<snapdata remixID="11537872"><project name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="U1L3-Pinwheel"><notes></notes><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="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="Size"/></block><block s="forward"><block var="backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="asterisk, branches: %&apos;branches&apos; branch 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"><l>8</l><l>100</l><l>-100</l></custom-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="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-definition><block-definition s="Nest Squares # of Sqaures %&apos;Squares&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="Squares"/><script><custom-block s="Polygon, sides: %s Size 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</pentrails><costumes><list struct="atomic" id="51"></list></costumes><sounds><list struct="atomic" id="52"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite(2)" idx="2" x="-201.99999999999795" y="-150" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="57"><costumes><list struct="atomic" id="58"></list></costumes><sounds><list struct="atomic" id="59"></list></sounds><blocks></blocks><variables></variables><scripts><script x="31" y="196.16666666666674"><block s="receiveMessage"><l>Go</l><list></list></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><custom-block s="Pinwheel, Branches; %s Size: %s Backup: %s"><l>3</l><l>100</l><l>20</l><comment w="90" collapsed="false">Creates pinwheels.</comment></custom-block></script><script x="35" y="156.33333333333337"><block s="clear"></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="-4.974278200754952" y="-16.75689742431382" heading="123.99999999999625" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="72,239,255,1" pen="tip" id="75"><costumes><list struct="atomic" id="76"></list></costumes><sounds><list struct="atomic" id="77"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14.333333333333343" y="20.33333333333333"><block s="down"></block><block s="setColor"><color>72,239,255,1</color></block><block s="clear"></block></script><comment x="232.33333333333337" y="102" w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="471" y="486.33333333333314"><block s="receiveGo"><comment w="90" collapsed="false">This code draws two pinwheels with different numbers of spikes&#xD;</comment></block><block s="doBroadcast"><l>Go</l><list></list></block></script><script x="168.33333333333337" y="23.666666666666686"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script><script x="382" y="18"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="603" y="10"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="10" y="159"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="down"></block></script><script x="223" y="162"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="456" y="608.3333333333331"><custom-block s="asterisk, branches: %s branch length: %s"><l>8</l><l>9</l></custom-block></script><script x="163" y="614.3333333333331"><custom-block s="Pinwheel, Branches; %s Size: %s Backup: %s"><l>8</l><l>100</l><l>-100</l></custom-block></script><script x="451" y="228"><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="doSayFor"><block s="reportVariadicProduct"><list><block var="i"/><l>2</l></list></block><l>2</l></block></script></block></script><script x="302" y="312.1666666666667"><block s="down"></block><block s="doFor"><l>length</l><l>100</l><l>1</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>1</l><block var="length"/></list></block></block><block s="turn"><l>15</l></block></script></block></script><script x="51.5859375" y="490.00000000000045"><block s="reportVariadicProduct"><list><l>1</l><block var="i"/></list></block></script><script x="154.5859375" y="493.00000000000045"><block s="reportQuotient"><l>4</l><block var="i"/></block></script><script x="76" y="326.1666666666671"><block s="doFor"><l>i</l><l>1</l><l>100</l><script></script></block></script><script x="117" y="396.00000000000045"><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>