<snapdata remixID="9197134"><project name="U1L3-Pinwheel" app="Snap! 5.4, 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" penlog="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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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" idx="1" x="83.04865250915896" y="-98.10212790038906" heading="236.99999999999682" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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="19" y="279.9999999999998"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script><script x="23" y="509"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="19" y="733.0000000000007"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="26" y="960.0000000000005"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="30" y="1179.999999999999"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="33" y="1409.999999999999"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><comment x="147" y="55" w="90" collapsed="false">Minute clock script pg. 2</comment><script x="10" y="10"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>36,1,0,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,251,245,1</color></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script></block></script><comment x="166" y="325.9999999999998" w="90" collapsed="false">Original Script pg.3.</comment><comment x="167" y="615.0000000000005" w="90" collapsed="false">Triangle script pg. 3.</comment><comment x="187" y="798.0000000000009" w="90" collapsed="false">Square script pg. 3.</comment><comment x="168" y="1038" w="90" collapsed="false">Pentagon script pg. 3.</comment><comment x="183" y="1262.999999999999" w="90" collapsed="false">Hexagon script pg. 3.</comment><comment x="180" y="1486.999999999999" w="90" collapsed="false">12 sided script pg. 3.</comment><comment x="212" y="1672.999999999999" w="90" collapsed="false">Original pinwheel script pg.4</comment><comment x="272" y="1773.9999999999989" w="90" collapsed="false">Asterick block</comment><script x="33" y="1836.9999999999989"><block s="receiveInteraction"><l><option>clicked</option></l></block><custom-block s="polygon sides: %s lengthofside: %s"><l>300</l><l>2</l></custom-block></script><script x="34" y="1761.9999999999989"><block s="receiveInteraction"><l><option>clicked</option></l></block><custom-block s="asterick branches: %s length: %s"><l>5</l><l>50</l></custom-block></script><script x="31" y="1634.9999999999989"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doIf"><block s="reportTouchingObject"><l><option>edge</option></l></block><script><block s="gotoXY"><l>0</l><l>0</l></block></script></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>360</l><l>1</l><l>0</l></custom-block></script><comment x="262" y="1851.999999999999" w="90" collapsed="false">Polygon block.</comment><script x="43" y="1920.999999999999"><block s="receiveInteraction"><l><option>clicked</option></l></block><custom-block s="polygon2 sides: %s lengthofside: %s"><l>35</l><l>3</l></custom-block></script><script x="47" y="2002.999999999999"><block s="doFor"><l>i</l><block s="reportProduct"><l>1</l><l>2</l></block><block s="reportProduct"><l>15</l><l>2</l></block><script><block s="doSayFor"><block var="i"/><l>2</l></block></script></block></script><comment x="277" y="1924.999999999999" w="90" collapsed="false">2nd polygon block.</comment><script x="46" y="2205.999999999999"><block s="clear"></block><block s="down"></block><block s="doFor"><l>length</l><l>100</l><l>1</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>126</l></block></script></block></script><script x="41" y="2076.999999999999"><block s="clear"></block><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>90</l></block></script></block></script><script x="46" y="2350.999999999999"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>500</l><script><block s="forward"><block s="reportProduct"><l>.1</l><block var="length"/></block></block><block s="turn"><l>15</l></block></script></block></script><comment x="277" y="2125.999999999999" w="90" collapsed="false">square spiral</comment><comment x="267" y="2244.999999999999" w="90" collapsed="false">wierd triangle spiral.</comment><comment x="252" y="2377.999999999999" w="90" collapsed="false">circle spiral.</comment></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"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><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"><l>0</l><block var="backup"/></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><scripts><script x="121.5859395" y="221.00000199999994"><block var="backup"/></script></scripts></block-definition><block-definition s="asterick branches: %&apos;branches&apos; length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="polygon sides: %&apos;sides&apos; lengthofside: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="sides"/><block var="length"/><l>0</l></custom-block></script></block-definition><block-definition s="polygon2 sides: %&apos;sides&apos; lengthofside: %&apos;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="clear"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block><block s="doWait"><l>.5</l></block></script></block></script></block-definition><block-definition s="length" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>