<snapdata remixID="13477370"><project name="n-gramming_Mondrianizer" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes>This project was inspired by a talk given by Jens and Jadga at Robolot 2024. The talk was shared online here https://forum.snap.berkeley.edu/t/robolot-2024/16717/2 and can be found at https://www.youtube.com/watch?v=0ft0J3rh3WY&amp;t=1926s I learned from Jens how to create blocks that predict the next word in a sentence, given the three previous words, based on his 4-grams language model. My goal is to create basic drawings, perhaps reminiscent of Mondrian&apos;s style, using just this limited set of instructions. The challenge is to achieve variety with such a small "corpus" (meaning I&apos;m starting with only one example drawing).</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="n-gramming_Mondrianizer"><notes>This project was inspired by a talk given by Jens and Jadga at Robolot 2024. The talk was shared online here https://forum.snap.berkeley.edu/t/robolot-2024/16717/2 and can be found at https://www.youtube.com/watch?v=0ft0J3rh3WY&amp;t=1926s I learned from Jens how to create blocks that predict the next word in a sentence, given the three previous words, based on his 4-grams language model. My goal is to create basic drawings, perhaps reminiscent of Mondrian&apos;s style, using just this limited set of instructions. The challenge is to achieve variety with such a small "corpus" (meaning I&apos;m starting with only one example drawing).</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;n&apos; -grams of %&apos;corpus&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%n">2</input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><block s="reportNumbers"><l></l><block s="reportVariadicSum"><list><l></l><block s="reportDifference"><block var="n"/><l>1</l></block></list></block></block><block var="corpus"/></block></autolambda><list></list></block><block s="reportNumbers"><l>1</l><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="corpus"/></block><block s="reportDifference"><block var="n"/><l>1</l></block></block></block></block></block></script></block-definition><block-definition s="next 5 items in %&apos;prompt&apos; based on (9-gram) %&apos;model&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportNumbers"><l>5</l><l>9</l></block><block s="reportListItem"><l><option>random</option></l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>4</l></block><l/></block><block var="prompt"/></list></block></autolambda><list></list></block><block s="reportListItem"><l>9</l><block var="model"/></block></block></block></block></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="37,37,37,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="78"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="79"></list></costumes><sounds><list struct="atomic" id="80"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="cover" idx="3" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="85"><costumes><list id="86"><item><ref mediaID="cover_cst_cover"></ref></item></list></costumes><sounds><list struct="atomic" id="87"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666668" y="16.666666666666668"><block s="receiveGo"></block><block s="hide"></block></script><script x="28.333333333333336" y="209.83333333333331"><block s="show"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><l>cover</l></block></script></scripts></sprite><sprite name="Pen" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="110,250,255,1" pen="tip" id="99"><costumes><list id="100"><item><ref mediaID="Pen_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="101"></list></sounds><blocks></blocks><variables></variables><scripts><script x="317.5" y="603.7777777777778"><block s="reportListItem"><l>9</l><block var="model"/><comment w="115" collapsed="true">these are 9-grams.