<snapdata remixID="11537074"><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="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="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="set pen to crayon %&apos;which&apos;" type="command" category="pen"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Sets the pen color &#xD;to one of 100 preselected colors, like a box of 100 crayons.&#xD;The colors have names that are meant to be evocative.&#xD;They are organized in families, more or less corresponding&#xD;to spectral (rainbow) colors; the input slot has a two-level menu&#xD;in which you can hover over a family name to see the colors&#xD;of that family, each including a crayon number and an RGB value. &#xD;See Appendix A of the Snap! Reference Manual for more details.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><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 cinnamon #b87333=38&#xD;39 copper #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=54&#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;purples={&#xD;90 violet #8000ff=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>color</l></list></block><custom-block s="✐ initialize variables"></custom-block><block s="doIfElse"><block s="reportIsA"><block var="which"/><l><option>text</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><block var="which"/></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIfElse"><block s="reportNotEquals"><block var="color"/><l></l></block><script><block s="doSetVar"><l>✐ last crayon</l><block s="reportListItem"><l>5</l><block var="color"/></block></block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>No such crayon: </l><block var="which"/></list></block></custom-block></script></block></script><script><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="✐ crayon colors"/></block></block><block s="doSetVar"><l>✐ last crayon</l><block s="reportModulus"><block var="which"/><l>100</l></block></block></script></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="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen" helper="true"><comment x="0" y="0" w="220.66666666666666" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><list><block var="r"/><block var="g"/><block var="b"/><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l>a</l></list></block></list></block></list></block></script></block-definition><block-definition s="✐ initialize variables" type="command" category="pen" helper="true"><comment x="0" y="0" w="180" collapsed="false">Creates a bunch of global variables.&#xD;For internal use by Color library.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>✐ last crayon</l></custom-block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ last crayon</l><l>✐ crayon colors</l></list></custom-block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ crayon colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ crayon colors</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,0,0,black,0&#xD;18,18,18,gray7,1&#xD;36,36,36,gray14,2&#xD;54,54,54,gray21,3&#xD;72,72,72,gray28,4&#xD;92,92,92,gray36,5&#xD;109,109,109,gray43,6&#xD;127,127,127,gray50,7&#xD;145,145,145,gray57,8&#xD;163,163,163,gray64,9&#xD;181,181,181,gray71,10&#xD;200,200,200,gray78,11&#xD;218,218,218,gray85,12&#xD;236,236,236,gray92,13&#xD;255,255,255,white,14&#xD;255,20,147,deep pink,15&#xD;255,105,180,hot pink,16&#xD;255,0,127,bright pink,17&#xD;227,11,93,raspberry,18&#xD;229,43,80,amaranth,19&#xD;255,0,0,red,20&#xD;144,0,32,burgundy,21&#xD;153,0,0,cherry,22&#xD;164,0,0,dark candy apple red,23&#xD;192,0,0,sanguine,24&#xD;128,0,0,maroon,25&#xD;201,0,22,crimson,26&#xD;217,77,17,Lists,27&#xD;255,8,0,candy apple red,28&#xD;255,56,0,coquelicot,29&#xD;139,69,19,saddle brown,30&#xD;123,63,0,chocolate,31&#xD;107,68,35,kobicha,32&#xD;112,66,20,sepia,33&#xD;149,69,53,chestnut,34&#xD;101,67,33,dark brown,35&#xD;150,75,0,brown,36&#xD;153,101,21,golden brown,37&#xD;184,115,51,cinnamon,38&#xD;210,105,30,copper,39&#xD;255,127,0,orange,40&#xD;255,88,0,Pantone orange,41&#xD;255,117,24,pumpkin,42&#xD;243,118,29,Variables,43&#xD;232,97,0,Spanish orange,44&#xD;204,85,0,burnt orange,45&#xD;203,65,11,sinopia,46&#xD;204,119,34,ochre,47&#xD;237,145,33,carrot,48&#xD;242,133,0,tangerine,49&#xD;255,255,0,yellow,50&#xD;230,168,34,Control,51&#xD;184,134,11,dark goldenrod,52&#xD;218,165,32,goldenrod,53&#xD;244,196,48,saffron,54&#xD;236,213,64,sandstorm,55&#xD;255,219,88,mustard,56&#xD;255,215,0,gold,57&#xD;254,227,62,egg yolk,58&#xD;251,225,8,rubber duck,59&#xD;0,255,0,lime,60&#xD;141,182,0,apple green,61&#xD;98,194,19,Operators,62&#xD;34,139,34,forest green,63&#xD;0,128,0,green,64&#xD;0,100,0,dark green,65&#xD;3,192,60,dark pastel green,66&#xD;80,200,120,emerald,67&#xD;62,180,137,mint,68&#xD;0,161,120,Pen,69&#xD;0,255,255,aqua,70&#xD;0,139,139,dark cyan,71&#xD;0,123,167,cerulean,72&#xD;113,166,210,iceberg,73&#xD;4,148,220,Sensing,74&#xD;0,128,128,teal,75&#xD;135,206,250,light sky blue,76&#xD;0,191,255,deep sky blue,77&#xD;30,144,255,dodger blue,78&#xD;0,127,255,azure,79&#xD;0,0,255,blue,80&#xD;25,25,112,midnight blue,81&#xD;0,51,153,dark powder blue,82&#xD;0,71,171,cobalt,83&#xD;21,96,189,denim,84&#xD;0,0,128,navy blue,85&#xD;70,130,180,steel blue,86&#xD;74,108,212,Motion,87&#xD;100,149,237,cornflower,88&#xD;106,90,205,slate