<snapdata remixID="11769279"><project name="U1L3-AngleExperiments1" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments1"><notes></notes><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="asterisk, %&apos;spokes&apos; spokes" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>heading</l></list></block><block s="doSetVar"><l>color</l><l>20</l></block><block s="setSize"><l>2</l></block><block s="doRepeat"><block var="spokes"/><script><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doSetVar"><l>heading</l><block s="direction"></block></block><block s="turn"><l>4</l></block><custom-block s="set pen to crayon %n"><block var="color"/></custom-block><block s="doRepeat"><block s="reportDifference"><block s="reportQuotient"><l>360</l><block var="spokes"/></block><l>8</l></block><script><block s="turn"><l>1</l></block><block s="forward"><l>30</l></block><block s="forward"><l>-30</l></block></script></block><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="setHeading"><block var="heading"/></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="spokes"/></block></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doChangeVar"><l>color</l><l>10</l></block></script></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%code"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="set pen to crayon %&apos;which&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 copper #b87333=38&#xD;39 cinnamon #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=55&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;violets={&#xD;90 violet #8f00ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>color</l></list></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l>,</l></block></autolambda><list></list></block><block s="reportTextSplit"><custom-block s="multiline %code"><l>0,0,0&#xD;18,18,18&#xD;36,36,36&#xD;54,54,54&#xD;72,72,72&#xD;92,92,92&#xD;109,109,109&#xD;127,127,127&#xD;145,145,145&#xD;163,163,163&#xD;181,181,181&#xD;200,200,200&#xD;218,218,218&#xD;236,236,236&#xD;255,255,255&#xD;255,20,147&#xD;255,105,180&#xD;255,0,127&#xD;227,11,93&#xD;229,43,80&#xD;255,0,0&#xD;144,0,32&#xD;153,0,0&#xD;164,0,0&#xD;192,0,0&#xD;128,0,0&#xD;201,0,22&#xD;217,77,17&#xD;255,8,0&#xD;255,56,0&#xD;139,69,19&#xD;123,63,0&#xD;107,68,35&#xD;112,66,20&#xD;149,69,53&#xD;101,67,33&#xD;150,75,0&#xD;153,101,21&#xD;184,115,51&#xD;210,105,30&#xD;255,127,0&#xD;255,88,0&#xD;255,117,24&#xD;243,118,29&#xD;232,97,0&#xD;204,85,0&#xD;203,65,11&#xD;204,119,34&#xD;237,145,33&#xD;242,133,0&#xD;255,255,0&#xD;230,168,34&#xD;184,134,11&#xD;218,165,32&#xD;244,196,48&#xD;236,213,64&#xD;255,219,88&#xD;255,215,0&#xD;254,227,62&#xD;251,225,8&#xD;0,255,0&#xD;141,182,0&#xD;98,194,19&#xD;34,139,34&#xD;0,128,0&#xD;0,100,0&#xD;3,192,60&#xD;80,200,120&#xD;62,180,137&#xD;0,161,120&#xD;0,255,255&#xD;0,139,139&#xD;0,123,167&#xD;113,166,210&#xD;4,148,220&#xD;0,128,128&#xD;135,206,250&#xD;0,191,255&#xD;30,144,255&#xD;0,127,255&#xD;0,0,255&#xD;25,25,112&#xD;0,51,153&#xD;0,71,171&#xD;21,96,189&#xD;0,0,128&#xD;70,130,180&#xD;74,108,212&#xD;100,149,237&#xD;106,90,205&#xD;143,0,255&#xD;143,86,227&#xD;111,45,168&#xD;75,0,130&#xD;160,32,240&#xD;255,0,255&#xD;153,50,204&#xD;207,74,217&#xD;127,0,127&#xD;139,0,139</l></custom-block><l><option>line</option></l></block></block></block><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="colors"/></block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block></script></block-definition><block-definition s="nearest crayon to %&apos;old color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>min value</l><l>min index</l><l>index</l><l>distance</l><l>color</l></list></block><block s="doSetVar"><l>min value</l><l>1000</l></block><block s="doSetVar"><l>min index</l><l>-1</l></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l>,</l></block></autolambda><list></list></block><block s="reportTextSplit"><custom-block s="multiline %code"><l>0,0,0&#xD;18,18,18&#xD;36,36,36&#xD;54,54,54&#xD;72,72,72&#xD;92,92,92&#xD;109,109,109&#xD;127,127,127&#xD;145,145,145&#xD;163,163,163&#xD;181,181,181&#xD;200,200,200&#xD;218,218,218&#xD;236,236,236&#xD;255,255,255&#xD;255,20,147&#xD;255,105,180&#xD;255,0,127&#xD;227,11,93&#xD;229,43,80&#xD;255,0,0&#xD;144,0,32&#xD;153,0,0&#xD;164,0,0&#xD;192,0,0&#xD;128,0,0&#xD;201,0,22&#xD;217,77,17&#xD;255,8,0&#xD;255,56,0&#xD;139,69,19&#xD;123,63,0&#xD;107,68,35&#xD;112,66,20&#xD;149,69,53&#xD;101,67,33&#xD;150,75,0&#xD;153,101,21&#xD;184,115,51&#xD;210,105,30&#xD;255,127,0&#xD;255,88,0&#xD;255,117,24&#xD;243,118,29&#xD;232,97,0&#xD;204,85,0&#xD;203,65,11&#xD;204,119,34&#xD;237,145,33&#xD;242,133,0&#xD;255,255,0&#xD;230,168,34&#xD;184,134,11&#xD;218,165,32&#xD;244,196,48&#xD;236,213,64&#xD;255,219,88&#xD;255,215,0&#xD;254,227,62&#xD;251,225,8&#xD;0,255,0&#xD;141,182,0&#xD;98,194,19&#xD;34,139,34&#xD;0,128,0&#xD;0,100,0&#xD;3,192,60&#xD;80,200,120&#xD;62,180,137&#xD;0,161,120&#xD;0,255,255&#xD;0,139,139&#xD;0,123,167&#xD;113,166,210&#xD;4,148,220&#xD;0,128,128&#xD;135,206,250&#xD;0,191,255&#xD;30,144,255&#xD;0,127,255&#xD;0,0,255&#xD;25,25,112&#xD;0,51,153&#xD;0,71,171&#xD;21,96,189&#xD;0,0,128&#xD;70,130,180&#xD;74,108,212&#xD;100,149,237&#xD;106,90,205&#xD;143,0,255&#xD;143,86,227&#xD;111,45,168&#xD;75,0,130&#xD;160,32,240&#xD;255,0,255&#xD;153,50,204&#xD;207,74,217&#xD;127,0,127&#xD;139,0,139</l></custom-block><l><option>line</option></l></block></block></block><block s="doWarp"><script><block s="doRepeat"><l>100</l><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block var="index"/><block var="colors"/></block></block><block s="doIf"><block s="reportEquals"><block var="color"/><block var="old color"/></block><script><block s="doReport"><block s="reportDifference"><block var="index"/><l>1</l></block></block></script></block><block s="doSetVar"><l>distance</l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>1</l><block var="old color"/></block></block></block><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="old color"/></block></block></block><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>3</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="old color"/></block></block></block></list></block></list></block></block><block s="doIf"><block s="reportLessThan"><block var="distance"/><block var="min value"/></block><script><block s="doSetVar"><l>min value</l><block var="distance"/></block><block s="doSetVar"><l>min index</l><block var="index"/></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block s="reportDifference"><block var="min index"/><l>1</l></block></block></script></block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>r</l><l>g</l><l>b</l></list><l>this.setColor(new Color(r, g, b));</l></block><list><block var="r"/><block var="g"/><block var="b"/></list></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List([this.color.r, this.color.g, this.color.b]);</l></block><list></list></block></block></script></block-definition><block-definition s="change crayon by %&apos;diff&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><custom-block s="set pen to crayon %n"><block s="reportVariadicSum"><list><custom-block s="nearest crayon to %l"><custom-block s="RGB color"></custom-block></custom-block><block var="diff"/></list></block></custom-block></script></block-definition><block-definition s="setup" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block></script></block-definition><block-definition s="pinwheel, %&apos;spokes&apos; spokes" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>x position</l><l>y position</l><l>heading</l></list></block><block s="doSetVar"><l>color</l><l>20</l></block><block s="setSize"><l>2</l></block><block s="doRepeat"><block var="spokes"/><script><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>50</l></block><block s="doSetVar"><l>x position</l><block s="xPosition"></block></block><block s="doSetVar"><l>y position</l><block s="yPosition"></block></block><block s="doSetVar"><l>heading</l><block s="direction"></block></block><block s="forward"><l>50</l></block><block s="doWait"><l>0.2</l></block><block s="doGlide"><l>0.5</l><block var="x position"/><block var="y position"/></block><block s="turn"><l>4</l></block><custom-block s="set pen to crayon %n"><block var="color"/></custom-block><block s="doRepeat"><block s="reportDifference"><block s="reportQuotient"><l>360</l><block var="spokes"/></block><l>8</l></block><script><block s="turn"><l>1</l></block><block s="forward"><l>30</l></block><block s="forward"><l>-30</l></block></script></block><block s="setHeading"><block