<snapdata remixID="12715775"><project name="U1L3-AngleExperiments1" app="Snap! 9.0, https://snap.berkeley.edu" 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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="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></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><list></list></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="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block 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%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 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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 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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="reportVariadicLessThan"><list><block var="distance"/><block var="min value"/></list></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><list></list></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 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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></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 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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><script x="20" y="115.66666666666666"><block s="clear"></block><block s="forward"><l>100</l><comment w="227.33333333333334" 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.</comment></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>-100</l></block></script><script x="20" y="238.5"><block s="clear"></block><block s="down"><comment w="184.83333333333334" collapsed="false">A. Click this script. 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Instead of clicking twice, you can use REPEAT to automate.</comment></block></script><script x="20" y="631.8333333333333"><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="doSayFor"><l>length is drawn</l><l>2</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>50</l></block><block s="doSayFor"><l>Height is drawn</l><l>2</l></block></script></block></script><script x="20" y="822.4999999999999"><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-90</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="20" y="973.1666666666665"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>46,46,46,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,255,255,1</color></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments1" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>