<snapdata remixID="11640225"><project name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><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 branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block s="reportMonadic"><l><option>abs</option></l><block var="backup"/></block></list></block></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="2 Pinwheels" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="gotoXY"><l>-179</l><l>-13</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doAsk"><l>How many branches would you like on your pinwheel?</l></block><custom-block s="pinwheel, branches %s size: %s backup: %s"><block s="getLastAnswer"></block><l></l><l></l></custom-block><block s="up"></block><block s="gotoXY"><l>94</l><l>-7</l></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>How many branches would you like on your pinwheel?</l></block><block s="down"></block><custom-block s="pinwheel, branches %s size: %s backup: %s"><block s="getLastAnswer"></block><l></l><l></l></custom-block><block s="up"></block></script></block-definition><block-definition s="pinwheel, branches %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="clear"></block><block s="doAsk"><l>How many branches would you like to begin with?</l></block><block s="doSetVar"><l>number of branches</l><block s="getLastAnswer"></block></block><block s="setColor"><color>255,64,23,1</color></block><block s="doRepeat"><l>12</l><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>20</l></block><block s="forward"><l>-40</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block><block s="changePenColorDimension"><l><option>hue</option></l><l>6</l></block><block s="forward"><l>40</l></block><block s="turn"><l>30</l></block></script></block></script></block-definition><block-definition s="animation pinwheel branches" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>How many branches would you like to begin with?</l></block><block s="doSetVar"><l>number of branches</l><block s="getLastAnswer"></block></block><block s="setColor"><color>96,0,233,1</color></block><block s="doUntil"><block s="reportEquals"><block var="number of branches"/><l>0</l></block><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>50</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block><block s="changePenColorDimension"><l><option>hue</option></l><l>5</l></block><block s="doWait"><l>.5</l></block><block s="doChangeVar"><l>number of branches</l><l>-1</l></block><block s="clear"></block></script></block></script></block-definition></blocks><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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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struct="atomic" id="141"></list></costumes><sounds><list struct="atomic" id="142"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="number of branches" style="normal" x="9.999999999999773" y="10.000000000000014" color="243,118,29"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/><sprite name="Sprite" idx="1" x="-39.11150114562315" y="-19.286170203770325" heading="305.91289198606285" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="138.24000000000012,23.000000000000004,255,1" pen="tip" id="150"><costumes><list struct="atomic" id="151"></list></costumes><sounds><list struct="atomic" id="152"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="44.33333333333337"><block s="receiveGo"></block></script><comment x="376" y="43.666666666666686" w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="10" y="105.33333333333337"><custom-block s="pinwheel, branches %s size: %s backup: %s"><l>5</l><l>15</l><l>-50</l></custom-block></script><script x="23" y="230.16666666666652"><custom-block s="pinwheel, branches %n"><l></l></custom-block></script><script x="24" y="332.6333333333333"><block s="doRepeat"><l>12</l><script></script></block></script><script x="16" y="499.30000000000007"><block s="forward"><l>40</l></block><block s="turn"><l>30</l></block></script><script x="328" y="222.16666666666652"><custom-block s="animation pinwheel branches"></custom-block></script></scripts></sprite></sprites></stage><variables><variable name="number of branches"><l>0</l></variable></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>