<snapdata remixID="11678045"><project name="Best Project U1L3" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Best Project U1L3"><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><block-definition s="pin wheel branches %&apos;number of branches&apos; size %&apos;size:&apos; backup %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size:"/></block><block s="forward"><block s="reportQuotient"><block var="backup"/><l>-1</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script><comment w="145.5000000000001" collapsed="true">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script><scripts><script x="64" y="283.53333333333336"><block s="reportVariadicProduct"><list><block var="backup"/><l>-1</l></list></block></script></scripts></block-definition><block-definition s="size" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="backup" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition></blocks><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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</pentrails><costumes><list 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