<snapdata remixID="11658020"><project name="U1L3-AngleExperiments1" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="not too small triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="fancy triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy triangle %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="not too small square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="not too small hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition><block-definition s="fancy square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy square %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="fancy hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy hexagon %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition><block-definition s="asterisk, %&apos;spokes&apos; spokes" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>heading</l></list></block><block s="doSetVar"><l>color</l><l>20</l></block><block s="setSize"><l>2</l></block><block s="doRepeat"><block var="spokes"/><script><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doSetVar"><l>heading</l><block s="direction"></block></block><block s="turn"><l>4</l></block><custom-block s="set pen to crayon %n"><block var="color"/></custom-block><block s="doRepeat"><block s="reportDifference"><block s="reportQuotient"><l>360</l><block var="spokes"/></block><l>8</l></block><script><block s="turn"><l>1</l></block><block s="forward"><l>30</l></block><block s="forward"><l>-30</l></block></script></block><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="setHeading"><block var="heading"/></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="spokes"/></block></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doChangeVar"><l>color</l><l>10</l></block></script></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%code"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="set pen to crayon %&apos;which&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 copper #b87333=38&#xD;39 cinnamon #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=55&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;violets={&#xD;90 violet #8f00ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>color</l></list></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l>,</l></block></autolambda><list></list></block><block s="reportTextSplit"><custom-block s="multiline %code"><l>0,0,0&#xD;18,18,18&#xD;36,36,36&#xD;54,54,54&#xD;72,72,72&#xD;92,92,92&#xD;109,109,109&#xD;127,127,127&#xD;145,145,145&#xD;163,163,163&#xD;181,181,181&#xD;200,200,200&#xD;218,218,218&#xD;236,236,236&#xD;255,255,255&#xD;255,20,147&#xD;255,105,180&#xD;255,0,127&#xD;227,11,93&#xD;229,43,80&#xD;255,0,0&#xD;144,0,32&#xD;153,0,0&#xD;164,0,0&#xD;192,0,0&#xD;128,0,0&#xD;201,0,22&#xD;217,77,17&#xD;255,8,0&#xD;255,56,0&#xD;139,69,19&#xD;123,63,0&#xD;107,68,35&#xD;112,66,20&#xD;149,69,53&#xD;101,67,33&#xD;150,75,0&#xD;153,101,21&#xD;184,115,51&#xD;210,105,30&#xD;255,127,0&#xD;255,88,0&#xD;255,117,24&#xD;243,118,29&#xD;232,97,0&#xD;204,85,0&#xD;203,65,11&#xD;204,119,34&#xD;237,145,33&#xD;242,133,0&#xD;255,255,0&#xD;230,168,34&#xD;184,134,11&#xD;218,165,32&#xD;244,196,48&#xD;236,213,64&#xD;255,219,88&#xD;255,215,0&#xD;254,227,62&#xD;251,225,8&#xD;0,255,0&#xD;141,182,0&#xD;98,194,19&#xD;34,139,34&#xD;0,128,0&#xD;0,100,0&#xD;3,192,60&#xD;80,200,120&#xD;62,180,137&#xD;0,161,120&#xD;0,255,255&#xD;0,139,139&#xD;0,123,167&#xD;113,166,210&#xD;4,148,220&#xD;0,128,128&#xD;135,206,250&#xD;0,191,255&#xD;30,144,255&#xD;0,127,255&#xD;0,0,255&#xD;25,25,112&#xD;0,51,153&#xD;0,71,171&#xD;21,96,189&#xD;0,0,128&#xD;70,130,180&#xD;74,108,212&#xD;100,149,237&#xD;106,90,205&#xD;143,0,255&#xD;143,86,227&#xD;111,45,168&#xD;75,0,130&#xD;160,32,240&#xD;255,0,255&#xD;153,50,204&#xD;207,74,217&#xD;127,0,127&#xD;139,0,139</l></custom-block><l><option>line</option></l></block></block></block><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="colors"/></block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block></script></block-definition><block-definition s="nearest crayon to %&apos;old color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>min value</l><l>min index</l><l>index</l><l>distance</l><l>color</l></list></block><block s="doSetVar"><l>min value</l><l>1000</l></block><block s="doSetVar"><l>min index</l><l>-1</l></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l>,</l></block></autolambda><list></list></block><block s="reportTextSplit"><custom-block s="multiline %code"><l>0,0,0&#xD;18,18,18&#xD;36,36,36&#xD;54,54,54&#xD;72,72,72&#xD;92,92,92&#xD;109,109,109&#xD;127,127,127&#xD;145,145,145&#xD;163,163,163&#xD;181,181,181&#xD;200,200,200&#xD;218,218,218&#xD;236,236,236&#xD;255,255,255&#xD;255,20,147&#xD;255,105,180&#xD;255,0,127&#xD;227,11,93&#xD;229,43,80&#xD;255,0,0&#xD;144,0,32&#xD;153,0,0&#xD;164,0,0&#xD;192,0,0&#xD;128,0,0&#xD;201,0,22&#xD;217,77,17&#xD;255,8,0&#xD;255,56,0&#xD;139,69,19&#xD;123,63,0&#xD;107,68,35&#xD;112,66,20&#xD;149,69,53&#xD;101,67,33&#xD;150,75,0&#xD;153,101,21&#xD;184,115,51&#xD;210,105,30&#xD;255,127,0&#xD;255,88,0&#xD;255,117,24&#xD;243,118,29&#xD;232,97,0&#xD;204,85,0&#xD;203,65,11&#xD;204,119,34&#xD;237,145,33&#xD;242,133,0&#xD;255,255,0&#xD;230,168,34&#xD;184,134,11&#xD;218,165,32&#xD;244,196,48&#xD;236,213,64&#xD;255,219,88&#xD;255,215,0&#xD;254,227,62&#xD;251,225,8&#xD;0,255,0&#xD;141,182,0&#xD;98,194,19&#xD;34,139,34&#xD;0,128,0&#xD;0,100,0&#xD;3,192,60&#xD;80,200,120&#xD;62,180,137&#xD;0,161,120&#xD;0,255,255&#xD;0,139,139&#xD;0,123,167&#xD;113,166,210&#xD;4,148,220&#xD;0,128,128&#xD;135,206,250&#xD;0,191,255&#xD;30,144,255&#xD;0,127,255&#xD;0,0,255&#xD;25,25,112&#xD;0,51,153&#xD;0,71,171&#xD;21,96,189&#xD;0,0,128&#xD;70,130,180&#xD;74,108,212&#xD;100,149,237&#xD;106,90,205&#xD;143,0,255&#xD;143,86,227&#xD;111,45,168&#xD;75,0,130&#xD;160,32,240&#xD;255,0,255&#xD;153,50,204&#xD;207,74,217&#xD;127,0,127&#xD;139,0,139</l></custom-block><l><option>line</option></l></block></block></block><block s="doWarp"><script><block s="doRepeat"><l>100</l><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block var="index"/><block var="colors"/></block></block><block s="doIf"><block s="reportEquals"><block var="color"/><block var="old color"/></block><script><block s="doReport"><block s="reportDifference"><block var="index"/><l>1</l></block></block></script></block><block s="doSetVar"><l>distance</l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>1</l><block var="old color"/></block></block></block><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="old color"/></block></block></block><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>3</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="old color"/></block></block></block></list></block></list></block></block><block s="doIf"><block s="reportLessThan"><block var="distance"/><block var="min value"/></block><script><block s="doSetVar"><l>min value</l><block var="distance"/></block><block s="doSetVar"><l>min index</l><block var="index"/></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block s="reportDifference"><block var="min index"/><l>1</l></block></block></script></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List([this.color.r, this.color.g, this.color.b]);</l></block><list></list></block></block></script></block-definition><block-definition s="setup" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block></script></block-definition><block-definition s="pinwheel, %&apos;spokes&apos; spokes" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>x position</l><l>y position</l><l>heading</l></list></block><block s="doSetVar"><l>color</l><l>20</l></block><block s="setSize"><l>2</l></block><block s="doRepeat"><block var="spokes"/><script><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>50</l></block><block s="doSetVar"><l>x position</l><block s="xPosition"></block></block><block s="doSetVar"><l>y position</l><block s="yPosition"></block></block><block s="doSetVar"><l>heading</l><block s="direction"></block></block><block s="forward"><l>50</l></block><block s="doWait"><l>0.2</l></block><block s="doGlide"><l>0.5</l><block var="x position"/><block var="y position"/></block><block s="turn"><l>4</l></block><custom-block s="set pen to crayon %n"><block var="color"/></custom-block><block s="doRepeat"><block s="reportDifference"><block s="reportQuotient"><l>360</l><block var="spokes"/></block><l>8</l></block><script><block s="turn"><l>1</l></block><block s="forward"><l>30</l></block><block s="forward"><l>-30</l></block></script></block><block s="setHeading"><block var="heading"/></block><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>50</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="spokes"/></block></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doChangeVar"><l>color</l><l>10</l></block></script></block></script></block-definition><block-definition s="set pen to crayon %&apos;which&apos;" type="command" category="pen"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Sets the pen color &#xD;to one of 100 preselected colors, like a box of 100 crayons.&#xD;The colors have names that are meant to be evocative.&#xD;They are organized in families, more or less corresponding&#xD;to spectral (rainbow) colors; the input slot has a two-level menu&#xD;in which you can hover over a family name to see the colors&#xD;of that family, each including a crayon number and an RGB value. &#xD;See Appendix A of the Snap! Reference Manual for more details.