<snapdata remixID="14611831"><project name="Drawing Create Project " app="Snap! 11.0.4, 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 "><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="Number of sides %&apos;number of sides&apos; lengths average, will be mutiplyed by *0.5 to 1.5 determing length of single shape %&apos;range of length&apos; backup in a number, not percentage %&apos;length of back up&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="setColor"><color>145,26,68,1</color><comment w="90" collapsed="false">Initial color</comment></block><block s="doSetVar"><l>vari</l><block s="reportVariadicProduct"><list><block var="range of length"/><block s="reportRandom"><l>0.5</l><l>1.5</l></block></list><comment w="90" collapsed="false">This will decide the actual legnt of the shape, it dose this by taking the length givin and then mutiplys it by a decimal betweem 0.5-1.5, which will give the size of the shape</comment></block></block><block s="doForever"><script><block s="setPenColorDimension"><l><option>transparency</option></l><l>0</l></block><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="vari"/></block><block s="forward"><block s="reportDifference"><l>0</l><block var="length of back up"/></block></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block><comment w="90" collapsed="false">helps tell number of sides</comment></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportRandom"><l>1</l><l>2</l></block><l>2</l></list></block><script><block s="changePenColorDimension"><l><option>hue</option></l><l>2</l><comment w="90" collapsed="false">color change amount</comment></block></script><list></list><comment w="90" collapsed="false">color change formula</comment></block><block s="doWait"><l>0.001</l></block></script></block><block s="doSetVar"><l>vari</l><block s="reportVariadicProduct"><list><block var="range of length"/><block s="reportRandom"><l>0.5</l><l>1.5</l></block></list></block><comment w="90" collapsed="false">vari is a decimal to determind the legnth without chnaging length range</comment></block><block s="doWait"><l>1</l></block><block s="setPenColorDimension"><l><option>transparency</option></l><l>75</l></block><block s="gotoXY"><block s="reportRandom"><l>-230</l><l>230</l></block><block s="reportRandom"><l>-150</l><l>150</l></block></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" id="112"><pentrails>data:image/png;base64,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</pentrails><costumes><list 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