<snapdata remixID="8499031"><project name="U1L3-Pinwheel Page 5" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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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="-69.20200740914856" y="5.428056634022994" heading="146.2351857995027" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,235,32,1" 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="34" y="329"><block s="gotoXY"><l>0</l><l>10</l></block></script><script x="692" y="322"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script><script x="692" y="554"><custom-block s="Circle. Size: %s"><block s="reportRandom"><l>10</l><l>30</l></block></custom-block><block s="setColor"><color>0,235,32,1</color></block><block s="setSize"><l>2</l></block></script><script x="680" y="82"><block s="clear"></block></script><script x="11" y="261.8"><custom-block s="pinwheel, Branches %s Backup %s Size %s"><l></l><l>-5</l><l></l><comment w="90" collapsed="false">Insert any number to make a pinwheel.  </comment></custom-block></script><script x="21" y="542"><custom-block s="pinwheel with rectangle branches, %s size, %s backup, %s width, %s length %s"><l>49</l><l>30</l><l>30</l><l>30</l><l>70</l></custom-block></script><script x="31" y="459"><custom-block s="pinwheel, Branches %s Backup %s Size %s"><l>67</l><l>67</l><l>67</l></custom-block></script><script x="464.000001" y="361.80000100000007"><block s="doSetVar"><l>number of branches</l><l>6</l></block><block s="doSetVar"><l>size</l><l>100</l></block><block s="doSetVar"><l>width</l><l>75</l></block><block s="doSetVar"><l>backup</l><l>10</l></block><block s="doSetVar"><l>length</l><l>100</l></block></script></scripts></sprite><watcher var="number of branches" style="slider" min="1" max="36" x="10" y="10" color="243,118,29"/><watcher var="size" style="slider" min="1" max="100" x="7" y="44.000001999999995" color="243,118,29"/><watcher var="backup" style="slider" min="1" max="100" x="9" y="80.00000599999998" color="243,118,29"/><watcher var="length" style="slider" min="1" max="150" x="-3" y="164.00000799999998" color="243,118,29"/><watcher var="width" style="slider" min="1" max="150" x="4" y="119.00000399999999" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, Branches %&apos;number of branches&apos; Backup %&apos;Backup&apos; Size %&apos;Size:&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="down"></block><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><comment w="90" collapsed="false">-1 x backup makes the answer always a negative number. Backup needs to be negative</comment></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><block s="up"></block></script></block-definition><block-definition s="Asterisk, Branches: %&apos;Number of 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 Backup %s Size %s"><block var="Number of Branches"/><block var="Length"/><block var="Length"/></custom-block></script></block-definition><block-definition s="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="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script><comment w="90" collapsed="false">deleted everthing that related to pinwiheel block. no need for backup, size or branches</comment></block></script></block-definition><block-definition s="Circle. Size: %&apos;Size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><custom-block s="Polygon, number of sides: %s Side length %s"><block var="Size"/><block var="Size"/></custom-block></script></block-definition><block-definition s="rectangle, width, %&apos;width&apos; length %&apos;lenght&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><block var="width"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="lenght"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="pinwheel with rectangle branches, %&apos;number of branches&apos; size, %&apos;size&apos; backup, %&apos;backup&apos; width, %&apos;width&apos; length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><custom-block s="rectangle, width, %s length %s"><block var="width"/><block var="length"/></custom-block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block><comment w="90" collapsed="false">-1 x backup makes the answer always a negative number. Backup needs to be negative</comment></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><block s="up"></block></script></block-definition></blocks><variables><variable name="number of branches"><l>23</l></variable><variable name="size"><l>41</l></variable><variable name="width"><l>76</l></variable><variable name="backup"><l>63</l></variable><variable name="length"><l>52</l></variable></variables></project><media name="U1L3-Pinwheel Page 5" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>