</comment></block></script><script x="25" y="8.333333333333334"><block s="receiveGo"></block><block s="doSetVar"><l>distance</l><l>15</l></block><block s="clear"></block><block s="up"></block><block s="setColor"><color>110,250,255,1</color></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doSayFor"><l>First, I will draw my training picture (i.e. &apos;corpus&apos;)</l><l>2</l></block><block s="doBroadcastAndWait"><l>replay</l><list></list></block><block s="doSayFor"><l>That&apos;s it.</l><l>1</l></block><block s="clear"></block><block s="doSayFor"><l>Based on 9-gram model of the corpus, I will generate next 5 items</l><l>2</l></block><block s="doSayFor"><l>and will do so 30 times per image</l><l>2</l></block><block s="doForever"><script><block s="doRepeat"><l>30</l><script><block s="doBroadcastAndWait"><l>draw generated 5 items based on 9-gram model</l><list></list></block></script></block><block s="doBroadcastAndWait"><l>dim</l><list></list></block><block s="doSayFor"><l>next image</l><l>0.5</l></block></script></block></script><script x="42.66666666666671" y="636.3611111111117"><custom-block s="next 5 items in %l based on (9-gram) %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l></list></block><block var="model"/><comment w="205.83333333333334" collapsed="false">This block generates next 5 items where the first items are 0,0,0,0 (based on such 9-grams found in model). </comment></custom-block></script><script x="41.00000000000004" y="691.7500000000002"><block s="receiveMessage"><l>draw generated 5 items based on 9-gram model</l><list></list></block><block s="down"></block><block s="setSize"><l>6</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="doSetVar"><l>next 5 items</l><custom-block s="next 5 items in %l based on (9-gram) %l"><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l></list></block><block var="model"/><comment w="139.16666666666669" collapsed="true">generate next 5 items.</comment></custom-block></block><block s="doFor"><l>i</l><l>1</l><l>5</l><script><block s="doIf"><block s="reportTouchingObject"><l><option>edge</option></l></block><script><block s="doSayFor"><l>edge!</l><l>0.2</l></block><block s="setSize"><l>0.5</l></block><block s="turn"><l>180</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>6</l><block var="distance"/></list></block></block></script><list></list><comment w="257.1061197916668" collapsed="false">Edges: I had to disrupt the model&apos;s natural generation process by introducing an external rule that made the turtle bounce back towards the center when it reached the edge of the drawing space.</comment></block><block s="doSetVar"><l>amount</l><block s="reportListItem"><block var="i"/><block var="next 5 items"/></block></block><block s="setSize"><block s="reportDifference"><l>6</l><block var="i"/></block></block><block s="turn"><block var="amount"/></block><block s="forward"><block var="distance"/></block></script></block></script><script x="35.833333333333336" y="483.0833333333332"><block s="doSetVar"><l>model</l><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="%n -grams of %l"><l></l><block var="corpus"/></custom-block></autolambda><list></list></block><block s="reportNumbers"><l>1</l><l>9</l></block></block><comment w="110.83333333333334" collapsed="false">My model, consisting of list of {uni-grams, bigrams, trigrams,...9-grams}.</comment></block></script><script x="436.6666666666667" y="143.77777777777786"><block s="receiveMessage"><l>replay</l><list></list></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setSize"><l>6</l></block><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="corpus"/></block><script><block s="doSetVar"><l>amount</l><block s="reportListItem"><block var="i"/><block var="corpus"/></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="turn"><block var="amount"/></block><block s="forward"><block var="distance"/></block><block s="doWait"><block s="reportQuotient"><l>0.2</l><block var="i"/></block></block></script></block></script><script x="35.16666666666671" y="583.5000000000001"><block var="model"/></script><script x="265.6944444444445" y="69.49999999999989"><block var="corpus"><comment w="271.6666666666667" collapsed="true">this is my training dataset (i.e. &apos;corpus&apos;).