<snapdata remixID="12853281"><project name="L03 Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" 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</pentrails><costumes><list struct="atomic" id="86"></list></costumes><sounds><list struct="atomic" id="87"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="6.218767191609766e-13" y="7.773458989512207e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="19,214,0,1" pen="tip" id="92"><costumes><list struct="atomic" id="93"></list></costumes><sounds><list struct="atomic" id="94"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13.999999999999659" y="595.1666666666667"><block s="down"><comment w="90" collapsed="false">Script that makes a poly gon witth one more side each time to 10</comment></block><custom-block s="nest polygons: number of polygons: %s sides: %s"><l>12</l><l>10</l></custom-block></script><script x="10" y="375.33333333333485"><block s="down"><comment w="90" collapsed="true">Scipt that creates astertrisk using the amount of sides and the length</comment></block><custom-block s="asterisk, branches: %s branch length: %s"><l>5</l><l>5</l></custom-block></script><script x="205.99999999999926" y="11.499999999999432"><block s="down"><comment w="90" collapsed="true"> Script that makes a poly gon witth one more side each time to 10</comment></block><block s="doFor"><l>i</l><l>3</l><l>14</l><script><custom-block s="polygon, number of sides: %s side length: %s"><block var="i"/><l>50</l></custom-block></script></block></script><script x="10" y="296.1666666666681"><block s="down"><comment w="90" collapsed="true">pinwheel maker with branches</comment></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>5</l><l>80</l><l>60</l></custom-block></script><script x="23.333333333333314" y="10"><block s="down"></block><block s="setColor"><color>19,214,0,1</color></block></script><script x="11.999999999999943" y="83.3333333333338"><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script><comment w="90" collapsed="true">Change the pinwheel by changing 360/x and repeat to x </comment></block></script><script x="420.9999999999991" y="399.1666666666673"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block></script><script x="387.9999999999991" y="102.16666666666731"><block s="down"><comment w="90" collapsed="true">Makes a square started fromthe outside to the inside</comment></block><block s="doFor"><l>length</l><l>100</l><l>1</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block></script></block></script><script x="14.999999999999659" y="515.3333333333351"><block s="down"><comment w="90" collapsed="true">Script that makes the 12 twrleve polygon that has one more side than the pr4vious one</comment></block><custom-block s="nest squares: number of squares %s"><l>12</l></custom-block></script><script x="74.99999999999915" y="432.58333333333167"><block s="doFor"><l>i</l><l>0</l><l>30</l><script><block s="doSayFor"><block var="i"/><l>2</l></block><block s="doChangeVar"><l>i</l><l>1</l></block></script><comment w="90" collapsed="true">Script that counts by twos to 30</comment></block></script><script x="430.9999999999993" y="247.6666666666672"><block s="doFor"><l>tens</l><l>0</l><l>9</l><script><block s="doFor"><l>ones</l><l>0</l><l>9</l><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="tens"/><block var="ones"/></list></block><l>0.3</l></block></script><comment w="80" collapsed="true">Script counts from 99 to 100</comment></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="L03 Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>