464 | |
f 1566//503 1569//507 1568//506 1692//615 | |
f 1692//615 1568//506 1571//508 1570//509 | |
f 1565//505 1692//615 1570//509 1572//510 | |
f 1567//504 1566//503 1692//615 1565//505 | |
f 1549//488 1548//487 1690//616 1547//489 | |
f 1547//489 1690//616 1552//492 1554//494 | |
f 1690//616 1550//490 1553//493 1552//492 | |
f 1548//487 1551//491 1550//490 1690//616 | |
f 1573//513 1693//617 1578//517 1580//518 | |
f 1575//512 1574//511 1693//617 1573//513 | |
f 1574//511 1577//515 1576//514 1693//617 | |
f 1693//617 1576//514 1579//516 1578//517 | |
f 1583//520 1582//519 1694//618 1581//521 | |
f 1694//618 1584//522 1587//525 1586//524 | |
f 1582//519 1585//523 1584//522 1694//618 | |
f 1581//521 1694//618 1586//524 1588//526 | |
f 1691//619 1560//499 1563//501 1562//500 | |
f 1558//495 1561//498 1560//499 1691//619 | |
f 1559//496 1558//495 1691//619 1557//497 | |
f 1557//497 1691//619 1562//500 1564//502 | |
f 1670//596 1705//620 1675//599 1677//601 | |
f 1705//620 1673//598 1676//600 1675//599 | |
f 1671//594 1674//597 1673//598 1705//620 | |
f 1672//595 1671//594 1705//620 1670//596 | |
f 1706//621 1681//605 1684//608 1683//607 | |
f 1679//602 1682//606 1681//605 1706//621 | |
f 1680//603 1679//602 1706//621 1678//604 | |
f 1678//604 1706//621 1683//607 1685//609 | |
f 1591//27 1594//467 1593//25 1695//19 | |
f 1593//25 1596//486 1595//12 1695//19 | |
f 1695//19 1595//12 1597//528 1590//28 | |
f 1592//527 1591//27 1695//19 1590//28 | |
f 1598//531 1696//622 1603//534 1605//536 | |
f 1600//530 1599//529 1696//622 1598//531 | |
f 1599//529 1602//533 1601//532 1696//622 | |
f 1696//622 1601//532 1604//535 1603//534 | |
f 1610//540 1608//539 1697//623 1609//541 | |
f 1608//539 1607//538 1606//537 1697//623 | |
f 1606//537 1612//543 1611//542 1697//623 | |
f 1697//623 1611//542 1613//544 1609//541 | |
f 1698//624 1617//548 1620//551 1619//550 | |
f 1616//546 1615//545 1698//624 1614//547 | |
f 1615//545 1618//549 1617//548 1698//624 | |
f 1614//547 1698//624 1619//550 1621//552 | |
f 1700//625 1630//561 1634//565 1633//564 | |
f 1632//563 1631//562 1630//561 1700//625 | |
f 1644//575 1643//574 1632//563 1700//625 | |
f 1645//576 1644//575 1700//625 1633//564 | |
f 1699//626 1625//556 1628//559 1627//558 | |
f 1623//553 1626//557 1625//556 1699//626 | |
f 1624//554 1623//553 1699//626 1622//555 | |
f 1622//555 1699//626 1627//558 1629//560 | |
f 1637//567 1636//566 1701//627 1635//568 | |
f 1635//568 1701//627 1640//571 1642//573 | |
f 1701//627 1638//569 1641//572 1640//571 | |
f 1636//566 1639//570 1638//569 1701//627 |
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// Rolling dice | |
// | |
// Processing code and Mathematics by Waldeck Schutzer (@infinitymathart) | |
// Inspired by a similar work by Etienne Jacob (@etinjcb) | |
// Motion blur template by @davebeesandbombs, explanation/article: https://bleuje.com/tutorial6/ | |
// OpenSimplexNoise.pde can be found here: https://gist.github.com/wschutzer/4be8f14d12fc3541024f796ee7fb6fe2 | |
// See the license information at the end of this file. | |
import peasy.*; | |
final boolean recording = false; | |
final int frameWidth = recording ? 2160 : 600; | |
final int frameHeight = recording ? 3840 : 1067; | |
final int num_rows = 14; | |
final int num_cols = 14; | |
boolean stamping = true; | |
PeasyCam cam; | |
PShape dice; | |
PShape idice; // Inverted colors | |
PVector dice_dim; | |
float fac = frameWidth/800.0; | |
float dscl = frameWidth/num_cols; | |
int duration = 6; | |
