<snapdata remixID="8534329"><project name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" 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" idx="1" x="4.160621448189659" y="-33.20097094115664" heading="247.85714285714596" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,11,184,1" 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="19" y="14.000000000000227"><block s="receiveGo"></block><custom-block s="loop box 1"></custom-block></script><script x="339" y="10"><block s="receiveKey"><l><option>space</option></l></block><custom-block s="square animation"></custom-block></script><script x="15" y="157"><block s="receiveKey"><l><option>down arrow</option></l></block><custom-block s="less detail"></custom-block></script><script x="333" y="139"><block s="receiveKey"><l><option>up arrow</option></l></block><custom-block s="more detail"></custom-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"><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="doWait"><l>.1</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block s="reportMonadic"><l><option>abs</option></l><block var="backup"/></block></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="doWait"><l>.1</l></block></script><comment w="90" collapsed="false">Allows for the number of branches to be changed depending on input</comment></block></script><scripts><script x="121.5859395" y="164.000002"><block var="backup"/></script></scripts></block-definition><block-definition s="loop box 1" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-150</l><l>150</l></block><block s="reportRandom"><l>-100</l><l>100</l></block></block><block s="down"></block><block s="setColor"><color>255,214,92,1</color></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>5</l><l>100</l><l>-50</l><comment w="90" collapsed="false">Creates the original pinwheel</comment></custom-block><block s="doIfElse"><custom-block s="right of center"></custom-block><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-190</l><l>190</l></block><block s="reportRandom"><l>-130</l><l>130</l></block></block><block s="down"></block><block s="setColor"><color>82,112,255,1</color></block><custom-block s="asterisk, branches: %s branch length %s"><l>6</l><l>80</l><comment w="90" collapsed="false">Creates an asterisk if chosen</comment></custom-block></script><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-190</l><l>190</l></block><block s="reportRandom"><l>-130</l><l>130</l></block></block><block s="down"></block><block s="setColor"><color>59,250,0,1</color></block><custom-block s="polygon, sides: %s side length: %s"><l>7</l><l>100</l><comment w="90" collapsed="false">Creates a polygon if chosen</comment></custom-block></script></block><block s="doWait"><l>1</l></block><block s="doSayFor"><l>This creates basic animations.</l><l>3</l></block><block s="doSayFor"><l>Press space to see more</l><l>2</l></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="asterisk, branches: %&apos;branches&apos; branch length %&apos;length&apos;" type="command" category="motion"><comment w="90" collapsed="false">Controls how many branches there are to the asterisk and how large it it</comment><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="square" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><l>120</l></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="right of center" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportGreaterThan"><l>0</l><block s="xPosition"></block></block></block></script></block-definition><block-definition s="number" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="square animation" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>0,11,184,1</color></block><block s="doRepeat"><l>20</l><script><block s="down"></block><custom-block s="square"></custom-block><block s="up"></block><block s="forward"><l>30</l></block><block s="turn"><l>20</l></block></script><comment w="90" collapsed="false">Creates the original square animation</comment></block><block s="doWait"><l>1.3</l></block><block s="doSayFor"><l>This creates a more detailed animation .</l><l>2</l></block><block s="doWait"><l>1</l></block><block s="doSayFor"><l>Press the up or down arrow for more</l><l>3</l></block></script></block-definition><block-definition s="less detail" type="command" category="motion"><comment w="90" collapsed="false">Creates less detail in the square animation</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>0,11,184,1</color></block><block s="doRepeat"><l>40</l><script><block s="down"></block><custom-block s="square"></custom-block><block s="up"></block><block s="forward"><l>10</l></block><block s="turn"><l>30</l></block></script></block><block s="doWait"><l>1</l></block><block s="doSayFor"><l>This creates less detail</l><l>2</l></block></script></block-definition><block-definition s="more detail" type="command" category="motion"><comment w="90" collapsed="false">Creates more detail in the square animation</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>0,11,184,1</color></block><block s="doRepeat"><l>80</l><script><block s="down"></block><custom-block s="square"></custom-block><block s="up"></block><block s="forward"><l>10</l></block><block s="turn"><l>10</l></block></script></block><block s="doSayFor"><l>This creates more detail</l><l>2</l></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>