<snapdata remixID="14263580"><project name="Pinwheel Programs Lab" app="Snap! 10.5.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Pinwheel Programs Lab"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawPinwheel %&apos;Wytt&apos; %&apos;locationX&apos; %&apos;locationY&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doForever"><script><block s="doUntil"><block s="reportVariadicEquals"><list><block var="Wytt"/><l>15</l></list></block><script><block s="clear"></block><block s="gotoXY"><block var="locationX"/><block var="locationY"/></block><block s="down"></block><custom-block s="pinwheel, branches: %s"><block s="reportVariadicSum"><list><l>0</l><block var="Wytt"/></list></block></custom-block><block s="doChangeVar"><l>Wytt</l><l>1</l></block></script></block><block s="doUntil"><block s="reportVariadicEquals"><list><block var="Wytt"/><l>0</l></list></block><script><block s="gotoXY"><block var="locationX"/><block var="locationY"/></block><block s="down"></block><custom-block s="pinwheel, branches: %s"><block s="reportVariadicSum"><list><l>0</l><block var="Wytt"/></list></block></custom-block><block s="doChangeVar"><l>Wytt</l><l>-1</l></block><block s="clear"></block></script></block></script></block></script><scripts><script x="343" y="344.99999999999994"><block s="doWarp"><script></script></block></script></scripts></block-definition><block-definition s="pinwheel, branches: %&apos;numberOfBranches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><block var="numberOfBranches"/><script><block s="forward"><l>50</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></script></block-definition><block-definition s="movingPolygon %&apos;Wytt&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="doWarp"><script><block s="doForever"><script><block s="doUntil"><block s="reportVariadicEquals"><list><block var="Wytt"/><l>15</l></list></block><script><block s="clear"></block><block s="down"></block><custom-block s="pinwheel, branches: %s"><block s="reportVariadicSum"><list><l>0</l><block var="sizeOfPolygon1"/></list></block></custom-block><block s="doChangeVar"><l>Wytt</l><l>1</l></block></script></block><block s="doUntil"><block s="reportVariadicEquals"><list><block var="Wytt"/><l>0</l></list></block><script><block s="clear"></block><block s="down"></block><custom-block s="pinwheel, branches: %s"><block s="reportVariadicSum"><list><l>0</l><block var="sizeOfPolygon1"/></list></block></custom-block><block s="doChangeVar"><l>Wytt</l><l>-1</l></block></script></block></script></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="126"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="127"></list></costumes><sounds><list struct="atomic" id="128"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-238.369254055581" y="98.67847025993427" heading="189.00000000000034" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="80,80,80,1" pen="tip" id="133"><costumes><list struct="atomic" id="134"></list></costumes><sounds><list struct="atomic" id="135"></list></sounds><blocks></blocks><variables></variables><scripts><script x="34" y="30"><block s="receiveGo"></block><block s="setHeading"><l>45</l></block><block s="doSetVar"><l>sizeOfPolygon1</l><l>1</l></block><custom-block s="drawPinwheel %n %n %n"><block var="sizeOfPolygon1"/><l>-150</l><l>75</l></custom-block></script><script x="325" y="23.499999999999943"><block s="receiveGo"></block><block s="hide"></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-163.369254055581" y="98.67847025993427" heading="189.00000000000034" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,85.27199999999999,96.9,1" pen="tip" id="151"><costumes><list struct="atomic" id="152"></list></costumes><sounds><list struct="atomic" id="153"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="143"><block s="receiveGo"></block><block s="setHeading"><l>45</l></block><block s="doSetVar"><l>sP2</l><l>1</l></block><custom-block s="drawPinwheel %n %n %n"><block var="sP2"/><l>-75</l><l>75</l></custom-block></script><script x="20" y="10"><block s="receiveGo"></block><block s="hide"></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="-88.36925405558083" y="98.67847025993427" heading="189.00000000000034" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="160.65,0,0,1" pen="tip" id="169"><costumes><list struct="atomic" id="170"></list></costumes><sounds><list struct="atomic" id="171"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="130.39295196533203"><block s="receiveGo"></block><block s="setHeading"><l>45</l></block><block s="doSetVar"><l>sP3</l><l>1</l></block><custom-block s="drawPinwheel %n %n %n"><block var="sP3"/><l>0</l><l>75</l></custom-block></script><script x="25.12286376953125" y="10"><block s="receiveGo"></block><block s="hide"></block></script></scripts></sprite><sprite name="Sprite(4)" idx="4" x="-13.369254055580992" y="98.67847025993427" heading="189.00000000000034" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,110.82299999999998,135.15,1" pen="tip" id="187"><costumes><list struct="atomic" id="188"></list></costumes><sounds><list struct="atomic" id="189"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="10"><block s="receiveGo"></block><block s="hide"></block></script><script x="30" y="223.47145080566406"><block s="receiveGo"></block><block s="setHeading"><l>45</l></block><block s="doSetVar"><l>sP4</l><l>1</l></block><custom-block s="drawPinwheel %n %n %n"><block var="sP4"/><l>75</l><l>75</l></custom-block></script></scripts></sprite><sprite name="Sprite(5)" idx="5" x="61.63074594441901" y="98.67847025993427" heading="189.00000000000034" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="66.3,19.890000000000004,0,1" pen="tip" id="205"><costumes><list