<snapdata remixID="10161271"><project name="Untitled 1" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>Converted by Snapinator&#xD;&#xD;an experimental 3d engine&#xD;&#xD;up, down, left, right : move&#xD;w ,x : rotate,&#xD;space : 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</pentrails><costumes><list id="2"><item><costume name="backdrop1" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list id="4"><item><sound name="pop" sound="data:audio/x-wav;base64,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" id="5"/></item></list></sounds><variables></variables><blocks><block-definition s="liste cube x %&apos;x&apos; y %&apos;y&apos; z %&apos;z&apos;" type="command" category="other"><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 var="x"/><block var="cube x"/></block><block s="doAddToList"><block var="y"/><block var="cube y"/></block><block s="doAddToList"><block var="z"/><block var="cube z"/></block></script></block-definition><block-definition s="éditer une zone de cubes de x %&apos;x1&apos; %&apos;x2&apos; y %&apos;y1&apos; %&apos;y2&apos; z %&apos;z1&apos; %&apos;z2&apos;" type="command" category="other"><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="%n"></input><input type="%n"></input></inputs><script><block s="doWarp"><script><block s="doDeleteFromList"><l><option>all</option></l><block var="multicompte"/></block><block s="doAddToList"><block var="x1"/><block var="multicompte"/></block><block s="doAddToList"><block var="y1"/><block var="multicompte"/></block><block s="doAddToList"><block var="z1"/><block var="multicompte"/></block><block s="doReplaceInList"><l>1</l><block var="multicompte"/><block var="x1"/></block><block s="doRepeat"><block s="reportSum"><block s="reportDifference"><block var="x2"/><block var="x1"/></block><l>1</l></block><script><block s="doReplaceInList"><l>2</l><block var="multicompte"/><block var="y1"/></block><block s="doRepeat"><block s="reportSum"><block s="reportDifference"><block var="y2"/><block var="y1"/></block><l>1</l></block><script><block s="doReplaceInList"><l>3</l><block var="multicompte"/><block var="z1"/></block><block s="doRepeat"><block s="reportSum"><block s="reportDifference"><block var="z2"/><block var="z1"/></block><l>1</l></block><script><custom-block s="liste cube x %n y %n z %n" scope="local"><block s="reportListItem"><l>1</l><block var="multicompte"/></block><block s="reportListItem"><l>2</l><block var="multicompte"/></block><block s="reportListItem"><l>3</l><block var="multicompte"/></block></custom-block><block s="doReplaceInList"><l>3</l><block var="multicompte"/><block s="reportSum"><block s="reportListItem"><l>3</l><block var="multicompte"/></block><l>1</l></block></block></script></block><block s="doReplaceInList"><l>2</l><block var="multicompte"/><block s="reportSum"><block s="reportListItem"><l>2</l><block var="multicompte"/></block><l>1</l></block></block></script></block><block s="doReplaceInList"><l>1</l><block var="multicompte"/><block s="reportSum"><block s="reportListItem"><l>1</l><block var="multicompte"/></block><l>1</l></block></block></script></block></script></block></script></block-definition><block-definition s="reset list" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block 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image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAASrklEQVR4nO3dUWMVxRkG4Pf/3+ZfVS0qVEELKqihClpQQQW1F6JNhgROcnb3m5l9Lp6rVnh3dnfemUk4JycnJ38AANtKdQAA2CMFDAAFFDAAFFDAAFBAAQNAAQUMAAUUMAAUUMAAUEABA0ABBQwABRQwABS4dgEn+ctP1RcBAKNZooD/SFJ+IQBQ4bpdeNQRdJLbShiAvWo2oy+u9N+uEOCz6gEBgDUluXfsBnSxX8JyJA3AHizVd4v+FnSS75QwALNqyvfRUX/W2gGrBwsAjpXk8dLdttq/A25WCc+rBw8ArmOtH7Gu+kEcfi4MwMiaHru76J+9QfiPlTAAI0nycu3u2uyjKJtVxBfVgwsAF9nq9HbTz4J2JA1Ar5Lc2rKjNv8yhiSPlDAAPanYIJZ9G1Jzse9UDz4A+9T00bPN/t6OLvrn6psAwH4keVB5Ilv+fcB+LgzA1nronvICfjUQ/6oeCAD2oSnf07Ic1QPxhkG5X50HgHkkedrTZq+rAn41QOXHAgDMpcdu6a6AXw3Ut70NFABjasr3dnWev3NVB7jCoL1XnQeAcfS46z2XrzrAFQfw1+o8APSv9/I9ORmggEcZSADqJbkzSl8MUcCvBvXmKIMKwPZG26wNU8CXDPCX1XkAqNd0w5PqPAdlrg6wwECX5wGgRpKHo/bBkAX8atD/M+qgA3C80TdjwxbwJTfgn9V5AFjfDJ+cOHwBX3AjXlTnAWAdSZ6PvOs9dy3VARa8KUMfRQDwZrPN89MU8Kub8+FMNweAkz+S3GjK92Z1pkWuqzrASjfrrK+r8wBwPbPtes9dW3UANw2Ai8z++z3TFvCrm3eqhAHGkuTeHubuqQv4zM086/3qPABcbE+nl7so4Atu6m/VeQA4r5mnH1XnWf16qwNsfHN/28vKCmAUSR7vcW7eVQG/utHv7/FGA/RoT0fOr117dYBObvppdR6AvWnm4bvVeTa//uoAHd388jwAe5Dkpbl35wX86kH42oMAsA0bnzNjUR2gF81D8WF1HoCZJLmleJsxqQ7QEyszgOWZWy8Zl+oAvUnywoMCsIymfJ9V5+mJAr5oUJpv3qjOAzCaJA/Mo28Zo+oAPWtWbv+pzgMwAkfOB45TdYDeeZAADuczFq4wVtUBRpDkSyUMcLkkT82TVxyz6gAjaVZ2N6vzAPTASeE1x606wGg8aAD/18yJt6vzjEQBX2fQkl+VMLBnNiMLjGF1gFElec/DB+yR8l1oHKsDjK55EL+tzgOwliR3FO+C41kdYAZWg8DszHMrjGl1gFn41BdgVk35PqnOMwsFvPSAnn9Q/1WdB+C6kjy0sVhxfKsDzMhRDTA689gGY1wdYFZJfvbwAiNqyvd+dZ5ZKeA1Bzd5RwkDo0jy3Jy14XhXB9iDZjX5qDoPQMuRc8GYVwfYCw830KM033/uc+43HPvqAHuS5AslDPTCxqB4/KsD7FHz0H9cnQfYn2YeelGdZ48UcNXAW3kCBZLcM/f0QQFXDr7fOAQ2ZOHfFwXcAS8EsDb/GqM/CrgTzcvxXXUeYA5JHlvk90kBd8TxELAkc0rfFHBnknzmhQGO1ZTv3eo8XHCPqgNwyY05//Lcrs4DjCHJS4v4MSjgjjk+Aq7CnDEWBdy5JD95oYA3SXLLPDEeBTwILxdwEbvecSnggTQv2vfVeYBazZzwrDoPV7x/1QG44g2z2oXdS/LAPDA+BTwgn+UK+2URPg8FPLDmRfykOg+wruadP63Ow5H3szoAR95Aq2GYXpKn3vP5KOAJJPnBywlzssielwKeiJcU5uIT8eamgCfTvLBPqvMAV2fXuw8KeEJeXhiX93c/FPCkkvzbSwzjSHLHO7svCnhyzWr60+o8wOvsevdJAe+Alxv65fc29ksB74R/Rwh9SfLQO7lvCnhnvPBQz6kUJycKeJeal/+H6jywJ837d786D4XPQnUAim68FThsKslz7xxnKeAdS/KJCQHWZ8HLRRQw7eRwtzoPzCLJjeb9ulmdiX4oYP44ObFCh6V5p3gbBczfkvzXhAHHa8r3RXUe+qSAeY0ShutJcs/7w6EUMBdqVvA/VueB3jly5qoUMJcyocBhmnflUXUexqCAeSPf0AKXS/LY+8F1KWAO0qzwP6vOA9WcEHEsBczBTDjwJ/92niUoYK4kyXdKmL1K8tLzz1IUMNdiEmJvnACxNAXMtTUT0rPqPLCGJLcUL2tQwBzFroCZeb5ZkwLmaEk+NkkxGyc8rE0Bs5hmwvq8Og9cR5IHFpRsQQGzKEd2jMzzy5YUMIvz6UCMqCnf0+o8zE8Bs5pmQnunOg9cJMlTC0YqKGBW1ZTwz9V54CxHzlRSwKzOJEePmufydnUe9kcBs4kkHylhemBBSC8UMJtqJr/71XnYF+VLTxQwmzMJsrX4Xms6pIApkeRbEyJbsOCjVwqYUs3k+G51HubSPF9PqvPAWQqYcs0k+Ut1HsaX5KFdL71TwHTBMSFL8SwxCgVMN3zvKsfyW/aMRAHTnWYS/bI6D/1L8tzijdEoYLrkGJFDeVYYlQKmW0m+MbFymSQ3mvK9WZ0JrkIB071mkv1ndR7q2fUyAwXMEJoJ90V1HjwLcCwFzDDsevYtyT33n5koYIaS5EOT8P5YfDEjBcyQmgn5q+o8bHavH1XngaUoYIZlVzS3JI/dX2amgBmaz/ydk8UVe6CAmUIzYb9fnYfF7uXd6jywFgXMNJqJ+7fqPFz5/r2062VPFDBTSfK7SXw8jpzZIwXMdJJ8YDIfg2/AYs8UMNNqdlWn1Xl44/0pzwNbU8BMzSTfp+a+PKvOAxUUMNNL8rUS7kOSB+4F/EkBsxvNruuD6jx74zQCzlPA7EpTAr9X59kLP4+H1ylgdse/N910rJ8aa7iYAmaXktxQDKuPsSNneAMFzK41JfGwOs8smnG9XZ0HeqSA2T07NWMJFRQwnJz8keQrxXH0GCpfuAIFDGc0JXKzOs8IktxRvHB1ChgadnLGCraggOECSX