int FPS = 60; | |
int numFrames = duration*FPS; | |
PFont courier; | |
////////////////////////////////////////////////////////////////////////////// | |
// Start of template | |
int[][] result; // pixel colors buffer for motion blur | |
float t; // time global variable in [0,1[ | |
float c; // other global variable for testing things, controlled by mouse | |
//----------------------------------- | |
// some generally useful functions... | |
float c01(float x) | |
{ | |
return constrain(x, 0, 1); | |
} | |
// ease in and out, [0,1] -> [0,1], with a parameter g: | |
// https://patakk.tumblr.com/post/88602945835/heres-a-simple-function-you-can-use-for-easing | |
float ease(float p, float g) { | |
if (p < 0.5) | |
return 0.5 * pow(2*p, g); | |
else | |
return 1 - 0.5 * pow(2*(1 - p), g); | |
} | |
// defines a map function variant to constrain or not in target interval (exists in openFrameworks) | |
float map(float x, float a, float b, float c, float d, boolean constr) | |
{ | |
return constr ? constrain(map(x, a, b, c, d), min(c, d), max(c, d)) : map(x, a, b, c, d); | |
} | |
// short one to map an x from [a,b] to [0,1] and constrain | |
float mp01(float x, float a, float b) | |
{ | |
return map(x, a, b, 0, 1, true); | |
} | |
// reversed pow that does some kind of ease out, [0,1] -> [0,1], with a parameter g | |
float pow_(float p, float g) | |
{ | |
return 1-pow(1-p, g); | |
} | |
// hyperbolic tangent, maps ]-infinity,+infinity[ to ]-1,1[ | |
float tanh(float x) | |
{ | |
return (float)Math.tanh(x); | |
} | |
//----------------------------------- | |
void draw() | |
{ | |
if (!recording) // test mode... | |
{ | |
t = (1.0*mouseX/width) % 1; | |
t += 0.007; | |
t %= 1; | |
c = mouseY*1.0/height; | |
if (mousePressed) | |
println(c); | |
draw_(); | |
} else // render mode... | |
{ | |
for (int i=0; i<width*height; i++) | |
for (int a=0; a<3; a++) | |
result[i][a] = 0; | |
c = 0; | |
for (int sa=0; sa<samplesPerFrame; sa++) { | |
t = map(frameCount-1 + sa*shutterAngle/samplesPerFrame, 0, numFrames, 0, 1) % 1; | |
t += 0.007; | |
t %= 1; | |
push(); | |
draw_(); | |
pop(); | |
loadPixels(); | |
for (int i=0; i<pixels.length; i++) { | |
result[i][0] += red(pixels[i]); | |
result[i][1] += green(pixels[i]); | |
result[i][2] += blue(pixels[i]); | |
} | |
} | |
loadPixels(); | |
for (int i=0; i<pixels.length; i++) | |
pixels[i] = 0xff << 24 | | |
int(result[i][0]*1.0/samplesPerFrame) << 16 | | |
int(result[i][1]*1.0/samplesPerFrame) << 8 | | |
int(result[i][2]*1.0/samplesPerFrame); | |
updatePixels(); | |
// Due to a weird flicker that has to do with the first frame not being | |
// rendered correctly, skip the first frame, and render past 1 frame at end. | |
// Does not occur if the default font is used. | |
//if (frameCount>1) // && frameCount<=numFrames) | |
{ | |
saveFrame("/tmp/r/frame_####.png"); | |
if (stamping) println(frameCount, "/", numFrames); | |
} | |
if (frameCount==numFrames) | |
exit(); | |
} | |
} | |
// End of template | |
////////////////////////////////////////////////////////////////////////////// | |
final int samplesPerFrame = 1; | |
final float shutterAngle = 1.0; | |
PVector getShapeDimensions(PShape shape) | |
{ | |
float minX = Float.MAX_VALUE; | |
float minY = Float.MAX_VALUE; | |
float minZ = Float.MAX_VALUE; | |
float maxX = -Float.MAX_VALUE; | |
float maxY = -Float.MAX_VALUE; | |
float maxZ = -Float.MAX_VALUE; | |
if (shape.getVertexCount() > 0) { | |
// If it's a single shape, directly access vertices | |
