<snapdata remixID="8849593"><project name="U1L3-2 Jackson and Tyler" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="qd" idx="1" x="-2.2737367544323206e-13" y="0" heading="347.1428571428489" 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="52" y="182"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><comment x="214" y="145" w="240" collapsed="false">This pinwheel block creates a 12 sided shape every time it is clicked. The code within it took us a lot of trial and error over time to debug.</comment><script x="47" y="110.80000000000001"><custom-block s="Pinwheel, Branches: %s size: %n backup: %s"><l>12</l><l>80</l><l>20</l></custom-block></script><comment x="337" y="32" w="90" collapsed="false">Jackson &amp; Tyler U1L3</comment></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Pinwheel, Branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%n"></input><input type="%s"></input></inputs><script><block s="clear"></block><block s="setColor"><color>145,26,68,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>.15</l></block><block s="forward"><l>-37</l></block><block s="doWait"><l>.15</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="Asterisk, branches: %&apos;branches&apos; branch length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs></block-definition></blocks><variables></variables></project><media name="U1L3-2 Jackson and Tyler" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>