<snapdata remixID="10475313"><project name="U1L3-AngleExperiments1" app="Snap! 6, https://snap.berkeley.edu" 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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" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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y="280.8333333333333"><block s="reportRandom"><l>1</l><l>35</l></block></script><script x="900.1171875" y="231.83333333333331"><block s="reportRandom"><l>1</l><l>5</l></block></script><script x="1003.703125" y="336.6666666666667"><block s="reportRandom"><l>1</l><l>100</l></block></script><script x="428.1171875" y="534.5"><block s="bounceOffEdge"></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="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="reportSum"><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></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 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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="reportSum"><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="reportSum"><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></block></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="reportSum"><custom-block s="nearest crayon to %l"><custom-block s="RGB color"></custom-block></custom-block><block var="diff"/></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="pinwheel, branches %&apos;number of branches&apos; size %&apos;size&apos; backup %&apos;8&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="forward"><block var="8"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="bracle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables></variables></project><media name="U1L3-AngleExperiments1" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>