</comment></block></script><script x="39.33333333333337" y="1122.0000000000002"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>4</l></block><l/></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l></list></block></list></block></autolambda><list></list></block><block s="reportListItem"><l>9</l><block var="model"/></block></block></script><script x="39.33333333333337" y="1240.5555555555557"><block s="reportListItem"><block s="reportNewList"><list><l>1</l><l>3</l><l>5</l><l>7</l></list></block><block s="reportNewList"><list><l>a</l><l>b</l><l>c</l><l>d</l><l>e</l><l>f</l><l>g</l><l>h</l><l>i</l></list></block><comment w="309.1666666666667" collapsed="true">Skip-gram is another idea: this block generates a skip-gram.</comment></block></script></scripts></sprite><sprite name="overlay" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="341"><costumes><list id="342"><item><ref mediaID="overlay_cst_costume"></ref></item></list></costumes><sounds><list struct="atomic" id="343"></list></sounds><blocks></blocks><variables></variables><scripts><script x="21.666666666666668" y="8.333333333333334"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block><block s="setEffect"><l><option>ghost</option></l><l>98</l></block></script><script x="282.5" y="145.91666666666697"><block s="hide"></block></script><script x="24.166666666666668" y="120.49999999999997"><block s="receiveMessage"><l>dim</l><list></list></block><block s="doRepeat"><l>60</l><script><block s="doStamp"></block><block s="doWait"><l>0.01</l></block></script></block></script></scripts></sprite><watcher var="corpus" style="normal" x="9.467455621301724" y="9.467455621301767" color="243,118,29" hidden="true"/><watcher var="model" style="normal" x="9.999999999999886" y="10" color="243,118,29" hidden="true"/><watcher var="next 5 items" style="normal" x="10.933940774487382" y="10.93394077448746" color="243,118,29" hidden="true"/><watcher var="distance" style="normal" x="10.933940774487382" y="37.61275845102507" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="corpus"><list struct="atomic" id="372">0,0,0,-90,0,0,0,0,0,-90,0,0,-90,0,0,0,0,0,0,0,0,0,-90,90,90,0,0,0,90,0,0,0,0,-90,0,-90,0,0,0,90,-90</list></variable><variable name="amount"><l>-90</l></variable><variable name="model"><list id="373"><item><list id="374"><item><list struct="atomic" id="375">0</list></item><item><list struct="atomic" id="376">0</list></item><item><list struct="atomic" id="377">0</list></item><item><list struct="atomic" id="378">-90</list></item><item><list struct="atomic" id="379">0</list></item><item><list struct="atomic" id="380">0</list></item><item><list struct="atomic" id="381">0</list></item><item><list struct="atomic" id="382">0</list></item><item><list struct="atomic" id="383">0</list></item><item><list struct="atomic" id="384">-90</list></item><item><list struct="atomic" id="385">0</list></item><item><list struct="atomic" id="386">0</list></item><item><list struct="atomic" id="387">-90</list></item><item><list struct="atomic" id="388">0</list></item><item><list struct="atomic" id="389">0</list></item><item><list struct="atomic" id="390">0</list></item><item><list struct="atomic" id="391">0</list></item><item><list struct="atomic" id="392">0</list></item><item><list struct="atomic" id="393">0</list></item><item><list struct="atomic" id="394">0</list></item><item><list struct="atomic" id="395">0</list></item><item><list struct="atomic" id="396">0</list></item><item><list struct="atomic" id="397">-90</list></item><item><list struct="atomic" id="398">90</list></item><item><list struct="atomic" id="399">90</list></item><item><list struct="atomic" id="400">0</list></item><item><list struct="atomic" id="401">0</list></item><item><list struct="atomic" id="402">0</list></item><item><list struct="atomic" id="403">90</list></item><item><list struct="atomic" id="404">0</list></item><item><list struct="atomic" id="405">0</list></item><item><list struct="atomic" id="406">0</list></item><item><list