<snapdata remixID="9193148"><project name="U1L3-Pinwheel2" app="Snap! 5.4, http://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" codify="false" inheritance="true" 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="-28.70993272936812" y="-49.2811529493747" heading="144.00000000000216" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="147.99999999999997,40.99999999999999,255,1" 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="10" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="setColor"><color>0,5,214,1</color></block><block s="changeSize"><l>6</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="pinwheel branches: %s size %s backup %s"><l>5</l><l>50</l><l>0</l><comment w="164" collapsed="false">This code will produce an polygon</comment></custom-block><block s="up"></block><block s="setColor"><color>146,66,255,1</color></block><block s="setSize"><l>2</l></block><block s="gotoXY"><l>-100</l><l>100</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="pinwheel branches: %s size %s backup %s"><l>12</l><l>50</l><l>50</l><comment w="154" collapsed="false">This code will produce an asterik.</comment></custom-block><block s="up"></block><block s="setColor"><color>255,92,159,1</color></block><block s="setSize"><l>3</l></block><block s="gotoXY"><l>80</l><l>100</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="pinwheel branches: %s size %s backup %s"><l>8</l><l>40</l><l>0</l><comment w="157" collapsed="false">This code will produce an octagon.</comment></custom-block><block s="up"></block><block s="setColor"><color>255,250,66,1</color></block><block s="setSize"><l>4</l></block><block s="gotoXY"><l>-150</l><l>-120</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="pinwheel branches: %s size %s backup %s"><l>12</l><l>45</l><l>20</l><comment w="156" collapsed="false">This code will produce a pinwheel.</comment></custom-block><block s="up"></block><block s="setColor"><color>76,255,41,1</color></block><block s="setSize"><l>5</l></block><block s="gotoXY"><l>-20</l><l>100</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="pinwheel branches: %s size %s backup %s"><l>4</l><l>60</l><l>0</l><comment w="148" collapsed="false">This code will produce a square.</comment></custom-block><block s="up"></block><block s="setColor"><color>173,255,252,1</color></block><block s="setSize"><l>9</l></block><block s="gotoXY"><l>150</l><l>-100</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="pinwheel branches: %s size %s backup %s"><l>3</l><l>55</l><l>0</l><comment w="150" collapsed="false">This code will produce a triangle.</comment></custom-block><block s="up"></block><block s="setColor"><color>255,161,41,1</color></block><block s="setSize"><l>2</l></block><block s="gotoXY"><l>50</l><l>-100</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><custom-block s="pinwheel branches: %s size %s backup %s"><l>50</l><l>60</l><l>60</l><comment w="179" collapsed="false">This code will produce a better asterik.</comment></custom-block></script><script x="456" y="94"><block s="clear"></block></script><script x="875" y="232"><block s="down"></block><block s="setSize"><l>3</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="pinwheel branches: %s size %s backup %s"><l>360</l><l>1</l><l>0</l></custom-block><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="forward"><l>50</l></block></script><script x="612" y="506"><block s="doForever"><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-200</l><l>200</l></block><block s="reportRandom"><l>-200</l><l>200</l></block></block><block s="down"></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setSize"><block s="reportRandom"><l>1</l><l>20</l></block></block><custom-block s="pinwheel branches: %s size %s backup %s"><block s="reportRandom"><l>3</l><l>20</l></block><block s="reportRandom"><l>1</l><l>30</l></block><block s="reportRandom"><l>0</l><l>40</l></block></custom-block></script></block></script></scripts></sprite></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="doWait"><l>.1</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block></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="asterik 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>12</l><l>40</l><l>40</l></custom-block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>