<snapdata remixID="11308272"><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: %&apos;numberOfBranches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>numberOfBranches</l><l>3</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>4</l><script><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><block var="numberOfBranches"/><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="numberOfBranches"/></block></block></script></block><block s="doChangeVar"><l>numberOfBranches</l><l>1</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>.5</l></block><block s="doWait"><l>1</l></block></script></block></script></block-definition><block-definition s="takeItFurther %&apos;NumberofPinwheels&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>150</l><l>0</l></block><block s="setHeading"><l>180</l></block><block s="setColor"><color>16,255,180,1</color></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="doRepeat"><block var="NumberofPinwheels"/><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="NumberofPinwheels"/></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>.5</l></block></script></block><block s="doChangeVar"><l>NumberofPinwheels</l><l>5</l></block></script></block><block s="doWait"><l>1</l></block></script></block-definition><block-definition s="colorPinwheels %&apos;NumberofBranches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="gotoXY"><l>200</l><l>-115</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="doSetVar"><l>NumberofBranches</l><l>10</l></block><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="doRepeat"><block var="NumberofBranches"/><script><block s="forward"><l>50</l></block><block s="forward"><l>-35</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="NumberofBranches"/></block></block></script></block><block s="doWait"><l>1</l></block><block s="up"></block><block s="changeXPosition"><l>-30</l></block><block s="changeYPosition"><l>30</l></block></script></block></script></block-definition><block-definition s="TwelveBranch %&apos;NumofBranches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>NumofBranches</l><l>12</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><block var="NumofBranches"/><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="NumofBranches"/></block></block></script></block><block s="doWait"><l>1</l></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" 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