<snapdata remixID="9498075"><project name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list 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" id="11"/></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveKey"><l><option>r</option></l><comment w="90" collapsed="false">Reset.</comment></block><block s="doStopThis"><l><option>all but this script</option></l></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="20" y="1006.8333333333334"><custom-block s="pinwheel, branches: %s"><l>25</l><comment w="280" collapsed="false">Makes two pinwheels with different number of spikes.</comment></custom-block><custom-block s="pinwheel, branches: %s"><l>13</l></custom-block></script><script x="20" y="1066.8333333333335"><custom-block s="pinwheel2, branches: %n size: %n backup: %n"><l>3</l><l>100</l><l>100</l><comment w="320.310546875" collapsed="false">This block makes an asterisk. Asterisks are made when size+backup=0</comment></custom-block></script><script x="20" y="1123.8333333333335"><custom-block s="pinwheel2, branches: %n size: %n backup: %n"><l>3</l><l>100</l><l>0</l><comment w="362.98046875" collapsed="false">This block makes a polygon. Polygons are made when either size or backup is 0.</comment></custom-block></script><script x="20" y="1180.8333333333335"><custom-block s="asterisk, branches %s side length %s"><l>3</l><l>100</l></custom-block></script><script x="20" y="1219.8333333333335"><custom-block s="polygon, branches: %s branch length: %s"><l>3</l><l>100</l></custom-block></script><script x="20" y="1258.8333333333335"><custom-block s="polygon2, branches: %s branch length: %s"><l>3</l><l>100</l></custom-block></script><script x="20" y="1297.8333333333335"><custom-block s="nested square %s"><l>10</l></custom-block></script><script x="20" y="1336.8333333333335"><custom-block s="nested polygon %s"><l>10</l></custom-block></script><script x="20" y="1375.8333333333335"><block s="doWarp"><script><block s="down"></block><block s="doFor"><l>length</l><l>0</l><l>200</l><script><block s="forward"><block s="reportQuotient"><block var="length"/><l>10</l></block></block><block s="turn"><l>20</l></block></script><comment w="106" collapsed="false">This makes a spiral.</comment></block></script></block></script><script x="20" y="1522.1666666666665"><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>.1</l></block></script></block></script><comment w="121.3232421875" collapsed="false">This counts from 0 to 99.</comment></block></script><script x="20" y="1635.6666666666665"><block s="doFor"><l>tens</l><l>10</l><l>0</l><script><block s="doFor"><l>ones</l><l>0</l><l>0</l><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="tens"/><block var="ones"/></list></block><l>.1</l></block></script></block></script><comment w="157.646484375" collapsed="false">This counts from 100 to 0 by 10s.</comment></block></script><script x="331" y="15.000000000000114"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script><comment w="242.66666666666666" collapsed="false">3 branch pinwheel.</comment></block></script><script x="353" y="25.66666666666663"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script><comment w="242.66666666666666" collapsed="false">4 branch pinwheel.</comment></block></script><script x="375" y="37.5"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script><comment w="242.66666666666666" collapsed="false">5 branch pinwheel.</comment></block></script><script x="400" y="52.33333333333337"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script><comment w="242.66666666666666" collapsed="false">6 branch pinwheel.</comment></block></script><script x="420" y="67.16666666666674"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script><comment w="242.66666666666666" collapsed="false">12 branch pinwheel.</comment></block></script><comment x="829" y="102.8333333333336" w="90" collapsed="false">&lt; old assignments.</comment><script x="552" y="565.6666666666667"><custom-block s="star, points: %s size: %s"><l>0</l><l>60</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;branch#&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">Makes a pinwheel. Input says the number of branches on it.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><block var="branch#"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branch#"/></block></block></script></block></script></block-definition><block-definition s="pinwheel2, branches: %&apos;branch##&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><block var="branch##"/><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportDifference"><l>0</l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branch##"/></block></block></script></block></script></block-definition><block-definition s="polygon, branches: %&apos;branches###&apos; branch length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel2, branches: %n size: %n backup: %n"><block var="branches###"/><block var="length"/><l>0</l></custom-block></script></block-definition><block-definition s="asterisk, branches %&apos;branch####&apos; side length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel2, branches: %n size: %n backup: %n"><block var="branch####"/><block var="length"/><block var="length"/><comment w="193.98046875" collapsed="false">This block makes a polygon. Polygons are made when either size or backup is 0.</comment></custom-block></script></block-definition><block-definition s="polygon2, branches: %&apos;branches###&apos; branch length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><block var="branches###"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches###"/></block></block></script></block></script></block-definition><block-definition s="nested square %&apos;nest#&apos;" type="command" category="motion"><comment w="387.6962890625" collapsed="false">Creates # of squares nested inside of each other.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="nest#"/><script><custom-block s="pinwheel2, branches: %n size: %n backup: %n"><l>4</l><block s="reportProduct"><l>10</l><block var="i"/></block><l>0</l></custom-block></script></block></script></block-definition><block-definition s="nested polygon %&apos;nest#&apos;" type="command" category="motion"><comment w="387.6962890625" collapsed="false">Creates # of polygons (triangles to #gons) nested inside of each other.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>3</l><block var="nest#"/><script><custom-block s="pinwheel2, branches: %n size: %n backup: %n"><block var="i"/><l>50</l><l></l></custom-block></script></block></script></block-definition><block-definition s="star, points: %&apos;branch#&apos; size: %&apos;size&apos;" type="command" category="motion"><comment w="121" collapsed="false">Makes a star with the # of points specified if # is 3 or above.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doIfElse"><block s="reportEquals"><block var="branch#"/><l>4</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turn"><l>150</l></block><block s="forward"><l>50</l></block><block s="turn"><l>-60</l></block></script></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="branch#"/><l>3</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>150</l></block><block s="forward"><block var="size"/></block><block s="turn"><l>-30</l></block></script></block></script><script><block s="doIfElse"><block s="reportLessThan"><block var="branch#"/><l>3</l></block><script><block s="bubble"><l>what</l></block><block s="doPlaySoundUntilDone"><l>what</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script><block s="doRepeat"><block var="branch#"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block s="reportProduct"><l>.5</l><block var="branch#"/></block></block></block><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block s="reportProduct"><l>-1</l><block var="branch#"/></block></block></block></script></block></script><comment w="152" collapsed="false">2-pointed stars or less are not possible, so added this in for fun.</comment></block></script></block></script><comment w="156.5087890625" collapsed="false">Different calculations were needed for 3-pointed and 4-pointed stars.</comment></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>