struct="atomic" id="407">0</list></item><item><list struct="atomic" id="408">-90</list></item><item><list struct="atomic" id="409">0</list></item><item><list struct="atomic" id="410">-90</list></item><item><list struct="atomic" id="411">0</list></item><item><list struct="atomic" id="412">0</list></item><item><list struct="atomic" id="413">0</list></item><item><list struct="atomic" id="414">90</list></item><item><list struct="atomic" id="415">-90</list></item></list></item><item><list id="416"><item><list struct="atomic" id="417">0,0</list></item><item><list struct="atomic" id="418">0,0</list></item><item><list struct="atomic" id="419">0,-90</list></item><item><list struct="atomic" id="420">-90,0</list></item><item><list struct="atomic" id="421">0,0</list></item><item><list struct="atomic" id="422">0,0</list></item><item><list struct="atomic" id="423">0,0</list></item><item><list struct="atomic" id="424">0,0</list></item><item><list struct="atomic" id="425">0,-90</list></item><item><list struct="atomic" id="426">-90,0</list></item><item><list struct="atomic" id="427">0,0</list></item><item><list struct="atomic" id="428">0,-90</list></item><item><list struct="atomic" id="429">-90,0</list></item><item><list struct="atomic" id="430">0,0</list></item><item><list struct="atomic" id="431">0,0</list></item><item><list struct="atomic" id="432">0,0</list></item><item><list struct="atomic" id="433">0,0</list></item><item><list struct="atomic" id="434">0,0</list></item><item><list struct="atomic" id="435">0,0</list></item><item><list struct="atomic" id="436">0,0</list></item><item><list struct="atomic" id="437">0,0</list></item><item><list struct="atomic" id="438">0,-90</list></item><item><list struct="atomic" id="439">-90,90</list></item><item><list struct="atomic" id="440">90,90</list></item><item><list struct="atomic" id="441">90,0</list></item><item><list struct="atomic" id="442">0,0</list></item><item><list struct="atomic" id="443">0,0</list></item><item><list struct="atomic" id="444">0,90</list></item><item><list struct="atomic" id="445">90,0</list></item><item><list struct="atomic" id="446">0,0</list></item><item><list struct="atomic" id="447">0,0</list></item><item><list struct="atomic" id="448">0,0</list></item><item><list struct="atomic" id="449">0,-90</list></item><item><list struct="atomic" id="450">-90,0</list></item><item><list struct="atomic" id="451">0,-90</list></item><item><list struct="atomic" id="452">-90,0</list></item><item><list struct="atomic" id="453">0,0</list></item><item><list struct="atomic" id="454">0,0</list></item><item><list struct="atomic" id="455">0,90</list></item><item><list struct="atomic" id="456">90,-90</list></item></list></item><item><list id="457"><item><list struct="atomic" id="458">0,0,0</list></item><item><list struct="atomic" id="459">0,0,-90</list></item><item><list struct="atomic" id="460">0,-90,0</list></item><item><list struct="atomic" id="461">-90,0,0</list></item><item><list struct="atomic" id="462">0,0,0</list></item><item><list struct="atomic" id="463">0,0,0</list></item><item><list struct="atomic" id="464">0,0,0</list></item><item><list struct="atomic" id="465">0,0,-90</list></item><item><list struct="atomic" id="466">0,-90,0</list></item><item><list struct="atomic" id="467">-90,0,0</list></item><item><list struct="atomic" id="468">0,0,-90</list></item><item><list struct="atomic" id="469">0,-90,0</list></item><item><list struct="atomic" id="470">-90,0,0</list></item><item><list struct="atomic" id="471">0,0,0</list></item><item><list struct="atomic" id="472">0,0,0</list></item><item><list struct="atomic" id="473">0,0,0</list></item><item><list struct="atomic" id="474">0,0,0</list></item><item><list struct="atomic" id="475">0,0,0</list></item><item><list struct="atomic" id="476">0,0,0</list></item><item><list struct="atomic" id="477">0,0,0</list></item><item><list struct="atomic" id="478">0,0,-90</list></item><item><list struct="atomic" id="479">0,-90,90</list></item><item><list struct="atomic" id="480">-90,90,90</list></item><item><list