<snapdata remixID="13483534"><project name="3d cube" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAEEZJREFUeF7tnXtsVFUex7/TaTt9l047fU4f0+ljpioiykNR8BFeKkizimEXiEQTlbhE8YkJhmAQjC4b1oruKmpSI2hggysEJGgKrhoEERXoDH2XmT7o+/2cmd3fLUOo7bTT9s7c1zn/AOHe37n3dz5z7v397vf8jgqAC6wxDwjkARUDUCDPs245DzAAGQiCeoABKKj7WecMQMaAoB5gAArqftY5A5AxIKgHGICCup91zgBkDAjqAQagoO5nnTMAGQOCeoABKKj7WecMQMaAoB5gAPrR/VFRUYiNjUVFRYUfexV3VwxAP4xPcHAwjEYj15PL5YLFYvFDr9LoggHow3FSqVQceEFBQdi48Qr27o2B3a7GwMAAysvLfdizdEwzAH0wVgReVlYWAgMDce+9HSgosHG95OWZUPFFJQwrDSgtLeVAVHpjAPJMQEpKCuhdb+bMbnz6adUw63l5ZlhPWRH3zzho92jZo5jpAfmjLyEhAVqtFhERThw/XoqoKMcI4wSg5ZwFrmAXzHlmVFVVobu7m7+LkKAlNgNOcdAiIyOh1+sRHu7E0aNliI0dHNVib28AZs7MRfHFYu7/I49FQv+sHsXFQ/9WamMATnLkw8PDkZaWBrXahY8+qsasWWPPZNXVwViyxHgNQOqWZsHW1lbU1tZO8iqkfxoDcIJjSAFGTk4OAgICsGuXDQsXdnhlwWrVID8/cxiAqn4VTDNM3LsgpWeU2BiAXo66Wq3mUir057p1TXjxxStenjl02KZNSfjifCjKvxqefjH8yQD1b2ouKlZiYwB6MeoZGRkIDQ3FsmVtePPNGi/OGHnInDk5uLyoA7WvD3/cqgZUMN1sgtVqhdPpnJRtKZ/EABxj9Ogdj971dLpBFBWVQEXemmSjCLh2Sy1aV7aOsJD8SjKivoxSZFqGATgKUDqdDnFxcdDrB3DgQAUiI0emVCbKIQFY+Vklemb0jHoqBSR2ux3t7e0TNS3p4xmA1w3ftGnTkJSUBI3GhYMHy5Ge3s/b4HI5wF8scGlGDzZCfg+B4VGD4tIyDECA+1Y79OnMhX37KpGX18sbeP39KsydmwPKA1p/tMIZ7fk9jyLi1vpW1NXV8da/2A0pGkCNRgMKMCilsmVLLVaO8n42lQF87LE0/PRTOMy9ZoQ5wnBm2hlYfvWshAmsD0T2PdmKmgUVCeD1YoGnnmrEhg0NU+FsxLnr1+tRVBSJQFcgTpacxDTHNLjgwg3mG1B2sAz9OZ4f7caFRqACKCsr4/WaxGpMUQASeAaDATTz3X57N/bsGS4WmOogffppDN54IxEapwZfl32N+MH4YSZ3x+1Gga5gWDJ6tD4pIFGKWkYxALpVKtOn9+Djj6sRGspfzu3gwWi8+moyx9L7l9/H/M75HlmebpqOxocaUbvD8+e3uII4xL0bp4i0jOwBdKtUSCxw8mQJr+C1talx113ZGBxUYYd9B5a3Lx93Eu1UdWK2abZXs2BlZSV6ekZP24zbkUQOkC2ApMmjWS8y0on9+yuQmspfSqW+PhCLF2eBItyHWx7G1rqtExruednzUG+sR9kRz+95EUURSF2fKvuARHYA0peL1NRU0PveJ59UY/bsrgnBMd7BpGghZcvdHXdjt233eIeP+v9dAV2YlTtr3FnQNN2E9qZ21NRM7vPfpC7OzyfJBkASCZBKhdq2bbXIzx/5yWsqvl24MAt2exCCncE4Zz03FVPcuU/pn8LJqJMovjC2HpACEjlrBiUPIK27oFweJZPXrGnGpk31U4bjegNbtyZi374YRDuiucg2yhHFm/08cx5sO23oWOJZ0pWxMgPqs2rZpmUkDSClVEJCQnDPPZ2cNo++ZPDV/va3eOzZE8uZO1x2GIZ+A1+mr9n5OvJrPKd/bsxHsWpQBXoUy1UzKEkASQJPUvi0tH5OBs9nKynR4KGHMjmThVWFuLX7Vj7Nj7BFs2Dj441oeN5zMjxhawJi9sbIMi0jKQDj4+O5ygIJCQNcZBsbO3WVipuI8+dDsWpVOhwOFV6pfwVrm9f6FDy3cavGivzM/HEDEnoXJOk+Sfjl1CQBYHR0NJKThxK9J06UcPo8Ptttt+WiuzsAq1pWYXPdZj5Ne2Xrvqz7UJ1cjdITnlXRQdVByFqSJbuARNQAkkggNzeXW/jz7rs2zJ/f6dWAenMQqVPuu8+IlpZA5PXmYX/Ffm9O89kx9CguKSrBYLznH1fubbnoqO2QVVpG1ABGRERwOb2LV5cy8jX6TzyRih9+iEDCQAKOlB9BiDOEL9OTtkNpmaLYIljPWT3aCGwMRPZ8eallRA0gqZJJncwXgE8+qcd330VyA/yL5RdoXJpJA+OLE2kWLP93OfpMfR7NZy7PhNqiRklJiS8uwe82RQ0gRbsrVqjwzjuXp+SYQ4ei8NJLKZwNX6VUpnSBV0/eG7MXrye+7lVAQnKt/n7+Pi/ycf2TsSFqALOzs7FrVz2WLp3cOoljxyKxcaMetNjsg+oPMK9r3mR85NdzZphmoHFhI+z/sHvsN/ZfsdD9XSeLtIyoATSbzVydleTkiVWR6uoKwKxZudwAPl//PB5vftyvEE2ls56AHtyaeyuKzxcDAZ4tmW8wo6pS+rVlRA/gqVOXvF6V1tAQyJW/6OkJQH5rPrbVbpsKC4KduyB7AexG+5hqmfAfw5H2eJrk0zKiB/DChWKv1uMuWmSEzRaM1L5UHK44zMnhpdr6VH24xXTLmKvo6N4oLdNV3wWbbaj+oBSbaAF05wDHioDpq8XDD2fAag2BblCHopIiqLgdaKXfXkp+CYeiD3kVkEj5O7FoASSVCwUhngDcvj0BhYVarqjP9yXfQ+vQSp+6P9wBpWVqtteg7aE2j/eW/ud0BJ0OkmxtGdECSGKDGTMSORn99e3DD2Oxc+fQYp9vSr9B0kCS7MBz31BReBHWp60fexZ0AuYbzZJVy4gWQMoBPvigCu+9N5QDPHMmDGvXpnN/f7/6fczv8rzwR05E0izYtLYJV17xXI1Lt1OHuA/jJBmQiBZASsHQmt3Fi9vxyCMGbuHPprpNWNOyRk58jXsvVcFVWGpc6tW7YH19PZqbm8e1KaYDRA0gVaOiuo33t92Pt2veFpPf/HotBGB5dDku/XzJY78BrQHIvSNXcrOgqAFM60/D0bKjfh1ssXZGj+LSY6UY0HtOyufMyUGXvYursiWVJloASWpPkvuLxRel4kufXuezKc/iaOxRWH/1rJZRt6qRc0eOpGZB0QJIo0lawBXtK7CjdodPB1cqxmkWrPq4Ct1zPBdEz/hLBjQ/a7iKq1JoogbwWi6QzYIcS19FfYWXU172KiChrcD6+jzLusQCp6gBJCdRYfBMZOJY2TGx+EzQ66BPdE1zm3D5Y88SNW2hFvFvxEtCLSN6AGm0KSVzpOwI0vuH8oBKbh3qDszJmQPLbxa4xliGSmoZu038JX8lASApo5PikvCb5Tcls3ft3jm1TKYdZWMsSQ09G4qM1RmiD0gkAaB7Fvyo6iPM7Z6reAgHVAO42XQzLv33Ehxaz0tTKSLuq+nj9qQTa5MMgO6tsVhaZgil15Jew/5p+8cOSFwAPYrFvAeJZAAkp5tMJiztWIqd9p1i/UH79booLVO3uQ4tq1o89mvINyDwQqBoFzFJCkD3o5jeBaUsOOWLUm/UMinPpkB1QCVa0arkAKRKWMZAI46XHudrHCVth2bBlhUtqHtj9K0dqLBRQ00DmpqaRHmfkgOQCk/So/i05TTCXeGidKo/L8oWZMOirEVDdQZHEYNTTZnq6mp0dfFbqJOve5QcgHTjVPdZF6PD75bf+fKDpO0sz1yOEk0JLBdH7kFCANIi9sFBfuvp8OUwSQLofhfcXLsZq1pX8eULydpxwokbzTei7FAZ+jOHL1YXe4VVyQLIvhMP/728kPwCDmsPw/L78FmQAejDeYVqQi/vXI63at7yYS/SMU0Bif0tO9ofGKok4d6LWMw1piU7A5KD3YXJWXJ66EdyPOI4NqRuuJacjjoUhcTnE3HpkmcltdA/L0kDSM4j0ao+UM/tycYaQLNgb1YvKv5TAf1f9dAc0Yi6wLnkAXQHJF+Wf4nsvmzFM9isbsadOXfCcs6CzGWZ6DnfI+qClrIAUKvVIiU+hallrv78zCYzBpMHEdAVgNqLtejo8LwNhNC/WFkA6J4F36t+Dwu6FgjtU8H7d8CBm8w3cdch5gCEC5QA8Le5hoCuDwsLQ3p6OlvEdHUMtiRuwefTPhe9Klo2AJLfaRHTXd134YPLHwj4UxC+64K4AuzWDe1jx2ZAP48HyffPWs4ixCV84XE/3zrOhJ3B2vS1XMEmWpQkhRK+spoBacDpMZwZlIlvS7/19/gL1t/5kPN4NONRuFQublF6e/vkShoLcQOyA9AdkChhFnTBhdm5s0Hbv9bV1aGlxbMwVQi4vOlTlgDS1g60kEmuX0iojvSyzGWoCarhZjspleL4I5SyBNA9C75Y/yLWNa/z5ocomWOeSHsCP4T/wOn7SOcn9SZbAK+V+JVJVYWNyRtxNPoonE6nZMpuePPjkC2AdPOkllnStQS77Lu88YUoj3FvXuNwOLhvuvSnnJqsAZSyWuabiG84ZQsFGhUVFejt7ZUTd9fuRdYAutMyuhAdTltPS2IAW9QtmJcztKMTLSjv7vZcCUsSNzTORcoeQHdAcqDiAMy9ZtGOGalYHjQ+iFZ1KxoaGtDY2Cjaa+XzwhQBIG14nZqUKspFTPSIXWxcDFuwjdsNnXZFV1JTBIDuWfBN+5tY1r5MFOPrUDmwOm01fg37lXu/o/c8JTbFABgaGgpa1C6G5PTWxK3YF7MPAwMD3DdbSq0otSkGQHdaZkbfDHxe9bkg412oLcT2hO2c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select="1"><scene name="3d cube"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="add node %&apos;x&apos; %&apos;y&apos; %&apos;z&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doAddToList"><block s="reportNewList"><list><block var="x"/><block var="y"/><block var="z"/></list></block><block var="nodes"/></block></script></block-definition><block-definition s="draw nodes %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">4</input></inputs><script><block s="setSize"><block var="size"/></block><block s="doForEach"><l>node</l><block var="nodes"/><script><block s="gotoXY"><custom-block s="%l %n"><block var="node"/><l>1</l></custom-block><custom-block s="%l %n"><block var="node"/><l>2</l></custom-block></block><block s="down"></block><custom-block s="nudge"></custom-block><block s="up"></block><block s="setColor"><color>49,53,0,1</color></block><block s="write"><block s="reportListIndex"><block var="node"/><block var="nodes"/></block><l>24</l></block><block s="setColor"><color>76,255,64,1</color></block></script></block></script></block-definition><block-definition s="%&apos;list&apos; %&apos;index&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n">1<options>1&#xD;2&#xD;last</options></input></inputs><script><block s="doReport"><block