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Post by Tetra on Mar 5, 2020 1:50:13 GMT
Yeah, I won't be awake at that time
Tomorrow, then?
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Welcome!
Mar 5, 2020 2:39:26 GMT
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Post by Wenya Zhu on Mar 5, 2020 2:39:26 GMT
Tomorrow should be pretty good.
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Welcome!
Mar 5, 2020 13:13:27 GMT
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Post by Tetra on Mar 5, 2020 13:13:27 GMT
Okay, how about at around 7 pm CST? Does that work for you?
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Post by Wenya Zhu on Mar 5, 2020 17:55:33 GMT
I’m off my first job at 7PM CST. How about 8PM CST? I’d be home at that point and have free time then.
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Post by Wenya Zhu on Mar 5, 2020 17:55:50 GMT
Sorry my schedule’s all fuck-a-doo.
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Welcome!
Mar 5, 2020 21:06:00 GMT
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Post by Tetra on Mar 5, 2020 21:06:00 GMT
That should work for me, yeah
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Welcome!
Mar 5, 2020 23:15:32 GMT
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Post by Tetra on Mar 5, 2020 23:15:32 GMT
I should probably let you know there’s a small chance I won’t have data when we try to do the challenge, in that case I’ll do my best to let you know in advance and when I can end up doing it
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Welcome!
Mar 5, 2020 23:47:18 GMT
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Post by Tetra on Mar 5, 2020 23:47:18 GMT
Actually do you mind pushing it back about a half hour?
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Post by Wenya Zhu on Mar 6, 2020 1:56:12 GMT
Yeah, I'm home and ready right now. Stylus, check, 800px^2 canvas, check.
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Welcome!
Mar 6, 2020 2:07:52 GMT
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Post by Tetra on Mar 6, 2020 2:07:52 GMT
Great, I’ll set up then get back to you asap
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Welcome!
Mar 6, 2020 2:13:02 GMT
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Post by Tetra on Mar 6, 2020 2:13:02 GMT
Ready when you are
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Welcome!
Mar 6, 2020 2:19:58 GMT
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Post by Tetra on Mar 6, 2020 2:19:58 GMT
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Post by Wenya Zhu on Mar 6, 2020 2:21:45 GMT
Go!
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Post by Wenya Zhu on Mar 6, 2020 2:23:25 GMT
I'm the drawer.
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Post by Wenya Zhu on Mar 6, 2020 2:24:43 GMT
Tetra is the caller.
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Post by Wenya Zhu on Mar 6, 2020 2:40:02 GMT
...where'd you go?
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Post by Wenya Zhu on Mar 6, 2020 2:52:40 GMT
I'm gonna go have a meal with my spouse, and will be back by 11CST.
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Welcome!
Mar 6, 2020 2:52:46 GMT
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Post by Tetra on Mar 6, 2020 2:52:46 GMT
Sorry! Typing it up
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Welcome!
Mar 6, 2020 3:10:17 GMT
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Post by Tetra on Mar 6, 2020 3:10:17 GMT
So in the top left of the image there’s a red monster which has two fangs, one on each side of its mouth. The left one is on the left side of the image, the right one is a bit to the right of the center. They both go down to about halfway the height of the image, and between the two near the top of the image there’s a mouth with five fangs. Above each fang is an eye with eyelashes, the one on the right being partially off the screen. To the right of the monster, there’s a purple five-pointed star with a scared face.
At the bottom of the image is the earth, cut off to the point where it almost looks flat. On top of it is an orange something, the top of which is just below the monster’s mouth. It’s shooting a small blue fish from the top of it, which is shaped almost like an arrow, and widens when it reaches the earth. On each side of the orange arrow-like thing is a thin arm, the left of which has 2 loops, the right of which has 3. At the end of each arm is a yellow sun with lines going off it.
The background of the image is sky blue.
Any questions just ask.
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Welcome!
Mar 6, 2020 3:58:16 GMT
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Post by Wenya Zhu on Mar 6, 2020 3:58:16 GMT
Can I get coordinates of prominent points of the picture?
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Post by Wenya Zhu on Mar 6, 2020 4:29:21 GMT
I’m not sure how to draw the right eye being somewhat off the right edge, and to the right of that, the purple star. And have the right fang, which is supposed to be under the right eye, be in the venter right of the image.
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Post by Wenya Zhu on Mar 6, 2020 4:36:36 GMT
I have a cursory draft, but it doesn’t meet all the positioning locations.
Can you describe the monster in depth? What parts of the earth are visible?
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Post by Tetra on Mar 6, 2020 4:53:01 GMT
It's not off the right edge, it's off the top, not sure what you mean by coordinates
For the earth, it's not exactly the earth, but my best comparison is east Asia, with three islands on the left
And I'm not sure how much more in-depth I can go with the monster
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Post by Wenya Zhu on Mar 6, 2020 5:00:10 GMT
Let’s assume that (0, 0) is the upper left pixel, (0, 799) is the bottom left pixel, (799, 0) is the top right pixel, and (799, 799) is the bottom right pixel.
That makes (400, 400) the approximate center of the picture, plus or minus a pixel.
You can get these coordinates in Paint, Gimp, Photoshop, or anything else.
Can you use this system to tell me where the tips of the fangs are, where the eyes are, where the tips of the star are, and where the earth is and what shape it has?
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Post by Wenya Zhu on Mar 6, 2020 5:38:13 GMT
I’m not sure if you’re still about, or if I should submit what I have.
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