<snapdata remixID="9185382"><project name="U1L3-AngleExperiments1" app="Snap! 5.4, 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" penlog="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="-37.46065934159128" y="92.71838545667937" heading="338" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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="29" y="108.33333333333333"><block s="clear"></block><block s="forward"><l>100</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="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block></script><script x="32.99999999999997" y="482.00000000000006"><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>-50</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-50</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</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="288" y="220.33333333333331"><block s="receiveGo"></block><block s="down"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>500</l><script><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>0</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>0</l></block><block s="turn"><l>1</l></block></script></block></script><script x="122" y="10"><block s="down"><comment w="184.83333333333334" collapsed="false">A. Click this script. What does it do?</comment></block><block s="clear"></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></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></blocks><variables></variables></project><media name="U1L3-AngleExperiments1" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>