<snapdata remixID="12591349"><project name="U1L3-AngleExperiments1" app="Snap! 9.0, 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="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 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><list></list></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="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></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><list></list></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="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></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><list></list></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="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></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><list></list></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="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></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><list></list></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="reportVariadicEquals"><list><block var="color"/><block var="old color"/></list></block><script><block s="doReport"><block s="reportDifference"><block var="index"/><l>1</l></block></block></script><list></list></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="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="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="reportVariadicEquals"><list><block s="reportListItem"><l>4</l><l/></block><block var="which"/></list></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIfElse"><block s="reportVariadicNotEquals"><list><block var="color"/><l></l></list></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><list></list></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><list></list></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="145,97.40000000000002,25.999999999999986,1" 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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