struct="atomic" id="481">90,90,0</list></item><item><list struct="atomic" id="482">90,0,0</list></item><item><list struct="atomic" id="483">0,0,0</list></item><item><list struct="atomic" id="484">0,0,90</list></item><item><list struct="atomic" id="485">0,90,0</list></item><item><list struct="atomic" id="486">90,0,0</list></item><item><list struct="atomic" id="487">0,0,0</list></item><item><list struct="atomic" id="488">0,0,0</list></item><item><list struct="atomic" id="489">0,0,-90</list></item><item><list struct="atomic" id="490">0,-90,0</list></item><item><list struct="atomic" id="491">-90,0,-90</list></item><item><list struct="atomic" id="492">0,-90,0</list></item><item><list struct="atomic" id="493">-90,0,0</list></item><item><list struct="atomic" id="494">0,0,0</list></item><item><list struct="atomic" id="495">0,0,90</list></item><item><list struct="atomic" id="496">0,90,-90</list></item></list></item><item><list id="497"><item><list struct="atomic" id="498">0,0,0,-90</list></item><item><list struct="atomic" id="499">0,0,-90,0</list></item><item><list struct="atomic" id="500">0,-90,0,0</list></item><item><list struct="atomic" id="501">-90,0,0,0</list></item><item><list struct="atomic" id="502">0,0,0,0</list></item><item><list struct="atomic" id="503">0,0,0,0</list></item><item><list struct="atomic" id="504">0,0,0,-90</list></item><item><list struct="atomic" id="505">0,0,-90,0</list></item><item><list struct="atomic" id="506">0,-90,0,0</list></item><item><list struct="atomic" id="507">-90,0,0,-90</list></item><item><list struct="atomic" id="508">0,0,-90,0</list></item><item><list struct="atomic" id="509">0,-90,0,0</list></item><item><list struct="atomic" id="510">-90,0,0,0</list></item><item><list struct="atomic" id="511">0,0,0,0</list></item><item><list struct="atomic" id="512">0,0,0,0</list></item><item><list struct="atomic" id="513">0,0,0,0</list></item><item><list struct="atomic" id="514">0,0,0,0</list></item><item><list struct="atomic" id="515">0,0,0,0</list></item><item><list struct="atomic" id="516">0,0,0,0</list></item><item><list struct="atomic" id="517">0,0,0,-90</list></item><item><list struct="atomic" id="518">0,0,-90,90</list></item><item><list struct="atomic" id="519">0,-90,90,90</list></item><item><list struct="atomic" id="520">-90,90,90,0</list></item><item><list struct="atomic" id="521">90,90,0,0</list></item><item><list struct="atomic" id="522">90,0,0,0</list></item><item><list struct="atomic" id="523">0,0,0,90</list></item><item><list struct="atomic" id="524">0,0,90,0</list></item><item><list struct="atomic" id="525">0,90,0,0</list></item><item><list struct="atomic" id="526">90,0,0,0</list></item><item><list struct="atomic" id="527">0,0,0,0</list></item><item><list struct="atomic" id="528">0,0,0,-90</list></item><item><list struct="atomic" id="529">0,0,-90,0</list></item><item><list struct="atomic" id="530">0,-90,0,-90</list></item><item><list struct="atomic" id="531">-90,0,-90,0</list></item><item><list struct="atomic" id="532">0,-90,0,0</list></item><item><list struct="atomic" id="533">-90,0,0,0</list></item><item><list struct="atomic" id="534">0,0,0,90</list></item><item><list struct="atomic" id="535">0,0,90,-90</list></item></list></item><item><list id="536"><item><list struct="atomic" id="537">0,0,0,-90,0</list></item><item><list struct="atomic" id="538">0,0,-90,0,0</list></item><item><list struct="atomic" id="539">0,-90,0,0,0</list></item><item><list struct="atomic" id="540">-90,0,0,0,0</list></item><item><list struct="atomic" id="541">0,0,0,0,0</list></item><item><list struct="atomic" id="542">0,0,0,0,-90</list></item><item><list struct="atomic" id="543">0,0,0,-90,0</list></item><item><list struct="atomic" id="544">0,0,-90,0,0</list></item><item><list struct="atomic" id="545">0,-90,0,0,-90</list></item><item><list struct="atomic" id="546">-90,0,0,-90,0</list></item><item><list struct="atomic" id="547">0,0,-90,0,0</list></item><item><list struct="atomic" id="548">0,-90,0,0,0</list></item><item><list