<snapdata remixID="11903173"><project name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><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="clear"></block><block s="doRepeat"><block var="number of branches"/><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><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="pinwheel; branches: (2)" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="colorPinwheel %&apos;number of branches&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,12,167,1</color></block><block s="clear"></block><block s="doRepeat"><l>20</l><script><block s="doRepeat"><l>7</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" color="40,40,40,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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</pentrails><costumes><list id="66"><item><ref mediaID="Stage_cst_Untitled"></ref></item><item><ref mediaID="Stage_cst_Untitled(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="67"></list></sounds><variables></variables><blocks></blocks><scripts><script x="168" y="130.16666666666669"><block s="setBackgroundColor"><color>40,40,40,1</color></block></script></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-96.96152422706905" y="25.980762113533558" heading="330" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,12.000000000000014,166.99999999999997,1" pen="tip" id="74"><costumes><list struct="atomic" id="75"></list></costumes><sounds><list struct="atomic" id="76"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="29.99999999999997"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><script x="15.666666666666657" y="215"><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block></script></block></script><script x="303.66666666666663" y="409"><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="298.66666666666663" y="223"><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><comment x="422" 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="444.66666666666663" y="199.33333333333314"><custom-block s="pinwheel; branches: %s"><l>7</l><comment w="90" collapsed="false">when number of branches entered the sprite will draw input given </comment></custom-block></script><script x="35.66666666666666" y="395"><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="526.6666666666666" y="287.33333333333337"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,12,167,1</color></block><block s="clear"></block><block s="doRepeat"><l>20</l><script><block s="doRepeat"><l>7</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="101" y="585.9999999999999"><custom-block s="colorPinwheel %n"><l>10</l></custom-block></script></scripts></sprite><watcher var="number of branches" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="number of branches"><l>0</l></variable></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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