<snapdata remixID="15063902"><project name="Pinwheel programs lab" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Pinwheel programs lab"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel branches %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>50</l></block><block s="doWait"><l>0.1</l></block><block s="forward"><l>-35</l></block><block s="doWait"><l>0.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block><block s="up"></block><block s="forward"><l>75</l></block></script></block-definition><block-definition s="Pentagon side length %&apos;Length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="doRepeat"><block var="Length"/><script><block s="forward"><block var="Length"/></block><block s="turn"><l>72</l></block></script></block></script></block-definition></blocks><primitives></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" id="39"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="40"></list></costumes><sounds><list struct="atomic" id="41"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="216.00000000000023" y="5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="46"><costumes><list struct="atomic" id="47"></list></costumes><sounds><list struct="atomic" id="48"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="20" y="76.83333333333331" 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="20" y="214.66666666666663"><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="20" y="329.66666666666663"><block s="doRepeat"><l>9</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>9</l></block></block></script></block></script><script x="20" y="483.66666666666663"><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></block></script><script x="20" y="598.6666666666666"><block s="doRepeat"><l>7</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>7</l></block></block></script></block></script><script x="20" y="713.6666666666666"><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></block></script><script x="20" y="828.6666666666666"><custom-block s="pinwheel branches %n"><l>5</l></custom-block></script><script x="20" y="867.6666666666666"><custom-block s="Pentagon side length %n"><l>40</l></custom-block></script><script x="319" y="24.333333333333343"><block s="receiveGo"></block><block s="gotoXY"><l>-159</l><l>0</l></block><block s="clear"></block><block s="setHeading"><l>90</l></block><custom-block s="pinwheel branches %n"><l>3</l></custom-block><custom-block s="pinwheel branches %n"><l>4</l></custom-block><custom-block s="pinwheel branches %n"><l>5</l></custom-block><custom-block s="pinwheel branches %n"><l>6</l></custom-block><custom-block s="pinwheel branches %n"><l>12</l></custom-block></script><script x="43" y="126.83333333333331"><block s="setColor"><color>145,26,68,1</color></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Pinwheel programs lab" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>