struct="atomic" id="549">-90,0,0,0,0</list></item><item><list struct="atomic" id="550">0,0,0,0,0</list></item><item><list struct="atomic" id="551">0,0,0,0,0</list></item><item><list struct="atomic" id="552">0,0,0,0,0</list></item><item><list struct="atomic" id="553">0,0,0,0,0</list></item><item><list struct="atomic" id="554">0,0,0,0,0</list></item><item><list struct="atomic" id="555">0,0,0,0,-90</list></item><item><list struct="atomic" id="556">0,0,0,-90,90</list></item><item><list struct="atomic" id="557">0,0,-90,90,90</list></item><item><list struct="atomic" id="558">0,-90,90,90,0</list></item><item><list struct="atomic" id="559">-90,90,90,0,0</list></item><item><list struct="atomic" id="560">90,90,0,0,0</list></item><item><list struct="atomic" id="561">90,0,0,0,90</list></item><item><list struct="atomic" id="562">0,0,0,90,0</list></item><item><list struct="atomic" id="563">0,0,90,0,0</list></item><item><list struct="atomic" id="564">0,90,0,0,0</list></item><item><list struct="atomic" id="565">90,0,0,0,0</list></item><item><list struct="atomic" id="566">0,0,0,0,-90</list></item><item><list struct="atomic" id="567">0,0,0,-90,0</list></item><item><list struct="atomic" id="568">0,0,-90,0,-90</list></item><item><list struct="atomic" id="569">0,-90,0,-90,0</list></item><item><list struct="atomic" id="570">-90,0,-90,0,0</list></item><item><list struct="atomic" id="571">0,-90,0,0,0</list></item><item><list struct="atomic" id="572">-90,0,0,0,90</list></item><item><list struct="atomic" id="573">0,0,0,90,-90</list></item></list></item><item><list id="574"><item><list struct="atomic" id="575">0,0,0,-90,0,0</list></item><item><list struct="atomic" id="576">0,0,-90,0,0,0</list></item><item><list struct="atomic" id="577">0,-90,0,0,0,0</list></item><item><list struct="atomic" id="578">-90,0,0,0,0,0</list></item><item><list struct="atomic" id="579">0,0,0,0,0,-90</list></item><item><list struct="atomic" id="580">0,0,0,0,-90,0</list></item><item><list struct="atomic" id="581">0,0,0,-90,0,0</list></item><item><list struct="atomic" id="582">0,0,-90,0,0,-90</list></item><item><list struct="atomic" id="583">0,-90,0,0,-90,0</list></item><item><list struct="atomic" id="584">-90,0,0,-90,0,0</list></item><item><list struct="atomic" id="585">0,0,-90,0,0,0</list></item><item><list struct="atomic" id="586">0,-90,0,0,0,0</list></item><item><list struct="atomic" id="587">-90,0,0,0,0,0</list></item><item><list struct="atomic" id="588">0,0,0,0,0,0</list></item><item><list struct="atomic" id="589">0,0,0,0,0,0</list></item><item><list struct="atomic" id="590">0,0,0,0,0,0</list></item><item><list struct="atomic" id="591">0,0,0,0,0,0</list></item><item><list struct="atomic" id="592">0,0,0,0,0,-90</list></item><item><list struct="atomic" id="593">0,0,0,0,-90,90</list></item><item><list struct="atomic" id="594">0,0,0,-90,90,90</list></item><item><list struct="atomic" id="595">0,0,-90,90,90,0</list></item><item><list struct="atomic" id="596">0,-90,90,90,0,0</list></item><item><list struct="atomic" id="597">-90,90,90,0,0,0</list></item><item><list struct="atomic" id="598">90,90,0,0,0,90</list></item><item><list struct="atomic" id="599">90,0,0,0,90,0</list></item><item><list struct="atomic" id="600">0,0,0,90,0,0</list></item><item><list struct="atomic" id="601">0,0,90,0,0,0</list></item><item><list struct="atomic" id="602">0,90,0,0,0,0</list></item><item><list struct="atomic" id="603">90,0,0,0,0,-90</list></item><item><list struct="atomic" id="604">0,0,0,0,-90,0</list></item><item><list struct="atomic" id="605">0,0,0,-90,0,-90</list></item><item><list struct="atomic" id="606">0,0,-90,0,-90,0</list></item><item><list struct="atomic" id="607">0,-90,0,-90,0,0</list></item><item><list struct="atomic" id="608">-90,0,-90,0,0,0</list></item><item><list struct="atomic" id="609">0,-90,0,0,0,90</list></item><item><list struct="atomic" id="610">-90,0,0,0,90,-90</list></item></list></item><item><list id="611"><item><list struct="atomic" id="612">0,0,0,-90,0,0,0</list></item><item><list struct="atomic" id="613">0,0,-90,0,0,0,0</list></item><item><list