<snapdata remixID="14601281"><project name="U1L3-Modern Art with Polygons" 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="U1L3-Modern Art with Polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tunnel, size: %&apos;steps&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="setPenColorDimension"><l><option>brightness</option></l><l>100</l><comment w="145" collapsed="true">brightest possible</comment></block><block s="setPenColorDimension"><l><option>hue</option></l><l>0</l><comment w="115.83333333333333" collapsed="true">happens to be red</comment></block><block s="setSize"><l>300</l></block><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="forward"><block var="steps"/><comment w="254.16666666666666" collapsed="true">does what your first experiments would predict</comment></block><block s="up"></block><block s="forward"><l>10</l><comment w="216.66666666666666" collapsed="true">move to a new location without drawing</comment></block><block s="changePenColorDimension"><l><option>brightness</option></l><l>-17</l><comment w="231.66666666666666" collapsed="false">change things: here, to make a tunnel, we get darker and smaller. For other purposes, we could change color and get larger, or....</comment></block><block s="changeSize"><l>-40</l></block></script></block></script></block-definition><block-definition s="sphere, steps: %&apos;steps&apos; size: %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="setSize"><block var="size"/></block><block s="doRepeat"><block var="steps"/><script><block s="down"></block><block s="forward"><l>.5</l></block><block s="up"></block><block s="forward"><block s="reportQuotient"><l>65</l><block var="steps"/></block></block><block s="changePenColorDimension"><l><option>brightness</option></l><block s="reportQuotient"><l>100</l><block var="steps"/></block></block><block s="changeSize"><block s="reportQuotient"><l>-240</l><block var="steps"/></block></block></script></block></script></block-definition><block-definition s="polygon Number of sides: %&apos;Sides&apos; %&apos;Size&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="doAsk"><l>How big</l></block><block s="doRepeat"><block var="Sides"/><script><block s="forward"><block s="getLastAnswer"></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Sides"/></block></block></script></block></script></block-definition><block-definition s="pinwheel %&apos;sides&apos; %&apos;size&apos; %&apos;back up&apos;" type="command" category="motion"><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="doRepeat"><block var="sides"/><script><block s="forward"><block var="size"/></block><block s="forward"><block var="back up"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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</pentrails><costumes><list id="91"><item><ref mediaID="U1L3-Modern Art with Polygons_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="92"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Polygon" idx="1" x="0" y="0" heading="170" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="255,30.599999999999998,0,1" pen="tip" id="97"><costumes><list id="98"><item><ref mediaID="U1L3-Modern Art with Polygons_Polygon_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="99"></list></sounds><blocks></blocks><variables></variables><scripts><script x="323" y="37.66666666666657"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doStopThis"><l><option>all but this script</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="clear"></block><block s="down"></block></script><script x="40.99999999999997" y="30.000000000000057"><block s="receiveGo"></block><block s="clear"></block><block s="down"></block><block s="doAsk"><l>pick a number 1-100 this is the color</l></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Pick another number this is the pen size</l></block><block s="setSize"><block s="getLastAnswer"></block></block><block s="doAsk"><l>Pick one pinwheel (Pi) sphere (S) or polygon(Po)</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Pi</l></list></block><script><block s="doAsk"><l>Number of branches</l></block><block s="doSetVar"><l>sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How big</l></block><block s="doSetVar"><l>size</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How much back up (a negative number)</l></block><block s="doSetVar"><l>back up</l><block s="getLastAnswer"></block></block><custom-block s="pinwheel %s %s %s"><block var="sides"/><block var="size"/><block var="back up"/></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Po</l></list></block><script><block s="doAsk"><l>How many sides would you like?</l></block><custom-block s="polygon Number of sides: %s %s"><block s="getLastAnswer"></block><block var="Size"/></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>S</l></list></block><script><block s="doAsk"><l>How big</l></block><block s="doSetVar"><l>size #</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What angle</l></block><block s="doSetVar"><l>angle</l><block s="getLastAnswer"></block></block><block s="doFor"><l>size #</l><l>1</l><block var="size #"/><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="size 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