<snapdata remixID="8655442"><project name="U1L3-AngleExperiments1" 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="1" 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 id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite(2)" idx="2" x="86.07062225740356" y="-66.48788874985155" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="193.8,174.42,0,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="doRepeat"><l>100</l><script><block s="turn"><l>15</l></block><block s="doRepeat"><l>1</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.01</l></block><block s="doRepeat"><l>2</l><script><block s="turn"><l>60</l></block><block s="doWait"><l>.1</l></block></script></block></script></block></script></block></script><script x="303" y="330"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="249" y="28"><block s="down"></block></script><script x="349" y="93"><block s="doForever"><script><block s="doRepeat"><l>24</l><script><custom-block s="pinwheel, branches: %s backup %s"><l>-9</l><l></l></custom-block><block s="turn"><l>15</l></block><block s="forward"><l>25</l><comment w="226.66666666666666" collapsed="false">B. It&apos;s easier to see what&apos;s happening if the script waits between steps.</comment></block><block s="changePenHSVA"><l><option>hue</option></l><l>30</l></block></script></block><block s="turn"><l>15</l></block></script></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="60"><costumes><list id="61"><item><costume name="costume1" center-x="240" center-y="180" 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Click this script. What does it do?</comment></block></script><script x="20" y="371"><block s="clear"></block></script><script x="20" y="407.0000000000001"><block s="clear"></block><block s="forward"><l>100</l><comment w="282.99999999999994" collapsed="false">C. After drawing the spike, turn half way around (&quot;do a 180&quot;).&#xD;&#xD;How many times must you run this script to get the sprite to face the way it started (facing &quot;right&quot; or &quot;to the east&quot;)?</comment></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>180</l></block></script><script x="20" y="550.0000000000001"><block s="forward"><l>-100</l></block></script><script x="20" y="589"><block s="forward"><l>50</l></block></script><script x="20" y="628"><custom-block s="asterisk, branches: %s branch length: %s"><l></l><l></l></custom-block></script><script x="20" y="667"><block s="clear"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>180</l></block></script><comment w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script><script x="20" y="840"><custom-block s="asterisk, branches: %s branch length: %s"><l>100</l><l>99</l></custom-block></script><script x="34" y="187"><block s="doRepeat"><l>24</l><script><custom-block s="pinwheel, branches: %s backup %s"><l>24</l><l></l></custom-block><block s="turn"><l>15</l></block><block s="forward"><l>50</l><comment w="226.66666666666666" collapsed="false">B. It&apos;s easier to see what&apos;s happening if the script waits between steps.</comment></block></script></block><block s="doWait"><l>30</l></block><block s="clear"></block></script><script x="137" y="362"><custom-block s="pinwheel, branches: %s backup %s"><l></l><l></l></custom-block></script><script x="346" y="187.99999999999994"><block s="receiveGo"></block><block s="down"></block><custom-block s="pinwheel, branches: %s backup %s"><l>12</l><l>56</l></custom-block></script><script x="417" y="410"><block s="doForever"><script></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="not too small triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="fancy triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy triangle %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="not too small square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="not too small hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition><block-definition s="fancy square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy square %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="fancy hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy hexagon %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition><block-definition s="pinwheel, branches: %&apos;number of branches&apos; backup %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><l>24</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><l>15</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block></script></block></script><scripts><script x="321.000001" y="164.000001"><block s="forward"><l>100</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script><script x="211.4794931875" y="81.000001"><block var="number of branches"/></script></scripts></block-definition><block-definition s="change pen color by %&apos;number of colors&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><l>10</l><script><block s="doRepeat"><l>1</l><script><block s="doRepeat"><l>1</l><script><block s="setColor"><color>0,250,147,1</color></block></script></block><block s="doRepeat"><l>1</l><script><block s="setColor"><color>62,199,0,1</color></block></script></block><block s="doRepeat"><l>1</l><script><block s="setColor"><color>255,150,77,1</color></block></script></block><block s="doRepeat"><l>1</l><script><block s="setColor"><color>94,20,255,1</color></block></script></block></script></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, branch: %s size: %s backup: %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="pinwheel, branch: %&apos;1&apos; size: %&apos;1&apos; backup: %&apos;1&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="pinwheel, branches: %&apos;0&apos; backup: %&apos;0&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition></blocks><variables></variables></project><media name="U1L3-AngleExperiments1" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>