<snapdata remixID="9486865"><project name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" 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" idx="1" x="49.686964789314516" y="-35.055728678134244" heading="210.99999999999318" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="45,0,189,1" 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="15.999999999999972" y="13.333333333333329"><block s="down"></block><block s="setColor"><color>45,0,189,1</color></block></script><script x="15.999999999999972" y="65"><block s="clear"></block></script><script x="14.666666666666629" y="105.83333333333334"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>300</l><script><block s="forward"><block s="reportProduct"><l>.03</l><block var="length"/></block></block><block s="turn"><l>8</l></block></script></block></script><script x="14" y="238.66666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l><comment w="132" collapsed="true">size</comment></block><block s="forward"><l>-100</l><comment w="90" collapsed="true">backup.</comment></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script><comment w="90" collapsed="true">does the same thing as the other block.</comment></block></script><script x="10" y="411.66666666666663"><custom-block s="Pinwheel, branches: %s size: %s backup: %s"><l>21</l><l>100</l><l>-70</l></custom-block></script><script x="11.666666666666629" y="363.1666666666665"><custom-block s="asterisk, branches: %s branch length %s"><l>8</l><l>90</l></custom-block></script><script x="11" y="460.66666666666663"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>2</l></block></script></block></script><comment x="514" y="333" 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="359.66666666666663" y="35.00000000000003"><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite><watcher var="negative branch length" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="length" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/></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="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><scripts><comment x="238" y="181.2" w="90" collapsed="false">the branches determine how many spokes</comment></scripts></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><custom-block s="Pinwheel, branches: %s size: %s backup: %s"><block var="branches"/><block var="branch length"/><block s="reportDifference"><block var="branch length"/><block s="reportProduct"><block var="branch length"/><l>2</l></block><comment w="90" collapsed="false">This is to get the negative branchlength</comment></block></custom-block></script></block-definition></blocks><variables><variable name="negative branch length"><l>0</l></variable><variable name="length"><l>0</l></variable></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>