for (int i = 0; i < shape.getVertexCount(); i++) { | |
PVector v = shape.getVertex(i); | |
minX = min(minX, v.x); | |
minY = min(minY, v.y); | |
minZ = min(minZ, v.z); | |
maxX = max(maxX, v.x); | |
maxY = max(maxY, v.y); | |
maxZ = max(maxZ, v.z); | |
} | |
} else { | |
// If it's a group, iterate over each child shape | |
for (int j = 0; j < shape.getChildCount(); j++) { | |
PShape child = shape.getChild(j); | |
for (int i = 0; i < child.getVertexCount(); i++) { | |
PVector v = child.getVertex(i); | |
minX = min(minX, v.x); | |
minY = min(minY, v.y); | |
minZ = min(minZ, v.z); | |
maxX = max(maxX, v.x); | |
maxY = max(maxY, v.y); | |
maxZ = max(maxZ, v.z); | |
} | |
} | |
} | |
float width = maxX - minX; | |
float height = maxY - minY; | |
float depth = maxZ - minZ; | |
return new PVector(width, height, depth); | |
} | |
class thing | |
{ | |
int i0, j0, k0; | |
int ii, jj, kk; | |
PVector p0; // Initial position | |
PVector p; // Position of the center | |
PShape s = null; | |
thing(PShape s_, PVector p_, int i_, int j_, int k_) | |
{ | |
i0 = ii = i_; | |
j0 = jj = j_; | |
k0 = kk = k_; | |
s = s_; | |
p = p_.copy(); | |
p0 = p_.copy(); | |
s.resetMatrix(); | |
s.scale(dscl); | |
} | |
void restore() | |
{ | |
ii = i0; jj = j0; kk = k0; | |
p = p0.copy(); | |
s.resetMatrix(); | |
s.scale(dscl); | |
} | |
void rollX(float angle) | |
{ | |
PVector v; | |
if (angle>0) | |
v = new PVector(0,-dscl*dice_dim.y/2.0,-dscl*dice_dim.z/2.0); | |
else | |
v = new PVector(0,dscl*dice_dim.y/2.0,-dscl*dice_dim.z/2.0); | |
s.rotateX(angle); | |
PVector w = new PVector(0, v.y*cos(angle)-v.z*sin(angle),v.y*sin(angle)+v.z*cos(angle)); | |
p.add(PVector.sub(v,w)); | |
} | |
void rollY(float angle) | |
{ | |
PVector v; | |
if (angle>0) | |
v = new PVector(-dscl*dice_dim.x/2.0,0,-dscl*dice_dim.z/2.0); | |
else | |
v = new PVector(dscl*dice_dim.x/2.0,0,-dscl*dice_dim.z/2.0); | |
s.rotateY(-angle); | |
PVector w = new PVector(v.x*cos(angle)-v.z*sin(angle),0,v.x*sin(angle)+v.z*cos(angle)); | |
p.add(PVector.sub(v,w)); | |
} | |
void draw() | |
{ | |
pushMatrix(); | |
translate(p.x,p.y,p.z); | |
shape(s); | |
popMatrix(); | |
} | |
} | |
thing[] things; | |
void settings() | |
{ | |
size(frameWidth,frameHeight,P3D); | |
smooth(8); | |
} | |
void setup() | |
{ | |
result = new int[width*height][3]; | |
// cam = new PeasyCam(this, 0*fac, 0*fac, 0*fac, 750*fac); | |
cam = new PeasyCam(this, 0*fac, 0*fac, 0*fac, 1350*fac); | |
dice = loadShape(dataPath("dice2.obj")); | |
idice = loadShape(dataPath("dice3.obj")); | |
dice_dim = getShapeDimensions(dice); | |
println(dice_dim.x); | |
println(dice_dim.y); | |
println(dice_dim.z); | |
int ell = 0; | |
things = new thing[2*num_rows*num_cols]; | |
for(int k=0; k<2; k++) | |
{ | |
float z = k*dscl - dscl; | |
for(int i=0; i<num_cols; i++) | |
{ | |
float x = i*dscl - (num_cols-1)/2.0*dscl; | |
for(int j=0; j<num_rows; j++) | |
{ | |
float y = j*dscl - (num_rows-1)/2.0*dscl; | |
things[ell] = new thing( (i+j+k)%2 == 0 ? dice : idice, new PVector(x,y,z), i, j, k ); | |
ell++; | |
} | |
} | |
} | |
courier = createFont("Courier New",24*fac,true); | |
} | |
void draw_() | |
{ | |
final int nn = 12; | |
final float g = 4.0; | |
float tt = t % 1; | |
float t1 = ease(constrain(nn*tt,0,1),g); | |
float t2 = ease(constrain(nn*tt-1,0,1),g); | |
float t3 = ease(constrain(nn*tt-2,0,1),g); | |
float t4 = ease(constrain(nn*tt-3,0,1),g); | |
float t5 = ease(constrain(nn*tt-4,0,1),g); | |
float t6 = ease(constrain(nn*tt-5,0,1),g); | |