s="reportListItem"><block var="index"/><block var="list"/></block></block></script></block-definition><block-definition s="nudge" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="forward"><l></l></block></script></block-definition><block-definition s="add edge %&apos;node1&apos; %&apos;node2&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doAddToList"><block s="reportNewList"><list><block var="node1"/><block var="node2"/></list></block><block var="edges"/></block></script></block-definition><block-definition s="draw edges %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">4</input></inputs><script><block s="doIf"><block s="reportIsA"><block var="edges"/><l><option>list</option></l></block><script><block s="doIf"><block s="reportNot"><block s="reportListIsEmpty"><block var="edges"/></block></block><script><block s="setSize"><block var="size"/></block><block s="doForEach"><l>edge</l><block var="edges"/><script><custom-block s="go to node 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category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">X<options>X&#xD;Y&#xD;Z</options></input><input type="%n"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>c1</l><l>c2</l><l>index</l></list></block><block s="doSetVar"><l>index</l><l>0</l></block><block s="doForEach"><l>node</l><block var="nodes"/><script><block s="doChangeVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>c1</l><custom-block s="%l %n"><block var="node"/><block s="reportListIndex"><block var="XYZ"/><block s="reportNewList"><list><l>Z</l><l>X</l><l>Y</l></list></block></block></custom-block></block><block s="doSetVar"><l>c2</l><custom-block s="%l %n"><block var="node"/><block s="reportListIndex"><block var="XYZ"/><block s="reportNewList"><list><l>Y</l><l>Z</l><l>X</l></list></block></block></custom-block></block><block s="doReplaceInList"><block s="reportListIndex"><block var="XYZ"/><block s="reportNewList"><list><l>Z</l><l>X</l><l>Y</l></list></block></block><block var="node"/><block s="reportDifference"><block s="reportVariadicProduct"><list><block var="c1"/><block s="reportMonadic"><l><option>cos</option></l><block var="θ"/></block></list></block><block s="reportVariadicProduct"><list><block var="c2"/><block s="reportMonadic"><l><option>sin</option></l><block var="θ"/></block></list></block></block></block><block s="doReplaceInList"><block s="reportListIndex"><block var="XYZ"/><block s="reportNewList"><list><l>Y</l><l>Z</l><l>X</l></list></block></block><block var="node"/><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block var="c2"/><block s="reportMonadic"><l><option>cos</option></l><block var="θ"/></block></list></block><block s="reportVariadicProduct"><list><block var="c1"/><block s="reportMonadic"><l><option>sin</option></l><block var="θ"/></block></list></block></list></block></block><block s="doReplaceInList"><block var="index"/><block var="nodes"/><block var="node"/></block></script></block></script></block></script></block-definition><block-definition s="rotateXYZ %&apos;θx&apos; %&apos;θy&apos; %&apos;θz&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="rotate %s %n"><l>X</l><block var="θx"/></custom-block><custom-block