<snapdata remixID="13608380"><project name="ehurlburt27_U1L3-ModernArtWithPolygons" app="Snap! 10, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="ehurlburt27_U1L3-ModernArtWithPolygons"><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><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" 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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