<snapdata remixID="8797277"><project name="Lab4_PinwheelRemix" 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="Sprite(2)" idx="2" x="-174.6884833258539" y="36.464867827085044" heading="6" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145.35,0,0,1" 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="94" y="108"><block s="receiveGo"></block><block s="down"></block><custom-block s="Cirlce size: %s"><l>10</l></custom-block></script></scripts></sprite><sprite name="Sprite" idx="1" x="112" y="54" heading="210.78763466044984" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="3,0,66,1" pen="tip" id="18"><costumes><list struct="atomic" id="19"></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><blocks></blocks><variables></variables><scripts><script x="299.66666666666663" y="439"><block s="doGlide"><l>1</l><l>0</l><l>0</l><comment w="242.66666666666666" collapsed="false">Press this if you loose your sprite. </comment></block><block s="clear"></block></script><script x="451" y="501.33333333333326"><block s="receiveGo"></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>3,0,66,1</color></block><custom-block s="Asterisk Branches %s branch length %s"><l>9</l><l>60</l></custom-block></script></scripts></sprite><sprite name="Sprite(4)" idx="4" x="-137.99999999999864" y="-71.99999999999989" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="173.4,0,145.65599999999998,1" pen="tip" id="37"><costumes><list struct="atomic" id="38"></list></costumes><sounds><list struct="atomic" id="39"></list></sounds><blocks></blocks><variables></variables><scripts><script x="231" y="282"><block s="receiveGo"></block><block s="down"></block><custom-block s="Pinwheel, branches: %s Size: %s Backup: %s"><l>9</l><l>60</l><l>30</l><comment w="242.66666666666666" collapsed="false">Fill out the numnber of branches you want on your pinwheel. </comment></custom-block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="101" y="-79" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145.35,43.605000000000004,0,1" pen="tip" id="49"><costumes><list struct="atomic" id="50"></list></costumes><sounds><list struct="atomic" id="51"></list></sounds><blocks></blocks><variables></variables><scripts><script x="109" y="224"><block s="receiveGo"></block><block s="down"></block><custom-block s="Polygon Sides: %s Size: %s"><l>6</l><l>50</l></custom-block></script></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"><comment w="90" collapsed="false">Fill out the nuber of branches you want inside the white box. </comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="Size:"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block s="reportDifference"><block var="backup:"/><block s="reportSum"><block var="backup:"/><block var="backup:"/></block></block></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block></script></block-definition><block-definition s="Polygon Sides: %&apos;sides&apos; Size: %&apos;Size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="Size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block></script></block-definition><block-definition s="Asterisk Branches %&apos;Branches:&apos; branch length %&apos;branch length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doRepeat"><block var="Branches:"/><script><block s="forward"><block var="branch length"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block s="reportDifference"><block var="branch length"/><block s="reportSum"><block var="branch length"/><block var="branch length"/></block></block></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Branches:"/></block></block></script></block></script></block></script></block-definition><block-definition s="Cirlce size: %&apos;size:&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>360</l><script><block s="doWarp"><script><block s="forward"><block s="reportQuotient"><block var="size:"/><l>15</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l>360</l></block></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Lab4_PinwheelRemix" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>