5VLG8do7OeVOeB0ShguESS95TwhePy0LjA8RQwvEWz0/umOk9HY1GeB0amgOEAiue1MbhfnQdGp4DhQHv9Jp8kz/d43bA2BQxX1OwEb1Xn2fBay/PATBQwXMPsxdR+VrZ/Ew3LU8BwTUl+mbGEZ19cQC8UMBwhybszlVVTvi+q88DMFDAsoCmuR9V5rpH/3kwLCRiBAoaFjHp0O2puGJ0ChgUl+WKkMht95w4jU8CwgqbYPqrOc0G+xyMtFGBGChhW0uvRbq+5YG8UMKyot0+Rasr3bnUe2DMFDCtL8o/qEk7ysjoDcJ4Cho00u8/HRX9v+TgAf1LAsKEtyzDJLcUL/VLAsLEkn69djHa90D8FDEWakry90p/7rPo6gYspYCi05E41O/2+YhiVAoZiSX46tjgdOcN4FDB04roF2pTvafV1AIdRwNCRpky/f8v/96ldL4xLAUNnDjlOduQM41PA0KE3fT/vWr89DWxLAUPH2p2uXS/MQwFD55QvzEkBQ8eS3FHAMCcFDJ26qHSVMMxDAUOHmvJ9cuj/BoxDAUNHkjw8ZJfrSBrGp4ChE1ct1SR3lTCMSwFDB5ryvX/Ef/tp9bUAh1HAUCjJ8yV2sY6kYTwKGIosXZo+GxrGooBhY0luNOV7c+E/XwnDABQwbGiro+Lm73lafd3A6xQwbKQpxRcb/33l1w+cp4BhZW/6ZqMN/u5PlTD0SQHDinrZhTY57laPC6CAYTVN6T3qLE/5+MDeKWBYWJLHvRZdkie9ZoO9UcCwoFF2mSNkhNkpYFjIaD9nbfL+WJ0H9kYBw5GSvBx1RznKjh1mpIDhCDMUWJI7o18DjEgBwzUkuTVbaTWLiXvVeWB2ChiuaIZd7x6vDXqjgOEKmoJ6Vp1npWv8XgnD+hQwHCDJg72V0t6uF7amgOEt9nws21z7T9V5YCYKGN6gKaDT6jwdjEF5HpiFAoYLJHmqdM6Nx23jActSwNCw4zt4bD6vzgMjU8BwRlMwt6vz9MgCBZahgOFEqVxjvLr9xicYhQJm95TvYmP3j+o8MBIFzG75DOTFxvGs59V5YBQKmF2y6zWeUE0BsztNWTypzjOLJB8pYTicAmY3kjxUEJuM81lfVOeBXilgdsERqfGG3ihgpteUwf3qPHuR5JEShsspYKaV5LkCqNcsgN6tzgO9UMBMyRFoX5r78Ut1HuiBAmYqSW40k/3N6kz8fW8siuAMBcw0TPD9S3LLPYI/KWCm0JTvi+o8XOl+PajOAxUUMENLcs+OakxOLNg7BcywTODjS/KNe8heKWCG1JTvo+o8LHo/36vOA1tQwAzF99DOqynhX6vzwNoUMMNw5Dw/95g9UcAMoZmY71bnYdV7fVMJswcKmK4leWky3qdm0fVVdR5YmgKmW44j8QwwMwVMd3xaEs3z4HucmZICpit2PFymeTZuVOeBYylgutFMsM+q89Cf5hl5WZ0HjqGAKZfkgV0vh0ryu+eFGShgSjly5jqSfOC5YXQKmDJN+Z5W52E8zTP0dXUeuAoFzOaSPLV7YSlOURiVAmZTJkvWkOTUc8VoFDCbacr3dnUe5tM8Yx9U54E3UcCszq6XLTXP2+/VeeAyCphVKV8qJPnNc0fvFDCrSHLHBEilJO97BumZAmZxdr30pHkeH1bngb8oYBbVTHZPqvPAyYlFIX1SwCzCN9bQuyRfeUbpiQLmaHYXjKR5Xj+szsN+KWCO0kxm96vzwCEsGumBAuZakjw3gTGyJC88w1RSwFyZ3QOzSPJPzzJVFDAHS3LDz8+YUfNcf1Odh31QwBzErpfZecbZmgLmrZqJ6UV1HlhLki+VMFtRwFwqyT2TEXvULDpvVedhTgqYCzmOY++8A6xNAfOaZuJ5VJ0HqiT5RQmzFgXM35I8NtnAeUne9V6wBgXMHycnjtv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id="157"/></item></list></costumes><sounds><list id="158"><item><sound name="meow" 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" id="159"/></item></list></sounds><blocks><block-definition s="focus" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doSetVar"><l>focus</l><block s="reportQuotient"><block var="zoom"/><l>1000</l></block></block></script></block></script></block-definition><block-definition s="dessiner un cube x %&apos;x&apos; y %&apos;y&apos; z %&apos;z&apos; posx %&apos;px&apos; posy %&apos;py&apos; 3d? %&apos;3d&apos;" type="command" category="other"><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="%n"></input><input type="%b"></input></inputs><script><block s="doIfElse"><block var="3d"/><script><custom-block s="cube x %n y %n z %n entrée x %n y %n fonction %s" scope="local"><block var="x"/><block var="y"/><block var="z"/><block var="px"/><block var="py"/><l>G</l></custom-block><custom-block s="cube x %n y %n z %n entrée x %n y %n fonction %s" scope="local"><block var="x"/><block var="y"/><block var="z"/><block var="px"/><block var="py"/><l>D</l></custom-block></script><script><custom-block s="cube x %n y %n z %n entrée x %n y %n fonction %s" scope="local"><block