<snapdata remixID="12574261"><project name="U1L3-Pinwheel, Modern Art With Polygon, Page 5" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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%&apos;brenches&apos; brench lenght: %&apos;lenght&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"><block var="brenches"/><block var="lenght"/><block var="lenght"/></custom-block></script></block-definition><block-definition s="polygo, number of sides: side lenght:" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="polygon, number of sides: %&apos;sides&apos; side lenght: %&apos;lenght&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"><block var="sides"/><block 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</pentrails><costumes><list struct="atomic" id="72"></list></costumes><sounds><list struct="atomic" id="73"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-4.774847184307873e-12" y="99.999999999999" heading="89.9999999999983" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="26,0,117,1" pen="tip" id="78"><costumes><list struct="atomic" id="79"></list></costumes><sounds><list struct="atomic" id="80"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13.999999999999972" y="10"><block s="gotoXY"><l>0</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block></script><comment x="13.999999999999972" y="87.83333333333348" 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="13.999999999999972" y="213.83333333333337"><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="13.999999999999972" y="370.83333333333303"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="asterisk, branches: %s brench lenght: %s"><l>5</l><l>99</l><comment w="90" collapsed="false">#1 asterisk </comment></custom-block></script><script x="13.999999999999972" y="466.66666666666606"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="asterisk, branches: %s brench lenght: %s"><l>7</l><l>88</l><comment w="90" collapsed="false">#2 asterisk </comment></custom-block></script><script x="13.999999999999972" y="562.4999999999993"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="asterisk, branches: %s brench lenght: %s"><l>12</l><l>100</l><comment w="90" collapsed="false">#3 asterisk </comment></custom-block></script><script x="13.999999999999972" y="658.3333333333333"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="asterisk, branches: %s brench lenght: %s"><l>25</l><l>100</l><comment w="90" collapsed="false">#3 asterisk </comment></custom-block></script><script x="13.999999999999972" y="754.1666666666667"><block s="down"></block><block s="setColor"><color>26,0,117,1</color></block><custom-block s="polygon, number of sides: %s side lenght: %s"><l>8</l><l>90</l><comment w="90" collapsed="false">#1 polygon </comment></custom-block></script><script x="13.999999999999972" y="850"><block s="down"></block><block s="setColor"><color>26,0,117,1</color></block><custom-block s="polygon, number of sides: %s side lenght: %s"><l>12</l><l>40</l><comment w="90" collapsed="false">#2 polygon </comment></custom-block></script><script x="13.999999999999972" y="945.8333333333342"><block s="down"></block><block s="setColor"><color>26,0,117,1</color></block><custom-block s="polygon, number of sides: %s side lenght: %s"><l>5</l><l>82</l><comment w="90" collapsed="false">#3 polygon </comment></custom-block></script><script x="13.999999999999972" y="1041.6666666666672"><block s="down"></block><block s="setColor"><color>37,97,0,1</color></block><custom-block s="symplified polygon, sides: %s side lenght: %s"><l>5</l><l>82</l><comment w="90" collapsed="false">#1 - simplified polygon </comment></custom-block></script><script x="13.999999999999972" y="1137.5"><block s="down"></block><block s="setColor"><color>37,97,0,1</color></block><custom-block s="symplified polygon, sides: %s side lenght: %s"><l>10</l><l>75</l><comment w="90" collapsed="false">#2 - simplified polygon </comment></custom-block></script><script x="10.999999999999972" y="1234.3333333333326"><block s="down"></block><block s="setColor"><color>37,97,0,1</color></block><custom-block s="symplified polygon, sides: %s side lenght: %s"><l>13</l><l>55</l><comment w="90" collapsed="false">#3 - simplified polygon </comment></custom-block></script><script x="11.999999999999972" y="1318.5"><block s="down"></block><custom-block s="circle, size: %s"><l>20</l><comment w="90" collapsed="false">cicle block </comment></custom-block></script><script x="10" y="1391.1333333333337"><block s="down"></block><custom-block s="circle, size: %s"><l>30</l><comment w="90" collapsed="false">cicle block </comment></custom-block></script><script x="11" y="1474.7666666666673"><block s="down"></block><custom-block s="circle, size: %s"><l>12</l><comment w="90" collapsed="false">4. nest squares  </comment></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel, Modern Art With Polygon, Page 5" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>