struct="atomic" id="206"></list></costumes><sounds><list struct="atomic" id="207"></list></sounds><blocks></blocks><variables></variables><scripts><script x="32.84498596191406" y="10"><block s="receiveGo"></block><block s="hide"></block></script><script x="30" y="223.88145446777344"><block s="receiveGo"></block><block s="setHeading"><l>45</l></block><block s="doSetVar"><l>sP5</l><l>1</l></block><custom-block s="drawPinwheel %n %n %n"><block var="sP5"/><l>150</l><l>75</l></custom-block></script></scripts></sprite><sprite name="Sprite(6)" idx="6" x="-238.369254055581" y="-51.32152974006565" heading="189.00000000000034" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="132.6,103.428,0,1" pen="tip" id="223"><costumes><list struct="atomic" id="224"></list></costumes><sounds><list struct="atomic" id="225"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveGo"></block><block s="hide"></block></script><script x="14.87713623046875" y="214.45062255859375"><block s="receiveGo"></block><block s="setHeading"><l>45</l></block><block s="doSetVar"><l>sP6</l><l>1</l></block><custom-block s="drawPinwheel %n %n %n"><block var="sP6"/><l>-150</l><l>-75</l></custom-block></script></scripts></sprite><sprite name="Sprite(7)" idx="7" x="-163.369254055581" y="-51.32152974006565" heading="189.00000000000034" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="107.1,12.851999999999999,0,1" pen="tip" id="241"><costumes><list struct="atomic" id="242"></list></costumes><sounds><list struct="atomic" id="243"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveGo"></block><block s="hide"></block></script><script x="30.56707763671875" y="186.15805053710938"><block s="receiveGo"></block><block s="setHeading"><l>45</l></block><block s="doSetVar"><l>sP7</l><l>1</l></block><custom-block s="drawPinwheel %n %n %n"><block var="sP7"/><l>-75</l><l>-75</l></custom-block></script></scripts></sprite><sprite name="Sprite(8)" idx="8" x="-88.36925405558083" y="-51.32152974006565" heading="189.00000000000034" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,17.136000000000013,107.1,1" pen="tip" id="259"><costumes><list struct="atomic" id="260"></list></costumes><sounds><list struct="atomic" id="261"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveGo"></block><block s="hide"></block></script><script x="13.4971923828125" y="188.61827087402344"><block s="receiveGo"></block><block s="setHeading"><l>45</l></block><block s="doSetVar"><l>sP8</l><l>1</l></block><custom-block s="drawPinwheel %n %n %n"><block var="sP8"/><l>0</l><l>-75</l></custom-block></script></scripts></sprite><sprite name="Sprite(9)" idx="9" x="-13.369254055580992" y="-51.32152974006565" heading="189.00000000000034" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="0,17.544000000000015,109.64999999999999,1" pen="tip" id="277"><costumes><list struct="atomic" id="278"></list></costumes><sounds><list struct="atomic" id="279"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveGo"></block><block s="hide"></block></script><script x="17.967864990234375" y="160.88253784179688"><block s="receiveGo"></block><block s="setHeading"><l>45</l></block><block s="doSetVar"><l>sP9</l><l>1</l></block><custom-block s="drawPinwheel %n %n %n"><block var="sP9"/><l>75</l><l>-75</l></custom-block></script></scripts></sprite><sprite name="Sprite(10)" idx="10" x="61.63074594441901" y="-51.32152974006565" heading="189.00000000000034" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="65.688,0,71.4,1" pen="tip" id="295"><costumes><list struct="atomic" id="296"></list></costumes><sounds><list struct="atomic" id="297"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveGo"></block><block s="hide"></block></script><script x="22.43853759765625" y="158.42233276367188"><block s="receiveGo"></block><block s="setHeading"><l>45</l></block><block s="doSetVar"><l>sP10</l><l>1</l></block><custom-block s="drawPinwheel %n %n %n"><block var="sP10"/><l>150</l><l>-75</l></custom-block></script></scripts></sprite><watcher var="sizeOfPolygon1" style="normal" x="11.999999999999964" y="38.99999999999998" color="243,118,29" hidden="true"/><watcher var="sP2" style="normal" x="7.305936073059421" y="7.305936073059366" color="243,118,29" hidden="true"/><watcher var="sP3" style="normal" x="7.305936073059421" y="22.648403287671233" color="243,118,29" hidden="true"/><watcher var="sP4" style="normal" x="7.305936073059421" y="37.99087050228309" color="243,118,29" hidden="true"/><watcher var="sP5" style="normal" x="7.305936073059421" y="53.33333771689494" color="243,118,29" hidden="true"/><watcher var="sP6" style="normal" x="7.305936073059421" y="68.67580493150685" color="243,118,29" hidden="true"/><watcher var="sP7" style="normal" x="7.305936073059421" y="84.0182721461187" color="243,118,29" hidden="true"/><watcher var="sP8" style="normal" x="7.305936073059421" y="99.36073936073056" color="243,118,29" hidden="true"/><watcher var="sP9" style="normal" x="7.305936073059421" y="114.70320657534239" color="243,118,29" hidden="true"/><watcher var="sP10" style="normal" x="7.305936073059421" y="130.0456737899543" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="sizeOfPolygon1"><l>1</l></variable><variable name="sP2"><l>1</l></variable><variable name="sP3"><l>1</l></variable><variable name="sP4"><l>1</l></variable><variable name="sP5"><l>1</l></variable><variable name="sP6"><l>1</l></variable><variable name="sP7"><l>1</l></variable><variable name="sP8"><l>1</l></variable><variable name="sP9"><l>1</l></variable><variable name="sP10"><l>1</l></variable></variables></scene></scenes></project><media name="Pinwheel Programs Lab" app="Snap! 10.5.1, https://snap.berkeley.edu" version="2"></media></snapdata>