struct="atomic" id="614">0,-90,0,0,0,0,0</list></item><item><list struct="atomic" id="615">-90,0,0,0,0,0,-90</list></item><item><list struct="atomic" id="616">0,0,0,0,0,-90,0</list></item><item><list struct="atomic" id="617">0,0,0,0,-90,0,0</list></item><item><list struct="atomic" id="618">0,0,0,-90,0,0,-90</list></item><item><list struct="atomic" id="619">0,0,-90,0,0,-90,0</list></item><item><list struct="atomic" id="620">0,-90,0,0,-90,0,0</list></item><item><list struct="atomic" id="621">-90,0,0,-90,0,0,0</list></item><item><list struct="atomic" id="622">0,0,-90,0,0,0,0</list></item><item><list struct="atomic" id="623">0,-90,0,0,0,0,0</list></item><item><list struct="atomic" id="624">-90,0,0,0,0,0,0</list></item><item><list struct="atomic" id="625">0,0,0,0,0,0,0</list></item><item><list struct="atomic" id="626">0,0,0,0,0,0,0</list></item><item><list struct="atomic" id="627">0,0,0,0,0,0,0</list></item><item><list struct="atomic" id="628">0,0,0,0,0,0,-90</list></item><item><list struct="atomic" id="629">0,0,0,0,0,-90,90</list></item><item><list struct="atomic" id="630">0,0,0,0,-90,90,90</list></item><item><list struct="atomic" id="631">0,0,0,-90,90,90,0</list></item><item><list struct="atomic" id="632">0,0,-90,90,90,0,0</list></item><item><list struct="atomic" id="633">0,-90,90,90,0,0,0</list></item><item><list struct="atomic" id="634">-90,90,90,0,0,0,90</list></item><item><list struct="atomic" id="635">90,90,0,0,0,90,0</list></item><item><list struct="atomic" id="636">90,0,0,0,90,0,0</list></item><item><list struct="atomic" id="637">0,0,0,90,0,0,0</list></item><item><list struct="atomic" id="638">0,0,90,0,0,0,0</list></item><item><list struct="atomic" id="639">0,90,0,0,0,0,-90</list></item><item><list struct="atomic" id="640">90,0,0,0,0,-90,0</list></item><item><list struct="atomic" id="641">0,0,0,0,-90,0,-90</list></item><item><list struct="atomic" id="642">0,0,0,-90,0,-90,0</list></item><item><list struct="atomic" id="643">0,0,-90,0,-90,0,0</list></item><item><list struct="atomic" id="644">0,-90,0,-90,0,0,0</list></item><item><list struct="atomic" id="645">-90,0,-90,0,0,0,90</list></item><item><list struct="atomic" id="646">0,-90,0,0,0,90,-90</list></item></list></item><item><list id="647"><item><list struct="atomic" id="648">0,0,0,-90,0,0,0,0</list></item><item><list struct="atomic" id="649">0,0,-90,0,0,0,0,0</list></item><item><list struct="atomic" id="650">0,-90,0,0,0,0,0,-90</list></item><item><list struct="atomic" id="651">-90,0,0,0,0,0,-90,0</list></item><item><list struct="atomic" id="652">0,0,0,0,0,-90,0,0</list></item><item><list struct="atomic" id="653">0,0,0,0,-90,0,0,-90</list></item><item><list struct="atomic" id="654">0,0,0,-90,0,0,-90,0</list></item><item><list struct="atomic" id="655">0,0,-90,0,0,-90,0,0</list></item><item><list struct="atomic" id="656">0,-90,0,0,-90,0,0,0</list></item><item><list struct="atomic" id="657">-90,0,0,-90,0,0,0,0</list></item><item><list struct="atomic" id="658">0,0,-90,0,0,0,0,0</list></item><item><list struct="atomic" id="659">0,-90,0,0,0,0,0,0</list></item><item><list struct="atomic" id="660">-90,0,0,0,0,0,0,0</list></item><item><list struct="atomic" id="661">0,0,0,0,0,0,0,0</list></item><item><list struct="atomic" id="662">0,0,0,0,0,0,0,0</list></item><item><list struct="atomic" id="663">0,0,0,0,0,0,0,-90</list></item><item><list struct="atomic" id="664">0,0,0,0,0,0,-90,90</list></item><item><list struct="atomic" id="665">0,0,0,0,0,-90,90,90</list></item><item><list struct="atomic" id="666">0,0,0,0,-90,90,90,0</list></item><item><list struct="atomic" id="667">0,0,0,-90,90,90,0,0</list></item><item><list struct="atomic" id="668">0,0,-90,90,90,0,0,0</list></item><item><list struct="atomic" id="669">0,-90,90,90,0,0,0,90</list></item><item><list struct="atomic" id="670">-90,90,90,0,0,0,90,0</list></item><item><list struct="atomic" id="671">90,90,0,0,0,90,0,0</list></item><item><list struct="atomic" id="672">90,0,0,0,90,0,0,0</list></item><item><list struct="atomic" id="673">0,0,0,90,0,0,0,0</list></item><item><list