s="rotate %s %n"><l>Y</l><block var="θy"/></custom-block><custom-block s="rotate %s %n"><l>Z</l><block var="θz"/></custom-block></script></block-definition><block-definition s="add face %&apos;node1&apos; %&apos;node2&apos; %&apos;node3&apos; %&apos;node4&apos; %&apos;colornode&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%l"></input></inputs><script><block s="doAddToList"><block s="reportNewList"><list><block var="node1"/><block var="node2"/><block var="node3"/><block var="node4"/><l>hidden</l><block var="colornode"/></list></block><block var="faces"/></block></script></block-definition><block-definition s="draw faces %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">2</input></inputs><script><block s="doDeclareVariables"><list><l>zmid</l></list></block><block s="doSetVar"><l>zmid</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>face</l><block var="faces"/><script><block s="doAddToList"><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportListItem"><l>3</l><custom-block s="%l %n"><block var="nodes"/><block s="reportListItem"><l>1</l><block var="face"/></block></custom-block></block><block s="reportListItem"><l>3</l><custom-block s="%l %n"><block var="nodes"/><block s="reportListItem"><l>3</l><block var="face"/></block></custom-block></block></list></block><l>2</l></block><block var="zmid"/></block><block s="doReplaceInList"><l>5</l><custom-block s="%l %n"><block var="faces"/><block s="reportListAttribute"><l><option>length</option></l><block var="zmid"/></block></custom-block><block s="reportListItem"><l><option>last</option></l><block var="zmid"/></block></block></script></block><block s="doRepeat"><l>3</l><script><block s="doReplaceInList"><block s="reportListIndex"><block s="reportCombine"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>number</option></l></block></autolambda><list></list></block><block var="zmid"/></block><block s="reifyReporter"><autolambda><block s="reportVariadicMin"><list><l></l><l></l></list></block></autolambda><list></list></block></block><block var="zmid"/></block><block var="zmid"/><l>hidden</l></block></script></block><block s="doFor"><l>i</l><l>1</l><l>6</l><script><block s="doIf"><block s="reportVariadicEquals"><list><custom-block s="%l %n"><block var="zmid"/><block var="i"/></custom-block><l>hidden</l></list></block><script><block s="doReplaceInList"><l>5</l><custom-block s="%l %n"><block var="faces"/><block var="i"/></custom-block><l>hidden</l></block></script><list></list></block></script></block><block s="doIf"><block s="reportIsA"><block var="faces"/><l><option>list</option></l></block><script><block s="doIf"><block s="reportNot"><block s="reportListIsEmpty"><block var="faces"/></block></block><script><block s="doForEach"><l>face</l><block var="faces"/><script><block s="doIf"><block s="reportVariadicEquals"><list><custom-block s="%l %n"><block var="face"/><l>5</l></custom-block><l>hidden</l></list></block><script><block s="setSize"><l>2</l></block><block s="setColor"><color>29,29,29,1</color></block><custom-block s="go to node %n"><custom-block s="%l %n"><block 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