data:image/png;base64,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:image/png;base64,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D. Instead of clicking twice, you can use REPEAT to automate.
0100-100360100-100color10
grays={ 0 black #000000=0 1 gray7 #121212=1 2 gray14 #242424=2 3 gray21 #363636=3 4 gray28 #484848=4 5 gray36 #5c5c5c=5 6 gray43 #6d6d6d=6 7 gray50 #7f7f7f=7 8 gray57 #919191=8 9 gray64 #a3a3a3=9 10 gray71 #b5b5b5=10 11 gray78 #c8c8c8=11 12 gray85 #dadada=12 13 gray92 #ececec=13 14 white #ffffff=14 } pinks={ 15 deep pink #ff1493=15 16 hot pink #ff69b4=16 17 bright pink #ff007f=17 18 raspberry #e30b5d=18 19 amaranth #e52b50=19 } reds={ 20 red #ff0000=20 21 burgundy #900020=21 22 cherry #990000=22 23 dark candy apple red #a40000=23 24 sanguine #c00000=24 25 maroon #800000=25 26 crimson #c90016=26 27 Lists #d94d11=27 28 candy apple red #ff0800=28 29 coquelicot #ff3800=29 } browns={ 30 saddle brown #8b4513=30 31 chocolate #7b3f00=31 32 kobicha #6b4423=32 33 sepia #704214=33 34 chestnut #954535=34 35 dark brown #654321=35 36 brown #964b00=36 37 golden brown #996515=37 38 copper #b87333=38 39 cinnamon #d2691e=39 } oranges={ 40 orange #ff7f00=40 41 Pantone orange #ff5800=41 42 pumpkin #ff7518=42 43 Variables #f3761d=43 44 Spanish orange #e86100=44 45 burnt orange #cc5500=45 46 sinopia #cb410b=46 47 ochre #cc7722=47 48 carrot #ed9121=48 49 tangerine #f28500=49 } yellows={ 50 yellow #ffff00=50 51 Control #e6a822=51 52 dark goldenrod #b8860b=52 53 goldenrod #daa520=53 54 saffron #f4c430=55 55 sandstorm #ecd540=55 56 mustard #ffdb58=56 57 gold #ffd700=57 58 egg yolk #fee33e=58 59 rubber duck #fbe108=59 } greens={ 60 lime #00ff00=60 61 apple green #8db600=61 62 Operators #62c213=62 63 forest green #228b22=63 64 green #008000=64 65 dark green #006400=65 66 dark pastel green #03c03c=66 67 emerald #50c878=67 68 mint #3eb489=68 69 Pen #00a178=69 } cyans={ 70 aqua (cyan) #00ffff=70 71 dark cyan #008b8b=71 72 cerulean #007ba7=72 73 iceberg #71a6d2=73 74 Sensing #0494dc=74 75 teal #008080=75 76 light sky blue #87cefa=76 77 deep sky blue #00bfff=77 78 dodger blue #1e90ff=78 79 azure #007fff=79 } blues={ 80 blue #0000ff=80 81 midnight blue #191970=81 82 dark powder blue #003399=82 83 cobalt #0047ab=83 84 denim #1560bd=84 85 navy blue #000080=85 86 steel blue #4682b4=86 87 Motion #4a6cd4=87 88 cornflower #6495ed=88 89 slate blue #6a5acd=89 } violets={ 90 violet #8f00ff=90 91 Looks #8f56e3=91 92 grape #6f2da8=92 93 indigo #4b0082=93 94 x11 purple #a020f0=94 95 magenta (fuchia) #ff00ff=95 96 dark orchid #9932cc=96 97 Sound #cf4ad9=97 98 purple #7f007f=98 99 dark magenta #8b008b=99 }
distance112233index11
25500
050-50360100-100color10