var="x"/><block var="y"/><block var="z"/><block var="px"/><block var="py"/><l>N</l></custom-block></script></block></script></block-definition><block-definition s="dessine le sol x %&apos;x&apos; y %&apos;y&apos; z %&apos;z&apos; entrée x %&apos;ex&apos; y %&apos;ey&apos; 3d? %&apos;3d&apos;" type="command" category="other"><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="%n"></input><input type="%b"></input></inputs><script><block s="doWarp"><script><block s="doIfElse"><block var="3d"/><script><custom-block s="aller a x %n y %n z %n 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s="reportMonadic"><l><option>sin</option></l><block s="reportSum"><block var="roty"/><l>90</l></block></block></block></block></block><block s="doSetVar"><l>scroll z</l><block s="reportSum"><block var="scroll z"/><block s="reportProduct"><block s="reportDifference"><l>0</l><block var="mouvement"/></block><block s="reportMonadic"><l><option>cos</option></l><block s="reportSum"><block var="roty"/><l>90</l></block></block></block></block></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><script><block s="doSetVar"><l>mouvement</l><block s="reportDifference"><l></l><block s="reportQuotient"><block var="pas"/><l>10</l></block></block></block><block s="doSetVar"><l>scroll x</l><block s="reportSum"><block var="scroll x"/><block s="reportProduct"><block var="mouvement"/><block s="reportMonadic"><l><option>sin</option></l><block s="reportSum"><block var="roty"/><l>90</l></block></block></block></block></block><block s="doSetVar"><l>scroll z</l><block s="reportSum"><block var="scroll z"/><block s="reportProduct"><block s="reportDifference"><l></l><block var="mouvement"/></block><block s="reportMonadic"><l><option>cos</option></l><block s="reportSum"><block var="roty"/><l>90</l></block></block></block></block></block></script></block></script></block-definition></blocks><variables></variables><scripts><script x="30" y="698.1818181818181"><block s="receiveGo"></block><block s="doSetVar"><l>pas</l><l>2</l></block><block s="doSetVar"><l>scroll x</l><l>0</l></block><block s="doSetVar"><l>scroll y</l><l>0</l></block><block s="doSetVar"><l>scroll z</l><l>0</l></block><block s="doForever"><script><custom-block s="scrolling" scope="local"></custom-block><custom-block s="gravité" scope="local"></custom-block><custom-block s="controles" scope="local"></custom-block></script></block></script></scripts></sprite><watcher var="scrool y rendu" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="x %&apos;x&apos; y %&apos;y&apos; z %&apos;z&apos; %&apos;position x&apos; %&apos;position y&apos; %&apos;action&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%upvar"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>xy</l><l>xz</l><l>yx</l><l>yz</l><l>zx</l><l>zy</l></list></block><block s="doSetVar"><l>xy</l><block s="reportDifference"><block s="reportProduct"><block s="reportMonadic"><l><option>cos</option></l><block var="rotx"/></block><block var="y"/></block><block s="reportProduct"><block s="reportMonadic"><l><option>sin</option></l><block var="rotx"/></block><block var="z"/></block></block></block><block s="doSetVar"><l>xz</l><block