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. 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