<snapdata remixID="12753275"><project name="U1L3-Pinwheel" app="Snap! 9.0, 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="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</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="Animation" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="gotoXY"><l>-50</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doSetVar"><l>branches</l><l>2</l></block><block s="doRepeat"><l>15</l><script><custom-block s="pinwheel, branches: %s"><block var="branches"/></custom-block><block s="doWarp"><script><block s="clear"></block><block s="doChangeVar"><l>branches</l><l>1</l></block><custom-block s="pinwheel, branches: %s"><block var="branches"/></custom-block></script></block></script></block><block s="doRepeat"><l>13</l><script><custom-block s="pinwheel, branches: %s"><block var="branches"/></custom-block><block s="doWarp"><script><block s="clear"></block><block s="doChangeVar"><l>branches</l><l>-1</l></block><custom-block s="pinwheel, branches: %s"><block var="branches"/></custom-block></script></block></script></block></script></block-definition><block-definition s="Art pinwheel" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="setPenColorDimension"><l><option>hue</option></l><l>50</l></block><block s="doRepeat"><l>13</l><script><block s="up"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>30</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="forward"><l>-30</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>10</l></block></block></script></block><block s="up"></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" 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" id="101"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="102"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="103"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="30,30,30,1" pen="tip" id="108"><costumes><list struct="atomic" id="109"></list></costumes><sounds><list struct="atomic" id="110"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14.181159420289873" y="19.86297760210809"><block s="receiveKey"><l><option>space</option></l><list></list><comment w="90" collapsed="false">This clears the screen and repositions the sprite</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block></script><comment x="378.9044795783926" 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="278.5" y="176.59288537549406"><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><comment w="90" collapsed="false">This creates a square pinwheel</comment></block></script><script x="558.5" y="176.59288537549406"><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><comment w="90" collapsed="false">This creates a pentagon pinwheel.</comment></block></script><script x="12.5" y="316.59288537549406"><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><comment w="90" collapsed="false">This creates a hexagon pinwheel.</comment></block></script><script x="10" y="168.2262187088274"><block s="doRepeat"><l>3</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>3</l></block></block></script><comment w="90" collapsed="false">This creates a triangle pinwheel.</comment></block></script><script x="258.5" y="304.59288537549406"><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><comment w="104.9619140625" collapsed="false">This creates a dodecagon pinwheel.</comment></block></script><script x="547.5" y="317.59288537549406"><block s="gotoXY"><l>-100</l><l>0</l><comment w="90" collapsed="false">This creates 2 pinwheels.</comment></block><block s="doRepeat"><l>3</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>3</l></block></block></script></block><block s="up"></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="down"></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="70.5" y="446.92621870882726"><custom-block s="pinwheel, branches: %s"><l>10</l><comment w="90" collapsed="false">This creates a pinwheel. The input sets how many branches the pinwheel has.</comment></custom-block></script><script x="32.18115942028987" y="536.8629776021081"><block s="receiveGo"></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-50" y="100" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,237,44,1" pen="tip" id="230"><costumes><list struct="atomic" id="231"></list></costumes><sounds><list struct="atomic" id="232"></list></sounds><blocks></blocks><variables></variables><scripts><script x="80" y="109.33333333333334"><block s="receiveGo"></block><block s="setColor"><color>255,237,44,1</color></block><block s="doForever"><script><custom-block s="Animation"><comment w="90" collapsed="false">This creates an animation of the different types of pinwheels</comment></custom-block></script></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="-17.364817766693022" y="98.4807753012208" heading="320" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="202.4000000000002,0,253,1" pen="tip" id="243"><costumes><list struct="atomic" id="244"></list></costumes><sounds><list struct="atomic" id="245"></list></sounds><blocks></blocks><variables></variables><scripts><script x="89" y="221.33333333333337"><block s="receiveKey"><l><option>h</option></l><list></list></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><custom-block s="Art pinwheel"><comment w="90" collapsed="false">This makes a colorful pinwheel art piece and its pretty.</comment></custom-block></script><script x="155" y="61.33333333333334"><block s="receiveGo"></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite><watcher var="branches" style="normal" x="10" y="9.999999999999993" color="243,118,29"/><watcher scope="Sprite(2)" s="getPenDown" style="normal" x="10" y="31.000001999999995" color="0,161,120" hidden="true"/></sprites></stage><variables><variable name="branches"><l>5</l></variable></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled"/></media></snapdata>