float t7 = ease(constrain(nn*tt-6,0,1),g); | |
float t8 = ease(constrain(nn*tt-7,0,1),g); | |
float t9 = ease(constrain(nn*tt-8,0,1),g); | |
float t10 = ease(constrain(nn*tt-9,0,1),g); | |
float t11 = ease(constrain(nn*tt-10,0,1),g); | |
float t12 = ease(constrain(nn*tt-11,0,1),g); | |
background(0); | |
lights(); | |
for(thing th: things) | |
{ | |
push(); | |
th.restore(); | |
if ( (th.ii + th.jj)%2 == 1 ) | |
{ | |
th.kk--; | |
translate(0,0,-t1*dscl); | |
} | |
if ( (th.ii + th.jj)%2 == 0 && th.kk == 1) | |
{ | |
th.rollX(th.ii %2 == 0 ? -HALF_PI*t2 : HALF_PI*t2); | |
th.jj += th.ii %2 == 0 ? 1 : -1; | |
} | |
if ( th.kk == -1) | |
{ | |
th.rollX(th.ii %2 == 0 ? HALF_PI*t2 : -HALF_PI*t2); | |
th.jj += th.ii %2 == 0 ? -1 : 1; | |
} | |
if ( (th.ii + th.jj)%2 == 0 && (th.kk == 0||th.kk==-1)) | |
{ | |
translate(0,0,t3*dscl); | |
th.kk++; | |
} | |
// 2nd | |
if ( (th.ii + th.jj)%2 == 1 ) | |
{ | |
th.kk--; | |
translate(0,0,-t4*dscl); | |
} | |
if ( (th.ii + th.jj)%2 == 0 && th.kk == 1) | |
{ | |
th.rollY(th.jj %2 == 0 ? -HALF_PI*t5 : HALF_PI*t5); | |
th.ii += th.jj %2 == 0 ? 1 : -1; | |
} | |
if ( th.kk == -1 ) | |
{ | |
th.rollY(th.jj %2 == 0 ? HALF_PI*t5 : -HALF_PI*t5); | |
th.ii += th.jj %2 == 0 ? -1 : 1; | |
} | |
if ( (th.ii + th.jj)%2 == 0 && (th.kk == 0||th.kk==-1)) | |
{ | |
translate(0,0,t6*dscl); | |
th.kk++; | |
} | |
// 3rd | |
if ( (th.ii + th.jj)%2 == 1 ) | |
{ | |
th.kk--; | |
translate(0,0,-t7*dscl); | |
} | |
if ( (th.ii + th.jj)%2 == 0 && th.kk == 1) | |
{ | |
th.rollX(th.ii %2 == 0 ? -HALF_PI*t8 : HALF_PI*t8); | |
th.jj += th.ii %2 == 0 ? 1 : -1; | |
} | |
if ( th.kk == -1 ) | |
{ | |
th.rollX(th.ii %2 == 0 ? HALF_PI*t8 : -HALF_PI*t8); | |
th.jj += th.ii %2 == 0 ? -1 : 1; | |
} | |
if ( (th.ii + th.jj)%2 == 0 && (th.kk == 0||th.kk==-1)) | |
{ | |
translate(0,0,t9*dscl); | |
th.kk++; | |
} | |
// 4h | |
if ( (th.ii + th.jj)%2 == 1 ) | |
{ | |
th.kk--; | |
translate(0,0,-t10*dscl); | |
} | |
if ( (th.ii + th.jj)%2 == 0 && th.kk == 1) | |
{ | |
th.rollY(th.jj %2 == 0 ? -HALF_PI*t11 : HALF_PI*t11); | |
th.ii += th.jj %2 == 0 ? 1 : -1; | |
} | |
if ( th.kk == -1 ) | |
{ | |
th.rollY(th.jj %2 == 0 ? HALF_PI*t11 : -HALF_PI*t11); | |
th.ii += th.jj %2 == 0 ? -1 : 1; | |
} | |
if ( (th.ii + th.jj)%2 == 0 && (th.kk == 0||th.kk==-1)) | |
{ | |
translate(0,0,t12*dscl); | |
th.kk++; | |
} | |
th.draw(); | |
pop(); | |
} | |
drawSignature(); | |
} | |
void drawSignature() | |
{ | |
fill(255); | |
push(); | |
translate(0, 0.35*height, dscl*1.1); | |
textFont(courier); | |
textSize(18); | |
textAlign(CENTER); | |
scale(fac); | |
text("@infinitymathart | 2024", 0, 0, 0); | |
pop(); | |
} | |
void mousePressed() | |
{ | |
float[] rotations = cam.getRotations(); | |
float[] look = cam.getLookAt(); | |
double dist = cam.getDistance(); | |
stamping = false; | |
println("..:"); | |
println(" cam = new PeasyCam(this, ", look[0]/fac, "*fac, ", look[1]/fac, "*fac, ", look[2]/fac, "*fac, ", dist/fac,"*fac);" ); | |
println(" cam.setRotations(", rotations[0], ", ", rotations[1], ", ", rotations[2],");\n\n"); | |
} | |
/* License: | |
* | |
* Copyright (c) 2024 Waldeck Schutzer | |
* | |
* All rights reserved. | |
* | |
* This code after the template and the related animations are the property of the | |
* copyright holder. Any reproduction, distribution, or use of this material, | |
* in whole or in part, without the express written permission of the copyright | |
* holder is strictly prohibited. | |
*/ |
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