<snapdata remixID="13908905"><project name="Drawing Create Project (Dj &amp; Yasmin)" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Drawing Create Project (Dj &amp; Yasmin)"><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><custom-block s="repeat %n %loop"><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></custom-block></script></block-definition><block-definition s="How many sides %&apos;number of sides&apos; How many of that shape %&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="setHeading"><l>90</l></block><custom-block s="go to x: %n y: %n"><l>-150</l><l>0</l></custom-block><block s="clear"></block><custom-block s="repeat %n %loop"><block var="number of shapes"/><script><custom-block s="go to x: %n y: %n"><block s="reportRandom"><l>-200</l><l>200</l></block><block s="reportRandom"><l>-150</l><l>150</l></block></custom-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 shapes"/></list></block></block><custom-block s="Poly-Ast-Pin Sides %s Length %s backup % %s"><block var="number of sides"/><l>40</l><l>0</l><comment w="159" collapsed="false">Sides: Number of Sides or Spokes (the more shapes the more colours)&#xD;&#xD;Length: How big you want to make it. &#xD;&#xD;Back up %:&#xD;&#xD;If you go 0 back, you get a polygon.&#xD;&#xD;If you put 100, it&apos;ll be an asterisk&#xD;&#xD;Your pin wheel will be tighter or looser based on how much you back up.</comment></custom-block></script></block></script></custom-block></script></block-definition></blocks><primitives><block-definition s="go to x: %&apos;x&apos; y: %&apos;y&apos;" type="command" category="motion" selector="gotoXY" primitive="gotoXY"><header></header><code></code><translations></translations><inputs><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>gotoXY</l></block><block s="doGotoObject"><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block></script></block-definition><block-definition s="repeat %&apos;count&apos; %&apos;action&apos;" type="command" category="control" selector="doRepeat" primitive="doRepeat"><header></header><code></code><translations></translations><inputs><input type="%n">10</input><input type="%loop" readonly="true" irreplaceable="true"></input></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>doRepeat</l></block><block s="doDeclareVariables"><list><l>self</l></list></block><block s="doSetVar"><l>self</l><block s="reportEnvironment"><l><option>script</option></l></block></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="count"/><l>0</l></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doApplyExtension"><l>snap_yield</l><list></list></block><block s="doRun"><block var="self"/><list><block s="reportDifference"><block var="count"/><l>1</l></block><block var="action"/></list></block></script><list></list></block></script></block-definition></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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</pentrails><costumes><list 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