<snapdata remixID="11300378"><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: Number of Branches" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Pinwheel,branches: Branches" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Pinwheel,Branches: %&apos;Branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="pinwheel,branches: %&apos;Branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="Pinwheel,branches: %&apos;Branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><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-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" id="30"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="31"></list></costumes><sounds><list struct="atomic" id="32"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0.3157894736896196" y="219.05263157897105" heading="2.1600499167107046e-12" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,17,235,1" pen="tip" id="37"><costumes><list struct="atomic" id="38"></list></costumes><sounds><list struct="atomic" id="39"></list></sounds><blocks></blocks><variables></variables><scripts><script x="26" y="82.66666666666663"><block s="clear"></block></script><script x="83.66666666666674" y="83.83333333333331"><block s="clear"></block></script><script x="142.66666666666663" y="83.83333333333331"><block s="clear"></block></script><script x="196.66666666666663" y="83.83333333333331"><block s="clear"></block></script><script x="245.66666666666652" y="83.83333333333331"><block s="clear"></block></script><script x="188.66666666666663" y="10.833333333333371"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="340.6666666666665" y="14.833333333333371"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="494.66666666666686" y="16.83333333333337"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="636.6666666666666" y="20.83333333333337"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="257.66666666666674" y="135.83333333333331"><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="479.66666666666686" y="126.83333333333331"><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="708.6666666666669" y="134.83333333333331"><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="939.1451822916667" y="130.83333333333331"><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="21" y="428"><custom-block s="Pinwheel,branches: %s"><l></l></custom-block></script><script x="147" y="301.00000000000006"><block s="receiveGo"></block><block s="setColor"><color>0,17,235,1</color></block><block s="down"></block><custom-block s="Pinwheel,branches: %s"><l>1</l></custom-block></script><script x="10" y="171.50000000000006"><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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>