<snapdata remixID="12915114"><project name="PinWheel NEW VERSION" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="PinWheel NEW VERSION"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Pinwheel start %&apos;Branches #&apos; Color change %&apos;color #&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>branches</l><block var="Branches #"/></block><block s="doSetVar"><l>color</l><block var="color #"/></block><block s="down"></block><block s="doRepeat"><block var="Branches #"/><script><block s="forward"><l>15</l></block><block s="forward"><l>-10.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Branches #"/></block></block></script></block><block s="up"></block><block s="changePenColorDimension"><l><option>hue</option></l><block var="color"/></block></script></block-definition><block-definition s="pinwheel" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doRepeat"><block var="branches"/><script><block s="forward"><l>10</l></block><block s="forward"><l>-7</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block><block s="up"></block><block s="changePenColorDimension"><l><option>hue</option></l><block var="color"/></block></script><scripts><script x="136.0146484375" y="68.6333333333327"><block var="Branches #"/></script><script x="164.9013671875" y="100.63333333333259"><block var="Branches #"/></script></scripts></block-definition><block-definition s="First Line half" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>11</l><script><block s="forward"><l>20</l></block><custom-block s="pinwheel"></custom-block><block s="turnLeft"><block s="reportQuotient"><l>360</l><l>56.5485</l></block></block><block s="doChangeVar"><l>branches</l><l>1</l></block></script></block></script></block-definition><block-definition s="Pinwheel Middle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doRepeat"><block s="reportVariadicSum"><list><block var="branches"/><l>1</l></list></block><script><block s="forward"><l>15</l></block><block s="forward"><l>-10.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block s="reportVariadicSum"><list><block var="branches"/><l>1</l></list></block></block></block></script></block><block s="up"></block><block s="changePenColorDimension"><l><option>hue</option></l><block var="color"/></block></script></block-definition><block-definition s="First line Second half" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>12.25</l><script><block s="doChangeVar"><l>branches</l><l>-1</l></block><block s="forward"><l>20</l></block><custom-block s="pinwheel"></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><l>56.5485</l></block></block></script></block></script></block-definition><block-definition s="middle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>-3.000759476035</l><l>-9.58501508950539</l></block><block s="doChangeVar"><l>branches</l><l>1</l></block><custom-block s="Pinwheel Middle"></custom-block><block s="setHeading"><l>102.01</l></block><block s="gotoXY"><l>18.23525581402737</l><l>-7.12078174</l></block></script></block-definition><block-definition s="2nd line" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>-129</l><l>-180</l></block><custom-block s="pinwheel"></custom-block><block s="doRepeat"><l>11</l><script><block s="forward"><l>20</l></block><custom-block s="pinwheel"></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><l>56.5485</l></block></block><block s="doChangeVar"><l>branches</l><l>1</l></block></script></block><block s="forward"><l>30</l></block><block s="setHeading"><l>77.9861534789</l></block><block s="doChangeVar"><l>branches</l><l>1</l></block><block s="doRepeat"><l>12.25</l><script><block s="doChangeVar"><l>branches</l><l>-1</l></block><block s="forward"><l>20</l></block><custom-block s="pinwheel"></custom-block><block s="turnLeft"><block s="reportQuotient"><l>360</l><l>56.5485</l></block></block></script></block><block s="forward"><l>20</l></block></script></block-definition><block-definition s="Beginning start" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="clear"></block><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>-129</l><l>180</l></block><block s="setColor"><color>255,164,78,1</color></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="189"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="190"></list></costumes><sounds><list struct="atomic" id="191"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="160.57070039911537" y="188.79089310597624" heading="1.591554152658432" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,121.52000000000017,78,1" pen="tip" id="196"><costumes><list struct="atomic" id="197"></list></costumes><sounds><list struct="atomic" id="198"></list></sounds><blocks></blocks><variables></variables><scripts><script x="147" y="318.1666666666666"><block s="receiveGo"></block><custom-block s="Beginning start"></custom-block><custom-block s="Pinwheel start %s Color change %s"><l>5</l><l>4</l><comment w="90" collapsed="false">recommended start 1-9.</comment></custom-block><custom-block s="First Line half"></custom-block><custom-block s="middle"></custom-block><custom-block s="First line Second half"></custom-block><custom-block s="2nd line"></custom-block></script></scripts></sprite></sprites></stage><variables><variable name="branches"><l>5</l></variable><variable name="color"><l>4</l></variable></variables></scene></scenes></project><media name="PinWheel NEW VERSION" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>