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 cinnamon #b87333=38&#xD;39 copper #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=54&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;purples={&#xD;90 violet #8000ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input></inputs><script><block s="doDeclareVariables"><list><l>color</l></list></block><custom-block s="✐ initialize variables"></custom-block><block s="doIfElse"><block s="reportIsA"><block var="which"/><l><option>text</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportEquals"><block s="reportListItem"><l>4</l><l/></block><block var="which"/></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIfElse"><block s="reportNotEquals"><block var="color"/><l></l></block><script><block s="doSetVar"><l>✐ last crayon</l><block s="reportListItem"><l>5</l><block var="color"/></block></block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>No such crayon: </l><block var="which"/></list></block></custom-block></script></block></script><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block><block s="doSetVar"><l>✐ last crayon</l><block s="reportModulus"><block var="which"/><l>100</l></block></block></script></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen" helper="true"><comment x="0" y="0" w="220.66666666666666" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><list><block var="r"/><block var="g"/><block var="b"/><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l>a</l></list></block></list></block></list></block></script></block-definition><block-definition s="✐ initialize variables" type="command" category="pen" helper="true"><comment x="0" y="0" w="180" collapsed="false">Creates a bunch of global variables.&#xD;For internal use by Color library.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>✐ last crayon</l></custom-block><script><block s="doStopThis"><l><option>this block</option></l></block></script></block><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ last crayon</l><l>✐ crayon colors</l></list></custom-block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ crayon colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ crayon colors</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,0,0,black,0&#xD;18,18,18,gray7,1&#xD;36,36,36,gray14,2&#xD;54,54,54,gray21,3&#xD;72,72,72,gray28,4&#xD;92,92,92,gray36,5&#xD;109,109,109,gray43,6&#xD;127,127,127,gray50,7&#xD;145,145,145,gray57,8&#xD;163,163,163,gray64,9&#xD;181,181,181,gray71,10&#xD;200,200,200,gray78,11&#xD;218,218,218,gray85,12&#xD;236,236,236,gray92,13&#xD;255,255,255,white,14&#xD;255,20,147,deep pink,15&#xD;255,105,180,hot pink,16&#xD;255,0,127,bright pink,17&#xD;227,11,93,raspberry,18&#xD;229,43,80,amaranth,19&#xD;255,0,0,red,20&#xD;144,0,32,burgundy,21&#xD;153,0,0,cherry,22&#xD;164,0,0,dark candy apple red,23&#xD;192,0,0,sanguine,24&#xD;128,0,0,maroon,25&#xD;201,0,22,crimson,26&#xD;217,77,17,Lists,27&#xD;255,8,0,candy apple red,28&#xD;255,56,0,coquelicot,29&#xD;139,69,19,saddle brown,30&#xD;123,63,0,chocolate,31&#xD;107,68,35,kobicha,32&#xD;112,66,20,sepia,33&#xD;149,69,53,chestnut,34&#xD;101,67,33,dark brown,35&#xD;150,75,0,brown,36&#xD;153,101,21,golden brown,37&#xD;184,115,51,cinnamon,38&#xD;210,105,30,copper,39&#xD;255,127,0,orange,40&#xD;255,88,0,Pantone orange,41&#xD;255,117,24,pumpkin,42&#xD;243,118,29,Variables,43&#xD;232,97,0,Spanish orange,44&#xD;204,85,0,burnt orange,45&#xD;203,65,11,sinopia,46&#xD;204,119,34,ochre,47&#xD;237,145,33,carrot,48&#xD;242,133,0,tangerine,49&#xD;255,255,0,yellow,50&#xD;230,168,34,Control,51&#xD;184,134,11,dark goldenrod,52&#xD;218,165,32,goldenrod,53&#xD;244,196,48,saffron,54&#xD;236,213,64,sandstorm,55&#xD;255,219,88,mustard,56&#xD;255,215,0,gold,57&#xD;254,227,62,egg yolk,58&#xD;251,225,8,rubber duck,59&#xD;0,255,0,lime,60&#xD;141,182,0,apple green,61&#xD;98,194,19,Operators,62&#xD;34,139,34,forest green,63&#xD;0,128,0,green,64&#xD;0,100,0,dark green,65&#xD;3,192,60,dark pastel green,66&#xD;80,200,120,emerald,67&#xD;62,180,137,mint,68&#xD;0,161,120,Pen,69&#xD;0,255,255,aqua,70&#xD;0,139,139,dark cyan,71&#xD;0,123,167,cerulean,72&#xD;113,166,210,iceberg,73&#xD;4,148,220,Sensing,74&#xD;0,128,128,teal,75&#xD;135,206,250,light sky blue,76&#xD;0,191,255,deep sky blue,77&#xD;30,144,255,dodger blue,78&#xD;0,127,255,azure,79&#xD;0,0,255,blue,80&#xD;25,25,112,midnight blue,81&#xD;0,51,153,dark powder blue,82&#xD;0,71,171,cobalt,83&#xD;21,96,189,denim,84&#xD;0,0,128,navy blue,85&#xD;70,130,180,steel