<snapdata remixID="9588335"><project name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" 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</thumbnail><stage 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" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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/rHQBDQBTUAT0AQ2AAFdgDcAdD2kJqAJaAKagCagC7D+GdAENAFNQBPQBDYAAV2ANwB0PaQmoAloApqAJqALsP4Z0AQ0AU1AE9AENgCB/wd4mQyHV6wU+wAAAABJRU5ErkJggg==</pentrails><costumes><list 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s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>0,255,29,1</color></block><block s="down"></block></script><script x="339" y="316"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>0,255,29,1</color></block><block s="down"></block></script><script x="185" y="426"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>0,255,29,1</color></block><block s="down"></block></script><comment x="135.81184895833337" y="10" 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="431" y="36"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>0,255,29,1</color></block><block s="down"></block></script><script x="324" y="158.00000000000003"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>0,255,29,1</color></block><block s="down"></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="164.4248458672821" y="162.97212803475531" heading="34.28571428569842" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="111"><costumes><list struct="atomic" id="112"></list></costumes><sounds><list struct="atomic" id="113"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13.333333333333343" y="95.66666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block></script><script x="40" y="276.66666666666663"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block></script><script x="222" y="405.66666666666663"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block></script><script x="456" y="355.66666666666663"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block></script><script x="302" y="224.66666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block></script><script x="451" y="57.66666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block></script><comment x="149.33333333333337" y="60" w="242.66666666666666" collapsed="true">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></scripts></sprite><sprite name="Sprite(2)" idx="2" x="127.43901646529662" y="-121.39466029908726" heading="308.57142857141775" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="248,71,255,1" pen="tip" id="213"><costumes><list struct="atomic" id="214"></list></costumes><sounds><list struct="atomic" id="215"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="54"><block s="clear"></block></script><script x="10" y="84.66666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>248,71,255,1</color></block><block s="down"></block></script><script x="33.66666666666666" y="253.66666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>248,71,255,1</color></block><block s="down"></block></script><script x="258.66666666666663" y="214.66666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>248,71,255,1</color></block><block s="down"></block></script><script x="430.66666666666663" y="315.66666666666663"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>248,71,255,1</color></block><block s="down"></block></script><script x="179.14518229166663" y="374.66666666666663"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>248,71,255,1</color></block><block s="down"></block></script><script x="466.14518229166663" y="72.66666666666663"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>248,71,255,1</color></block><block s="down"></block></script><comment x="155" y="10" 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></scripts></sprite><sprite name="Sprite(4)" idx="4" x="-178.99999999999125" y="-88.00000000001205" heading="325.7142857142703" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="148,170,255,1" pen="tip" id="316"><costumes><list struct="atomic" id="317"></list></costumes><sounds><list struct="atomic" id="318"></list></sounds><blocks></blocks><variables></variables><scripts><script x="17" y="65"><block s="clear"></block></script><script x="17" y="95.66666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>148,170,255,1</color></block><block s="down"></block></script><script x="10" y="264.5"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>148,170,255,1</color></block><block s="down"></block></script><script x="126.66666666666663" y="403.66666666666663"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>148,170,255,1</color></block><block s="down"></block></script><script x="259.66666666666663" y="230.66666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>148,170,255,1</color></block><block s="down"></block></script><script x="429.66666666666663" y="377.66666666666663"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>148,170,255,1</color></block><block s="down"></block></script><script x="464.66666666666663" y="67.66666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>148,170,255,1</color></block><block s="down"></block></script><comment x="186.478515625" y="21.666666666666657" 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></scripts></sprite><sprite name="Sprite(3)" idx="3" x="22.876586092408843" y="31.880727810172004" heading="17.142857142834885" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="219,36,0,1" pen="tip" id="419"><costumes><list struct="atomic" id="420"></list></costumes><sounds><list struct="atomic" id="421"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13.333333333333343" y="114.66666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>219,36,0,1</color></block><block s="down"></block></script><script x="19" y="296.66666666666663"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>219,36,0,1</color></block><block s="down"></block></script><script x="272" y="259.66666666666663"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>219,36,0,1</color></block><block s="down"></block></script><script x="453" y="377.66666666666663"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>219,36,0,1</color></block><block s="down"></block></script><script x="220" y="425.66666666666663"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>219,36,0,1</color></block><block s="down"></block></script><comment x="102.33333333333337" y="10" 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="420" y="96.66666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>80</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><block s="setColor"><color>219,36,0,1</color></block><block s="down"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>