<snapdata remixID="12331871"><project name="U1L3-Pinwheel" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pentagon, side length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><l>5</l><script><block s="forward"><block var="length"/></block><block s="turn"><l>72</l></block></script></block></script></block-definition><block-definition s="pinwheel. branches; %&apos;numOfBranches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numOfBranches"/><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="numOfBranches"/></block></block></script></block></script></block-definition><block-definition s="colorPinwheel" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>190,26,0,1</color></block><custom-block s="pinwheel. branches; %s"><l>12</l></custom-block><block s="up"></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" 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" 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</pentrails><costumes><list id="39"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="40"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="length" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212"/><sprite name="Sprite" idx="1" x="38.99999999999977" y="-105.99999999999994" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="190,26,0,1" pen="tip" id="48"><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="227.99999999999977" y="74.00000000000006" 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="10" y="10"><block s="down"></block></script><script x="15.666666666666686" y="101.00000000000011"><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><comment x="259.6666666666664" y="261.0000000000002" w="242.66666666666666" collapsed="false">To change the number of branches, &#xD;change the input for REPEAT ( ) and TURN -&gt; 360/( ) DEGREE.</comment><script x="14.666666666666686" y="221.00000000000028"><block s="doRepeat"><l>5</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><block s="gotoXY"><l>-22</l><l>82</l></block></script><script x="13.666666666666686" y="344.00000000000034"><block s="doRepeat"><l>3</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="852.6666666666674" y="91.33333333333337"><block s="receiveGo"></block><block s="setSize"><l>1</l></block><block s="gotoXY"><l>50</l><l>1</l></block><custom-block s="colorPinwheel"></custom-block><block s="doGlide"><l>1</l><l>-55</l><l>-4</l></block><custom-block s="colorPinwheel"></custom-block><block s="setHeading"><l>-90</l></block><block s="doGlide"><l>1</l><l>-77</l><l>-94</l></block><custom-block s="colorPinwheel"></custom-block><block s="setHeading"><l>-90</l></block><block s="doGlide"><l>1</l><l>39</l><l>-106</l></block><custom-block s="colorPinwheel"></custom-block></script><script x="609.6666666666666" y="155.33333333333348"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables><variable name="length"><l>0</l></variable></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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