s="reportSum"><block s="reportProduct"><block s="reportMonadic"><l><option>sin</option></l><block var="rotx"/></block><block var="y"/></block><block s="reportProduct"><block s="reportMonadic"><l><option>cos</option></l><block var="rotx"/></block><block var="z"/></block></block></block><block s="doSetVar"><l>yz</l><block s="reportDifference"><block s="reportProduct"><block s="reportMonadic"><l><option>cos</option></l><block var="roty"/></block><block var="xz"/></block><block s="reportProduct"><block s="reportMonadic"><l><option>sin</option></l><block var="roty"/></block><block var="x"/></block></block></block><block s="doSetVar"><l>yx</l><block s="reportSum"><block s="reportProduct"><block s="reportMonadic"><l><option>sin</option></l><block var="roty"/></block><block var="xz"/></block><block s="reportProduct"><block s="reportMonadic"><l><option>cos</option></l><block var="roty"/></block><block var="x"/></block></block></block><block s="doSetVar"><l>zx</l><block s="reportDifference"><block s="reportProduct"><block s="reportMonadic"><l><option>cos</option></l><block var="rotz"/></block><block var="yx"/></block><block s="reportProduct"><block s="reportMonadic"><l><option>sin</option></l><block var="rotz"/></block><block var="xy"/></block></block></block><block s="doSetVar"><l>zy</l><block s="reportSum"><block s="reportProduct"><block s="reportMonadic"><l><option>sin</option></l><block var="rotz"/></block><block var="yx"/></block><block s="reportProduct"><block s="reportMonadic"><l><option>cos</option></l><block var="rotz"/></block><block var="xy"/></block></block></block><block s="doSetVar"><l>position x</l><block s="reportProduct"><block var="zx"/><block s="reportMonadic"><l><option>e^</option></l><block s="reportProduct"><block var="yz"/><block s="reportQuotient"><block var="zoom"/><l>1000</l></block></block></block></block></block><block s="doSetVar"><l>position y</l><block s="reportProduct"><block var="zy"/><block s="reportMonadic"><l><option>e^</option></l><block s="reportProduct"><block var="yz"/><block s="reportQuotient"><block var="zoom"/><l>1000</l></block></block></block></block></block><block s="doRun"><block var="action"/><list></list></block></script></block></script><scripts><script x="194" y="145.16666666666657"><block var="rot x"/></script><script x="360" y="145.16666666666657"><block var="rot x"/></script><script x="192" y="179.16666666666663"><block var="rot x"/></script><script x="360" y="179.16666666666657"><block var="rot x"/></script><script x="194" y="213.16666666666669"><block var="rot y"/></script><script x="366" y="213.16666666666669"><block var="rot y"/></script><script x="192" y="247.16666666666669"><block var="rot y"/></script><script x="366" y="247.16666666666669"><block var="rot y"/></script><script x="193" y="281.1666666666666"><block var="rot z"/></script><script x="365" y="281.1666666666666"><block var="rot z"/></script><script x="191" y="315.1666666666666"><block var="rot z"/></script><script x="365" y="315.1666666666666"><block var="rot z"/></script></scripts></block-definition><block-definition s="stamp %&apos;costume&apos; $nl point 1 %&apos;x1&apos; %&apos;y1&apos; point 2 %&apos;x2&apos; %&apos;y2&apos; $nl