<snapdata remixID="10492435"><project name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><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" scheduled="false" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="30.843564597472096" y="706.4337722128818" heading="137.50000000001944" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="10" y="66.83333333333314"><block s="clear"></block></script><comment x="10" y="102.66666666666652" 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="228.66666666666646"><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></block></script><script x="10" y="690.1666666666663"><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></block></script><script x="10" y="843.9999999999998"><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></block></script><script x="296.00000000000006" y="156.83333333333337"><block s="doSetVar"><l>backing up</l><block s="reportListItem"><l><option>any</option></l><block s="reportNumbers"><l>10</l><l>100</l></block></block></block><block s="doSetVar"><l>backing up 2</l><block s="reportListItem"><l><option>any</option></l><block s="reportNumbers"><l>10</l><l>100</l></block></block></block><custom-block s="pinwheel, branches %s %s size: %s"><block var="list sides"/><block var="backing up"/><block s="reportListItem"><l><option>any</option></l><block s="reportNumbers"><l>0</l><l>100</l></block></block><comment w="90" collapsed="false">The entered amount is how many sides you want the lines to have.</comment></custom-block><custom-block s="pinwheel, branches %s (2) %s size: %s"><block var="list sides 2"/><block var="backing up 2"/><block s="reportListItem"><l><option>any</option></l><block s="reportNumbers"><l>0</l><l>100</l></block></block><comment w="90" collapsed="false">The entered amount is how many sides you want the lines to have.</comment></custom-block></script><script x="437.26074218749983" y="324.6666666666667"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="253.00000000000006" y="347.1666666666666"><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="i"/></block></block><block s="turn"><l>90</l></block></script></block></script><script x="10" y="395.9999999999995"><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>i</l><l>100</l><l>1</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="i"/></block></block><block s="turn"><l>90</l></block></script></block></script><script x="451.00000000000006" y="530.333333333333"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>8</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>8</l></block></block></script></block></script><script x="229.33333333333331" y="533.3333333333335"><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="i"/></block></block><block s="turn"><l>90</l></block></script></block></script><script x="445.3333333333333" y="408.3333333333333"><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>1000</l><script><block s="forward"><block s="reportQuotient"><block var="i"/><l>100</l></block></block><block s="turn"><l>5</l></block></script></block></script><script x="50.333333333333314" y="549.3333333333335"><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>10</l><block var="i"/></block></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite><watcher var="list sides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="list sides 2" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="backing up" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="backing up 2" style="normal" x="10" y="73.00000599999998" color="243,118,29"/><watcher var="length" style="normal" x="10" y="94.00000799999998" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;number of branches&apos; %&apos;backing up&apos; size: %&apos;size&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="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><block var="number of branches"/><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="number of branches"/></block></block></script></block></script></block-definition><block-definition s="pinwheel, branches %&apos;number of branches&apos; (2) %&apos;backing up&apos; size: %&apos;size&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="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="down"></block><block s="setColor"><color>12,20,255,1</color></block><block s="doRepeat"><block var="number of branches"/><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="number of branches"/></block></block></script></block></script></block-definition></blocks><variables><variable name="list sides"><l>18</l></variable><variable name="list sides 2"><l>15</l></variable><variable name="backing up"><l>30</l></variable><variable name="backing up 2"><l>15</l></variable><variable name="length"><l>0</l></variable></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>