blue,86&#xD;74,108,212,Motion,87&#xD;100,149,237,cornflower,88&#xD;106,90,205,slate blue,89&#xD;128,0,255,violet,90&#xD;143,86,227,Looks,91&#xD;111,45,168,grape,92&#xD;75,0,130,indigo,93&#xD;160,32,240,x11 purple,94&#xD;255,0,255,magenta,95&#xD;153,50,204,dark orchid,96&#xD;207,74,217,Sound,97&#xD;127,0,127,purple,98&#xD;139,0,139,dark magenta,99&#xD;0,255,255,cyan,100&#xD;255,0,255,fuchia,101&#xD;18,18,18,grey7,102&#xD;36,36,36,grey14,103&#xD;54,54,54,grey21,104&#xD;72,72,72,grey28,105&#xD;92,92,92,grey36,106&#xD;109,109,109,grey43,107&#xD;127,127,127,grey50,108&#xD;145,145,145,grey57,109&#xD;163,163,163,grey64,110&#xD;181,181,181,grey71,111&#xD;200,200,200,grey78,112&#xD;218,218,218,grey85,113&#xD;236,236,236,grey92,114</l></custom-block><l><option>csv</option></l></block></block></script></block></script></block-definition><block-definition s="change crayon by %&apos;amount&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><custom-block s="set pen to crayon %s"><block s="reportVariadicSum"><list><block var="✐ last crayon"/><block var="amount"/></list></block></custom-block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control" helper="true"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables" helper="true"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></block></script></block></script></block-definition><block-definition s="does var %&apos;_name&apos; exist?" type="predicate" category="variables" helper="true"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doApplyExtension"><l>err_ignore</l><list><block s="reportApplyExtension"><l>var_get(name)</l><list><block var="_name"/></list></block></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="reifyScript"><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators" helper="true"><header></header><code></code><translations>pt:o texto multilinha _&#xD;</translations><inputs><input type="%mlt"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="pen crayon" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doReport"><block var="✐ last crayon"/></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="713"></list></costumes><sounds><list struct="atomic" id="714"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-101.55661527131383" y="-171.6956734694823" heading="191" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,0,0,1" pen="tip" id="719"><costumes><list struct="atomic" id="720"></list></costumes><sounds><list struct="atomic" id="721"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" y="218"><block s="clear"></block><block s="forward"><l>100</l><comment w="282.99999999999994" collapsed="false">C. After drawing the spike, turn half way around (&quot;do a 180&quot;).&#xD;&#xD;How many times must you run this script to get the sprite to face the way it started (facing &quot;right&quot; or &quot;to the east&quot;)?&#xD;&#xD;Use Visible Stepping if needed.</comment></block><block s="forward"><l>-100</l></block><block s="turn"><l>90</l></block></script><script x="30.66666666666663" y="117"><block s="clear"></block><block s="forward"><l>100</l><comment w="227.33333333333334" collapsed="false">B. It&apos;s easier to see what&apos;s happening if the script waits between steps.&#xD;&#xD;Remember, you can use Visible Stepping instead&#xD;of adding WAIT blocks.</comment></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>-100</l></block></script><script x="828.6666666666665" y="161.66666666666657"><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script><comment w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script><script x="836" y="316.1666666666667"><block s="clear"></block><block s="doRepeat"><l>720</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-10</l></block><block s="turn"><block s="reportQuotient"><l>200</l><l>2</l></block></block></script><comment w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script><script x="727" y="431.16666666666674"><block s="receiveGo"></block><block s="clear"></block><block s="doForever"><script><block s="forward"><l>100</l></block><block s="forward"><l>-10</l></block><block s="turn"><block s="reportQuotient"><l>200</l><l>2</l></block></block></script></block></script><script x="505" y="316.8333333333335"><block s="receiveGo"></block><block s="down"><comment w="184.83333333333334" collapsed="false">A. Click this script. What does it do?</comment></block><block s="clear"></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doForever"><script><block s="doWait"><l>.5</l></block><block s="doGotoObject"><l><option>random position</option></l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments1" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>