point 3 %&apos;x3&apos; %&apos;y3&apos; point 4 %&apos;x4&apos; %&apos;y4&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_costumesMenu</options></input><input type="%n">-100</input><input type="%n">100</input><input type="%n">100</input><input type="%n">100</input><input type="%n">-100</input><input type="%n">-100</input><input type="%n">100</input><input type="%n">-100</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>pixels</l><l>x1</l><l>y1</l><l>x2</l><l>y2</l><l>x3</l><l>y3</l><l>x4</l><l>y4</l><l>longueur</l><l>hauteur</l></list><l>var x1_2, x3_4, x1_3, x2_4, y1_2, y3_4, y1_3, y2_4, comptey, x, y, comptex, compte, r, g, b, gamma, pcolor, lrgb,&#xD;stage = this.parentThatIsA(StageMorph),&#xD;context = stage.penTrails() .getContext(&apos;2d&apos;),&#xD;rotation = radians(this.direction() - 90),&#xD;trans = new Point(&#xD;this.center().x - stage.left(),&#xD;this.center().y - stage.top()&#xD;),&#xD;ide = this.parentThatIsA(IDE_Morph),&#xD;isWarped = this.Warped,&#xD;len,&#xD;pos,&#xD;l,&#xD;h,&#xD;pixlong,&#xD;pixhaut;&#xD;pixels = new List(pixels.asArray() .slice());  &#xD;&#xD;y1 = 0 - y1;&#xD;y2 = 0 - y2;&#xD;y3 = 0 - y3;&#xD;y4 = 0 - y4;&#xD;&#xD;&#xD;&#xD;&#xD; &#xD;compte = 0;&#xD;comptey = -1;&#xD;for (var count2 = 0; count2 &lt; hauteur; count2++) {&#xD;  comptey = (typeof comptey == &apos;number&apos; ? comptey : 0) + 1;&#xD;  comptex = -1;&#xD;  for (var count = 0; count &lt; longueur; count++) {&#xD;    comptex = (typeof comptex == &apos;number&apos; ? comptex : 0) + 1;&#xD;    compte = (typeof compte == &apos;number&apos; ? compte : 0) + 1;&#xD;&#xD;&#xD;                x1_2 = x1 + (x2 - x1) * (comptex / longueur);&#xD;                x3_4 = x3 + (x4 - x3) * (comptex / longueur);&#xD;                x1_3 = x1 + (x3 - x1) * (comptey / hauteur);&#xD;                x2_4 = x2 + (x4 - x2) * (comptey / hauteur);&#xD;                y1_3 = y1 + (y3 - y1) * (comptey / hauteur);&#xD;                y2_4 = y2 + (y4 - y2) * (comptey / hauteur);&#xD;                y1_2 = y1 + (y2 - y1) * (comptex / longueur);&#xD;                y3_4 = y3 + (y4 - y3) * (comptex / longueur);&#xD;                x = x1_3 + (x2_4 - x1_3) * (comptex / longueur);&#xD;                y = y1_2 + (y3_4 - y1_2) * (comptey / hauteur);&#xD;                pixhaut = (Math.abs((y2_4 - y1_3) / hauteur)+ Math.abs((y3_4 - y1_2) / hauteur))*1.4;&#xD;                pixlong = (Math.abs((x3_4 - x1_2) / longueur)+ Math.abs((x2_4 - x1_3) / longueur))*1.4;&#xD;&#xD;&#xD;x = x + 240; &#xD;y = y + 180;&#xD;&#xD;lrgb = pixels.at(compte);&#xD;&#xD;if (lrgb.at(4) &gt; 0) {&#xD;r = lrgb.at(1);&#xD;g = lrgb.at(2);&#xD;b = lrgb.at(3);&#xD;pcolor = &apos;rgb(&apos;+r+&apos;,&apos;+g+&apos;,&apos;+b+&apos;)&apos;;&#xD;context.fillStyle=pcolor;&#xD;context.fillRect(x, y, pixlong, pixhaut);&#xD; }&#xD;  }&#xD;};&#xD;stage.changed();</l></block><list><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="costume"/></block><block var="x1"/><block var="y1"/><block var="x2"/><block var="y2"/><block var="x3"/><block var="y3"/><block var="x4"/><block var="y4"/><block s="reportGetImageAttribute"><l><option>width</option></l><block var="costume"/></block><block