<snapdata remixID="9513380"><project name="U1L3-Pinwheel Final 1" 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 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y="91.66666666666666" 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="121.66666666666663" y="268.33333333333337"><block s="doRepeat"><l>1</l><script><block s="forward"><l>60</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="126.66666666666663" y="394.33333333333337"><block s="doRepeat"><l>1</l><script><block s="forward"><l>60</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="171.66666666666663" y="514.3333333333333"><block s="doRepeat"><l>1</l><script><block s="forward"><l>60</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="175.66666666666663" y="659.3333333333333"><block s="doRepeat"><l>1</l><script><block s="forward"><l>60</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="543.6666666666666" y="321.83333333333326"><custom-block s="pinwheel, branches: %s %s %s"><l>4</l><l></l><l></l></custom-block></script><script x="609.6666666666666" y="472.83333333333314"><custom-block s="pinwheel, branches: %s %s %s"><l>5</l><l></l><l></l></custom-block></script><script x="582.6666666666666" y="567.8333333333331"><custom-block s="pinwheel, branches: %s %s %s"><l>6</l><l></l><l></l></custom-block></script><script x="512.6666666666666" y="639.8333333333331"><custom-block s="pinwheel, branches: %s %s %s"><l>10</l><l></l><l></l></custom-block></script><script x="403.66666666666663" y="250.16666666666674"><block s="doFor"><l>i</l><l>1</l><l>10</l><script></script></block></script><script x="381" y="359.5"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>6</l><script><block s="doRepeat"><l>21</l><script><block s="forward"><l>50</l></block><block s="forward"><l>-35</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block><block s="up"></block><block s="forward"><l>180</l></block><block s="turn"><l>60</l></block><block s="down"></block></script></block></script><script x="413" y="725.6666666666666"><block s="receiveGo"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="pinwheel, branches: %s %s %s"><l>8</l><l>60</l><l>60</l></custom-block></script><script x="339" y="287.66666666666663"><block s="clear"></block></script><script x="206" y="784"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; %&apos;Size&apos; %&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"><l>100</l></block><block s="forward"><l>-70</l></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="Simpler Polygon number of sides %&apos;sides&apos; side 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><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></script></block></script></block-definition><block-definition s="nestedsquare exit number %&apos;exit number&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="exit number"/><script><custom-block s="Simpler Polygon number of sides %s side length %s"><l></l><l></l></custom-block></script></block></script></block-definition><block-definition s="simplerpolygon numberofsides sidelength" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel Final 1" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>