<snapdata remixID="13952026"><project name="Drawing Create Project. (DJ)" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="Drawing Create Project. (DJ)"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Poly-Ast-Pin Sides %&apos;Number of Sides&apos; Length %&apos;Length&apos; backup % %&apos;backpercent&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="Number of Sides"/><script><block s="forward"><block var="Length"/></block><block s="forward"><block s="reportVariadicProduct"><list><block var="backpercent"/><l>-.01</l><block var="Length"/></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Number of Sides"/></block></block><block s="doWait"><l>.1</l></block></script></block></script></block-definition><block-definition s="How Many Sides/Hue Disparity: %&apos;number of sides&apos; How many Shapes %&apos;number of shapes&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><block var="number of shapes"/><script><block s="gotoXY"><block s="reportRandom"><l>-200</l><l>200</l></block><block s="reportRandom"><l>-150</l><l>150</l></block></block><block s="doFor"><l>i</l><l>1</l><block var="number of shapes"/><script><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setPenColorDimension"><l><option>brightness</option></l><l>100</l></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportVariadicProduct"><list><block var="i"/><block var="number of sides"/></list></block></block><custom-block s="Poly-Ast-Pin Sides %s Length %s backup % %s"><block var="number of sides"/><l>50</l><l>0</l></custom-block></script></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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