s="reportGetImageAttribute"><l><option>height</option></l><block var="costume"/></block></list></block></script></block-definition><block-definition s="face visible x %&apos;x&apos; y %&apos;y&apos; z %&apos;z&apos; %&apos;action&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>xy</l><l>xz</l><l>yx</l><l>yz</l><l>zx</l><l>zy</l></list></block><block s="doSetVar"><l>xy</l><block s="reportDifference"><block s="reportProduct"><block s="reportMonadic"><l><option>cos</option></l><block var="rot x"/></block><block var="y"/></block><block s="reportProduct"><block s="reportMonadic"><l><option>sin</option></l><block var="rot x"/></block><block var="z"/></block></block></block><block s="doSetVar"><l>xz</l><block s="reportSum"><block s="reportProduct"><block s="reportMonadic"><l><option>sin</option></l><block var="rot x"/></block><block var="y"/></block><block s="reportProduct"><block s="reportMonadic"><l><option>cos</option></l><block var="rot x"/></block><block var="z"/></block></block></block><block s="doSetVar"><l>yz</l><block s="reportDifference"><block s="reportProduct"><block s="reportMonadic"><l><option>cos</option></l><block var="rot 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z"/></block><block var="yx"/></block><block s="reportProduct"><block s="reportMonadic"><l><option>cos</option></l><block var="rot z"/></block><block var="xy"/></block></block></block><block s="doIf"><block s="reportGreaterThan"><block var="yz"/><l>0</l></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition></blocks><variables><variable name="xy"><l>-83.5</l></variable><variable name="xz"><l>0</l></variable><variable name="yz"><l>0</l></variable><variable name="yx"><l>0</l></variable><variable name="zx"><l>0</l></variable><variable name="zy"><l>-83.5</l></variable><variable name="focus"><l>0.003</l></variable><variable name="compte"><l>90</l></variable><variable name="taille"><l>32</l></variable><variable name="rotx"><l>0</l></variable><variable name="roty"><l>26</l></variable><variable name="rotz"><l>0</l></variable><variable name="profondeur3d"><l>30</l></variable><variable name="3d?"><l>0</l></variable><variable name="zoom"><l>3</l></variable><variable name="scroll y"><l>-0.5999999999999991</l></variable><variable name="scroll x"><l>-0.6000000000000001</l></variable><variable name="scroll z"><l>3.67394039744206e-17</l></variable><variable name="posx"><l>-0.6000000000000001</l></variable><variable name="posy"><l>-0.3999999999999991</l></variable><variable name="posz"><l>3.67394039744206e-17</l></variable><variable name="scrool y rendu"><l>-0.4999999999999991</l></variable><variable name="compte gravité"><l>90</l></variable><variable name="sol?"><l>0</l></variable><variable name="mouvement"><l>-0.2</l></variable><variable name="pas"><l>2</l></variable><variable name="bond"><l>0</l></variable><variable name="cube x"><list struct="atomic" id="2709">-4,-4,-4,-4,-4,-4,-4,-4,-4,-3,-3,-3,-3,-3,-3,-3,-3,-3,-2,-2,-2,-2,-2,-2,-2,-2,-2,-1,-1,-1,-1,-1,-1,-1,-1,-1,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,4,4,4,4,4,4,4,4,4,-1,-1,-1,0,0,0,1,1,1</list></variable><variable 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