var="heading"/></block><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>50</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="spokes"/></block></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doChangeVar"><l>color</l><l>10</l></block></script></block></script></block-definition><block-definition s="fakeFireworks" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="doDeclareVariables"><list><l>x</l></list></block><block s="doSetVar"><l>x</l><l>45</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="up"></block><block s="gotoXY"><l>-120</l><l>60</l></block><block s="down"></block><block s="doRepeat"><l>150</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="x"/></block></block><block s="forward"><l>-100</l></block></script></block><block s="setColor"><color>0,40,178,1</color></block><block s="up"></block><block s="gotoXY"><l>-4</l><l>40</l></block><block s="down"></block><block s="doRepeat"><l>150</l><script><block s="forward"><l>50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="x"/></block></block><block s="forward"><l>-50</l></block></script></block><block s="setColor"><color>255,134,39,1</color></block><block s="up"></block><block s="gotoXY"><l>155</l><l>70</l></block><block s="down"></block><block s="doRepeat"><l>150</l><script><block s="forward"><l>75</l></block><block s="turn"><l>2</l></block><block s="forward"><l>-75</l></block></script></block><block s="setColor"><color>255,99,47,1</color></block><block s="up"></block><block s="gotoXY"><l>-40</l><l>70</l></block><block s="down"></block><block s="doRepeat"><l>150</l><script><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="forward"><l>75</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>20</l></block></block><block s="forward"><l>-75</l></block></script></block></script></block-definition></blocks><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" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="603"></list></costumes><sounds><list struct="atomic" id="604"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/><sprite name="Sprite" idx="1" x="18.609669273390864" y="-68.07572801786449" heading="337" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,98.99999999999987,47,1" pen="tip" id="611"><costumes><list struct="atomic" id="612"></list></costumes><sounds><list struct="atomic" id="613"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="10"><block s="down"><comment w="305.8333333333333" collapsed="false">A. Click this script. What does it do?&#xD;&#xD;This block of code will tell the sprite to put the pen down which makes writing possible and tells it to go move 100 steps in whichever direction it is pointed to then tells it to move back -100 step back to its original position.</comment></block><block s="clear"></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block></script><script x="30" y="100.33333333333334"><block s="clear"></block><block s="forward"><l>100</l><comment w="349.3333333333333" collapsed="false">B. It&apos;s easier to see what&apos;s happening if the script waits between steps.&#xD;&#xD;Remember, you can use Visible Stepping instead&#xD;of adding WAIT blocks.&#xD;</comment></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>-100</l></block></script><script x="30" y="221.33333333333337"><block s="clear"></block><block s="forward"><l>100</l><comment w="439.99999999999994" 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;)?&#xD;&#xD;In order for the sprite to turn to its original position, the sprite must repeat this action 2 times to turn back to its original position after it repeats drawing the line.&#xD;&#xD;Use Visible Stepping if needed.</comment></block><block s="forward"><l>-100</l></block><block s="turn"><l>180</l></block></script><script x="30" y="380"><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><l>120</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="32" y="527"><block s="clear"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-100</l><comment w="235" collapsed="false">Ex of division and the sides of a 36 angled asterisks.</comment></block><block s="turn"><block s="reportQuotient"><l>360</l><l>10</l></block></block></script></block></script><script x="833" y="59.33333333333334"><block s="receiveGo"><comment w="207.3544921875" collapsed="false">This script draws artificial fireworks</comment></block><custom-block s="fakeFireworks"></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments1" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>