blue,89&#xD;128,0,255,violet,90&#xD;143,86,227,Looks,91&#xD;111,45,168,grape,92&#xD;75,0,130,indigo,93&#xD;160,32,240,x11 purple,94&#xD;255,0,255,magenta,95&#xD;153,50,204,dark orchid,96&#xD;207,74,217,Sound,97&#xD;127,0,127,purple,98&#xD;139,0,139,dark magenta,99&#xD;0,255,255,cyan,100&#xD;255,0,255,fuchia,101&#xD;18,18,18,grey7,102&#xD;36,36,36,grey14,103&#xD;54,54,54,grey21,104&#xD;72,72,72,grey28,105&#xD;92,92,92,grey36,106&#xD;109,109,109,grey43,107&#xD;127,127,127,grey50,108&#xD;145,145,145,grey57,109&#xD;163,163,163,grey64,110&#xD;181,181,181,grey71,111&#xD;200,200,200,grey78,112&#xD;218,218,218,grey85,113&#xD;236,236,236,grey92,114</l></custom-block><l><option>csv</option></l></block></block></script></block></script></block-definition><block-definition s="change crayon by %&apos;amount&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 %s"><block s="reportVariadicSum"><list><block var="✐ last crayon"/><block var="amount"/></list></block></custom-block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control" helper="true"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables" helper="true"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></block></script></block></script></block-definition><block-definition s="does var %&apos;_name&apos; exist?" type="predicate" category="variables" helper="true"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doApplyExtension"><l>err_ignore</l><list><block s="reportApplyExtension"><l>var_get(name)</l><list><block var="_name"/></list></block></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="reifyScript"><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators" helper="true"><header></header><code></code><translations>pt:o texto multilinha _&#xD;</translations><inputs><input type="%mlt"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="pen crayon" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doReport"><block var="✐ last crayon"/></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="713"></list></costumes><sounds><list struct="atomic" id="714"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.056210473719375" y="-52.307292830021595" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="82,255,90,1" pen="tip" id="719"><costumes><list struct="atomic" id="720"></list></costumes><sounds><list struct="atomic" id="721"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" y="139.33333333333331"><block s="clear"></block><block s="doRepeat"><l>3</l><script><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="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="16.666666666666657" y="49.833333333333314"><block s="clear"></block><block s="forward"><l>100</l><comment w="184.83333333333334" collapsed="false">A. Click this script. What does it do?</comment></block><block s="forward"><l>-100</l></block></script><script x="23.666666666666657" y="563.9999999999999"><block s="clear"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>-40</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script><comment w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script><script x="25.666666666666657" y="446.33333333333326"><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;)?&#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="53" y="775.8333333333334"><block s="doRepeat"><l>3</l><script></script></block></script><script x="15" y="292"><block s="clear"></block><block s="doRepeat"><l>4</l><script><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="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="406" y="30.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="176.66666666666663" y="729.1666666666666"><block s="forward"><l>-100</l></block></script><script x="204.66666666666663" y="798.1666666666666"><block s="clear"></block></script><script x="418" y="113"><block s="up"></block></script><script x="368" y="619"><block s="clear"></block></script><script x="397" y="660.9999999999995"><block s="setColor"><color>82,255,90,1</color></block></script><script x="231" y="768"><block s="doWait"><l>0.5</l></block></script><script x="348" y="772.9999999999995"><block s="turn"><block s="reportQuotient"><l>360</l><l>16</l></block></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="550" y="10"><block s="doRepeat"><l>100</l><script><block s="forward"><l>50</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="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="doRepeat"><l>100</l><script><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="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="705" y="358.16666666666674"><block s="down"></block><block s="doRepeat"><l>100</l><script><block s="forward"><l>200</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="setColor"><color>255,247,26,1</color></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block><block s="setColor"><color>60,26,255,1</color></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block><block s="setColor"><color>145,26,68,1</color></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block><block s="setColor"><color>255,77,159,1</color></block><block s="turn"><block s="reportQuotient"><l>360</l><l>10</l></block></block></script></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>