<snapdata remixID="8694919"><project name="U1L3 Pinwheels 3" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="flat" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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(3)" idx="1" x="35.000000000002046" y="-1.4210854715202004e-13" heading="90.00000000000023" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="232.05,0,83.53800000000007,1" 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="137" y="409"><custom-block s="Pinwheel, branches: %s size: %s backup: %s"><l>4</l><l>45</l><l>90</l></custom-block><block s="doWait"><l>0.25</l></block><block s="clear"></block><custom-block s="Pinwheel, branches: %s size: %s backup: %s"><l>4</l><l>45</l><l>90</l></custom-block><block s="doWait"><l>0.25</l></block><block s="clear"></block><custom-block s="Pinwheel, branches: %s size: %s backup: %s"><l>4</l><l>45</l><l>90</l></custom-block></script><script x="261" y="30"><block s="down"></block><custom-block s="Pinwheel animation Branches: %s Size: %s Backup: %s"><l>3</l><l>45</l><l>90</l></custom-block><custom-block s="Pinwheel animation Branches: %s Size: %s Backup: %s"><l>4</l><l>45</l><l>90</l></custom-block><custom-block s="Pinwheel animation Branches: %s Size: %s Backup: %s"><l>5</l><l>45</l><l>90</l></custom-block><custom-block s="Pinwheel animation Branches: %s Size: %s Backup: %s"><l>6</l><l>45</l><l>90</l></custom-block><custom-block s="Pinwheel animation Branches: %s Size: %s Backup: %s"><l>7</l><l>45</l><l>90</l></custom-block><custom-block s="Pinwheel animation Branches: %s Size: %s Backup: %s"><l>8</l><l>45</l><l>90</l></custom-block><custom-block s="Pinwheel animation Branches: %s Size: %s Backup: %s"><l>9</l><l>45</l><l>90</l></custom-block><custom-block s="Pinwheel animation Branches: %s Size: %s Backup: %s"><l>10</l><l>45</l><l>90</l></custom-block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="539" y="284"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setHeading"><l>90</l></block></script><script x="504.000001" y="526.8000010000001"><block s="doWait"><l>1</l></block></script><script x="460" y="427"><custom-block s="nested squares: %s"><l>10</l></custom-block></script><script x="759" y="297"><custom-block s="polygon number: %s"><l>1</l></custom-block></script><script x="635" y="89.80000000000001"><block s="receiveInteraction"><l><option>clicked</option></l><comment w="90" collapsed="false">Huaming Wu&#xD;Period 8</comment></block><block s="down"></block><block s="doFor"><l>i</l><l>0</l><l>14</l><script><custom-block s="Polygon, sides: %s side length %s"><block var="i"/><l>35</l></custom-block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Pinwheel, branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">This script creates a pinwheel. This is done through the reporter blocks replacing the numerical values in the block editor. You can put in the numerical values in the command block for branches, sizes, and backup. </comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportProduct"><block var="backup"/><l>-1</l></block></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="Asterisk, branches: %&apos;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 size: %s backup: %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="Polygon, 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><custom-block s="Pinwheel, branches: %s size: %s backup: %s"><block var="sides"/><block var="length"/><l>0</l></custom-block></script></block-definition><block-definition s="Dashed Line Direction: %&apos;Direction&apos; Size: %&apos;Pen size&apos; Steps: %&apos;Steps&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="setHeading"><block var="Direction"/></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><block var="Pen size"/></block><block s="down"></block><block s="forward"><block var="Steps"/></block></script></block-definition><block-definition s="Circle Size: %&apos;Size&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">Huaming Wu&#xD;Period 9&#xD;This draws a circle with 360 branches that makes it 360 degrees. The size and backup will determine the size of the circle.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><custom-block s="Pinwheel, branches: %s size: %s backup: %s"><l>360</l><block var="Size"/><block var="Size"/></custom-block></script></block-definition><block-definition s="Pinwheel animation Branches: %&apos;Branches&apos; Size: %&apos;Size&apos; Backup: %&apos;Backup&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><custom-block s="Pinwheel, branches: %s size: %s backup: %s"><block var="Branches"/><block var="Size"/><block var="Backup"/></custom-block><block s="doWait"><l>0.25</l></block><block s="clear"></block></script></block-definition><block-definition s="nested squares: %&apos;nested squares&apos;" type="command" category="motion"><comment w="90" collapsed="false">Huaming Wu&#xD;Period 8</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doFor"><l>i</l><l>1</l><block var="nested squares"/><script><custom-block s="Polygon, sides: %s side length %s"><l>4</l><block s="reportProduct"><l>10</l><block var="i"/></block></custom-block></script></block></script></block-definition><block-definition s="polygon number: %&apos;number&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><l>12</l><script><custom-block s="Polygon, sides: %s side length %s"><block var="i"/><l>50</l></custom-block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3 Pinwheels 3" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>