data:image/png;base64,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data:image/png;base64,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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 }

distanceabs11abs22abs33index11

25500

050-50360100-100color10This script makes a pinwheel using the argument that is input. It repeats the script and divides 360 by the argument to make the pinwheel shape