struct="atomic" id="674">0,0,90,0,0,0,0,-90</list></item><item><list struct="atomic" id="675">0,90,0,0,0,0,-90,0</list></item><item><list struct="atomic" id="676">90,0,0,0,0,-90,0,-90</list></item><item><list struct="atomic" id="677">0,0,0,0,-90,0,-90,0</list></item><item><list struct="atomic" id="678">0,0,0,-90,0,-90,0,0</list></item><item><list struct="atomic" id="679">0,0,-90,0,-90,0,0,0</list></item><item><list struct="atomic" id="680">0,-90,0,-90,0,0,0,90</list></item><item><list struct="atomic" id="681">-90,0,-90,0,0,0,90,-90</list></item></list></item><item><list id="682"><item><list struct="atomic" id="683">0,0,0,-90,0,0,0,0,0</list></item><item><list struct="atomic" id="684">0,0,-90,0,0,0,0,0,-90</list></item><item><list struct="atomic" id="685">0,-90,0,0,0,0,0,-90,0</list></item><item><list struct="atomic" id="686">-90,0,0,0,0,0,-90,0,0</list></item><item><list struct="atomic" id="687">0,0,0,0,0,-90,0,0,-90</list></item><item><list struct="atomic" id="688">0,0,0,0,-90,0,0,-90,0</list></item><item><list struct="atomic" id="689">0,0,0,-90,0,0,-90,0,0</list></item><item><list struct="atomic" id="690">0,0,-90,0,0,-90,0,0,0</list></item><item><list struct="atomic" id="691">0,-90,0,0,-90,0,0,0,0</list></item><item><list struct="atomic" id="692">-90,0,0,-90,0,0,0,0,0</list></item><item><list struct="atomic" id="693">0,0,-90,0,0,0,0,0,0</list></item><item><list struct="atomic" id="694">0,-90,0,0,0,0,0,0,0</list></item><item><list struct="atomic" id="695">-90,0,0,0,0,0,0,0,0</list></item><item><list struct="atomic" id="696">0,0,0,0,0,0,0,0,0</list></item><item><list struct="atomic" id="697">0,0,0,0,0,0,0,0,-90</list></item><item><list struct="atomic" id="698">0,0,0,0,0,0,0,-90,90</list></item><item><list struct="atomic" id="699">0,0,0,0,0,0,-90,90,90</list></item><item><list struct="atomic" id="700">0,0,0,0,0,-90,90,90,0</list></item><item><list struct="atomic" id="701">0,0,0,0,-90,90,90,0,0</list></item><item><list struct="atomic" id="702">0,0,0,-90,90,90,0,0,0</list></item><item><list struct="atomic" id="703">0,0,-90,90,90,0,0,0,90</list></item><item><list struct="atomic" id="704">0,-90,90,90,0,0,0,90,0</list></item><item><list struct="atomic" id="705">-90,90,90,0,0,0,90,0,0</list></item><item><list struct="atomic" id="706">90,90,0,0,0,90,0,0,0</list></item><item><list struct="atomic" id="707">90,0,0,0,90,0,0,0,0</list></item><item><list struct="atomic" id="708">0,0,0,90,0,0,0,0,-90</list></item><item><list struct="atomic" id="709">0,0,90,0,0,0,0,-90,0</list></item><item><list struct="atomic" id="710">0,90,0,0,0,0,-90,0,-90</list></item><item><list struct="atomic" id="711">90,0,0,0,0,-90,0,-90,0</list></item><item><list struct="atomic" id="712">0,0,0,0,-90,0,-90,0,0</list></item><item><list struct="atomic" id="713">0,0,0,-90,0,-90,0,0,0</list></item><item><list struct="atomic" id="714">0,0,-90,0,-90,0,0,0,90</list></item><item><list struct="atomic" id="715">0,-90,0,-90,0,0,0,90,-90</list></item></list></item></list></variable><variable name="next 5 items"><list struct="atomic" id="716">-90,90,90,0,0</list></variable><variable name="distance"><l>15</l></variable></variables></scene></scenes></project><media name="n-gramming_Mondrianizer" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="cover" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="cover_cst_cover"/><costume name="Untitled" center-x="4" center-y="4" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAsAAAAJCAYAAADkZNYtAAAAAXNSR0IArs4c6QAAARZJREFUKFNdUD1LxFAQnI0JmFRprNTC6hCuEW38AXZXx8oiBHIkdep4P8A+kA8Cop2d2ImFnQo2goLXyBUWokRId3kvKw9iCLfFMswuw8wQBpMkyaamaVtSyvcwDKvhTWFSqyiKUdu2FwAOBg9XbdsG0+n0+58jZqY8z58A7HfkG4BdhZn5xvf9Sf+c5/mYmV8A/Oi6fui67jyO42PLsi4BrFVVdSal/CWie0rTdEJE18x86/v+kVKJouiUiGZDz8w8Uxb2mPkZwFIIMQqC4EMpm6ZZAjDruk6bpvkiojsqy3JdCPEKYKdTeuzwBjPPbdseO46z7NvIskwFOh+2wcwPhmGcqAx9wNWedV3f1jRt4Xne52rPf6OhcyRhDdvSAAAAAElFTkSuQmCC" mediaID="Pen_cst_Untitled"/><costume name="costume" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="overlay_cst_costume"/></media></snapdata>