<snapdata remixID="14688439"><project name="U1L3-Pinwheel" 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-Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwhyeel %&apos;branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="doRepeat"><l>10</l><script><block s="doRepeat"><block var="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="branches"/></block></block></script></block></script></block></script></block-definition><block-definition s="Pinwheel, Branches %&apos;number of branches&apos; size %&apos;size&apos; backup %&apos;backup&apos;" type="command" category="sensing"><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"><block var="size"/></block><block s="forward"><block s="reportDifference"><l></l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition></blocks><primitives><block-definition s="position" type="reporter" category="motion" selector="getPosition" primitive="getPosition"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>getPosition</l></block><block s="doReport"><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block></block></script></block-definition></primitives><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="61"></list></costumes><sounds><list struct="atomic" id="62"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-7.283616516935198e-11" y="-2.1770431071911987e-11" heading="200.5714281992348" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,210.0000000000001,70,1" pen="tip" id="67"><costumes><list struct="atomic" id="68"></list></costumes><sounds><list struct="atomic" id="69"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="493.33333333333337" y="49.499999999999545" w="242.66666666666666" collapsed="true">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="501" y="167.66666666666623"><block s="clear"></block><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>50</l></block><block s="forward"><l>-200</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>42</l></block></block></script></block></script><script x="782" y="170.66666666666623"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>21</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>21</l></block></block></script></block></script><script x="1077" y="174.6666666666663"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>21</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>21</l></block></block></script></block></script><script x="362" y="387.49999999999955"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="548" y="563.4999999999995"><block s="setColor"><color>145,26,68,1</color></block></script><script x="993.3333333333335" y="456.49999999999955"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>21</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>21</l></block></block></script></block></script><script x="969.0859375" y="784.6333333333329"><block var="length"/></script><script x="186.5" y="939.9666666666669"><block s="doRepeat"><block var="branches"/><script><block s="setColor"><color>255,99,70,1</color></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block></script><script x="509.5" y="653.966666666667"><block s="clear"></block><block s="doRepeat"><l>5</l><script><custom-block s="pinwhyeel %n"><l>8</l></custom-block><block s="turn"><l>72</l></block><block s="forward"><l>75</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>75</l></block></script></block></script></scripts></sprite><watcher var="length" style="normal" x="4.743083003952971" y="4.743083003952572" color="243,118,29"/></sprites></stage><variables><variable name="length"><l>0</l></variable></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>