<snapdata remixID="13716326"><project name="U1L3-Pinwheel" app="Snap! 10, 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;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><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><block s="changePenColorDimension"><l><option>hue</option></l><l>25</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="24"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="25"></list></costumes><sounds><list struct="atomic" id="26"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0.3157894736830258" y="9.05263157895044" heading="1.5347723092418164e-12" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="6.000000000000007,255,120.50000000000011,1" pen="tip" id="31"><costumes><list struct="atomic" id="32"></list></costumes><sounds><list struct="atomic" id="33"></list></sounds><blocks></blocks><variables></variables><scripts><script x="251" y="235.49999999999977"><block s="down"></block><block s="setColor"><color>255,245,6,1</color></block><custom-block s="pinwheel,branches: %s"><l>17</l></custom-block></script><script x="175.33333333333337" y="274"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>