<snapdata remixID="10190481"><project name="pinwheel program lab" 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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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s="setColor"><color>0,63,229,1</color></block><block s="down"></block><block s="forward"><block var="length"/></block><block s="turnLeft"><block var="angles"/></block></script></block></script></block-definition><block-definition s="pinwheel, branches; %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>50</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-40</l></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></block-definition><block-definition s="pentagon, side lengths %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></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 process" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>255,126,77,1</color></block><custom-block s="pinwheel, branches; %s"><l>10</l></custom-block><block s="gotoXY"><l>-31</l><l>20</l></block><block s="setColor"><color>255,244,26,1</color></block><custom-block s="pinwheel, branches; %s"><l>10</l></custom-block><block s="gotoXY"><l>-36</l><l>48</l></block><block s="setColor"><color>255,29,26,1</color></block><custom-block s="pinwheel, branches; %s"><l>10</l></custom-block><block s="gotoXY"><l>-11</l><l>67</l></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="pinwheel, branches; %s"><l>10</l></custom-block><block s="gotoXY"><l>15</l><l>77</l></block><block s="setColor"><color>255,162,53,1</color></block><custom-block s="pinwheel, branches; %s"><l>10</l></custom-block><block s="gotoXY"><l>47</l><l>62</l></block><block s="setColor"><color>241,255,38,1</color></block><custom-block s="pinwheel, branches; %s"><l>10</l></custom-block><block s="gotoXY"><l>59</l><l>28</l></block><block s="setColor"><color>255,38,7,1</color></block><custom-block s="pinwheel, branches; %s"><l>10</l></custom-block><block s="gotoXY"><l>45</l><l>-5</l></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="pinwheel, branches; %s"><l>10</l></custom-block><block s="gotoXY"><l>24</l><l>-10</l></block><block s="setColor"><color>250,255,58,1</color></block><custom-block s="pinwheel, branches; %s"><l>10</l></custom-block><block s="up"></block></script></block-definition></blocks><variables><variable name="length"><l>30</l></variable><variable name="numbSides"><l>5</l></variable><variable name="angles"><l>72</l></variable><variable name="number of branches"><l>0</l></variable></variables></project><media name="pinwheel program lab" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>