<snapdata remixID="14775119"><project name="U1L3-Pinwheel cirlce" 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="U1L3-Pinwheel cirlce"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel numBranches %&apos;number of brances&apos; %&apos;number of circles&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="number of brances"/><script><block s="doRepeat"><l>10</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>0.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>0.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of brances"/></block></block></script></block></script></block></script><scripts><script x="178.224609375" y="94.50000000000023"><block var="number of circles"/></script></scripts></block-definition><block-definition s="pinwheel %&apos;number of sides&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>0.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>0.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></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="50"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="51"></list></costumes><sounds><list struct="atomic" id="52"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-84.54689359780537" y="-51.62003017727534" heading="342.5999999999942" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="57"><costumes><list struct="atomic" id="58"></list></costumes><sounds><list struct="atomic" id="59"></list></sounds><blocks></blocks><variables></variables><scripts><script x="1296.9701171875" y="478.29999999999995"><block var="number of circles"/></script><script x="1254.8779296875" y="348.80000000000007"><block var="number of brances"/></script><script x="1223.751953125" y="553.6666666666665"><block var="number of brances"/></script><script x="67" y="150.33333333333337"><block s="receiveGo"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="60" y="316"><block s="gotoXY"><l>17</l><l>-149</l></block><block s="setHeading"><l>285</l></block></script><script x="245" y="207.16666666666663"><block s="clear"></block></script><comment x="183.33333333333337" y="95" 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="87" y="268.16666666666674"><custom-block s="pinwheel numBranches %s %s"><l>25</l><l>25</l></custom-block></script><script x="301" y="534.9999999999997"><custom-block s="pinwheel %s"><l>5</l></custom-block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel cirlce" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>