Happy Holidays folks
How to draw Zero. - Page 20
Forum Index > BW General |
Immaterial
Canada510 Posts
Happy Holidays folks | ||
Ciryandor
United States3735 Posts
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DorF
Sweden961 Posts
This is my attempt at Zero, did a quick paint picture beacuse his face is just too awesome ! | ||
flashimba
225 Posts
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DropBear
Australia4191 Posts
thanks for putting a smile on my face random smurf dude | ||
pebble444
Italy2477 Posts
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NicksonReyes
Philippines4431 Posts
Decided to make one again. Drew the hair this time. + Show Spoiler + On May 28 2011 19:18 NicksonReyes wrote: I just realized how heavy my mouse is + really lousy mouse control by me. Drawing the hair is ridiculously impossible. | ||
FFW_Rude
France10201 Posts
Watched all pages. The MSL banner was so funny | ||
thezanursic
5478 Posts
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thezanursic
5478 Posts
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LTY
United States223 Posts
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Peeano
Netherlands4490 Posts
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EpiK
Korea (South)5757 Posts
On May 28 2011 04:09 DNB wrote: o god this one still cracks me up hahaha | ||
BigFan
TLADT24917 Posts
haha omg this thread is golden! XD | ||
Phyanketto
United States505 Posts
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The_Templar
your Country52796 Posts
Can't draw hair >.> | ||
BuddyWudzyn
United States29 Posts
Colored! | ||
bakesale
United States187 Posts
Code in spoiler. + Show Spoiler + Show[{PolarPlot[Cos[Pi/n]/Cos[Mod[t - Pi/6, (2 Pi)/n] - Pi/n], {t, 0, 2 Pi}], Plot[9/20, {x, -(7/60), 7/60}], ContourPlot[Max[Abs[3 (x - 9/20)], Abs[4 (y - 1/5)]] == 1, {x, 0, 1}, {y, -(1/10), 1/2}, PlotPoints -> 200], ContourPlot[Max[Abs[3 (x + 9/20)], Abs[4 (y - 1/5)]] == 1, {x, -1, 0}, {y, -(1/10), 1/2}, PlotPoints -> 200], Plot[3/8, {x, -(5/8), -(1/5)}], Plot[3/8, {x, 1/5, 5/8}], Plot[-(2/5), {x, -(1/2), 1/2}], ParametricPlot[{-(1/2), y}, {y, -(2/5), -(3/10)}], ParametricPlot[{1/2, y}, {y, -(2/5), -(3/10)}], RegionPlot[Abs[x - 3/10] <= 1/10 && Abs[y - 13/40] <= 1/20, {x, 0, 1}, {y, 0, 1}], RegionPlot[Abs[x + 3/10] <= 1/10 && Abs[y - 13/40] <= 1/20, {x, -1, 0}, {y, 0, 1}], Plot[143/300 + x/5, {x, 7/60, 1/2}], Plot[143/300 - x/5, {x, -(1/2), -(7/60)}], ParametricPlot[{Cos[t]/8 - 9/20, Sin[t]/8 - 7/20}, {t, Pi/2, Pi}], ParametricPlot[{Cos[t]/8 + 9/20, Sin[t]/8 - 7/20}, {t, 0, Pi/2}], ListPlot[{{7/60, -(1/20)}, {3/20, -(3/20)}, {1/15, -(5/40)}, {0, -(1/5)}, {-(1/15), -(5/40)}, {-(3/20), -(3/20)}, {-(7/60), -(1/20)}}, Joined -> True]}, Ticks -> None, Axes -> None] | ||
fabiano
Brazil4644 Posts
so that's what professors do on computer during exams... Here is my take: + Show Spoiler + | ||
`sawyer
210 Posts
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