<snapdata remixID="11700473"><project name="Best Project U1L3 v2" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Best Project U1L3 v2"><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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