your video pops up first when googling "6 point perspective"

I was just asking for this

I'm very sorry for what happened to you, but the painting is amazing! Really speaks to me. I write fantasy stories and I recently started putting the shit I personally deal with (my chronic pain and my father's progressing dementia) into writing. It does not make the bad feelings go away but it helps. I find it so liberating and empowering to turn something sad into art. I also feel it has improved my writing to include these things. I hope you had the same feeling while drawing. Cheers and I keep my fingers crossed for your hands...

Beautiful 🥹

But what did happen?

I love that you are teaching this but if I get on my GF about calling muted or nuanced colors "pastels" because of some make up company? I have to get on you for calling something Curvilinear. Number one: linear is a straight line it is not curved it's basically an oxymoron. Number Two: it's needlessly complicated and these are simply curved lines. Good work teaching it I love learning this stuff but please for the love of god, call it curved perspective. A linear line is a straight line. thank you.

Great sir G

You did a great job explaining but man it's confusing. Breaks my brain just looking at it.

That ain't corgi

Nice demonstration of how to construct a curvilinear perspective, and super cool that you're constructing a 6-point perspective; I haven't seen that before! However, a small detail (that is somewhat involved to explain)-it seems to me like you're almost using a stereographic projection but not quite. The fact that you're drawing circles makes it seem like you're using a stereographic projection, because all lines becomes circular arcs (or lines) in that projection. However, the fact that you equate a right angle with a distance on the paper, as you do at 5:52, makes it seem like you're using an equidistant projection, as in an equidistant projection, a right angle will always have the same length as long as it either intersects COV or is part of a line that does, while in a stereographic projection it will be differently long on the paper depending on where it is located (even if it intersects COV in both cases) since it is not a distance-preserving projection. In your case, specifically, the distance on the paper should be slightly shorter between VP1 and the point where the horizon intersects the line that intersects VP1 and COV, compared with the radius of the 90 degree cone of vision (because the half-way point between VP1 and the horizon is more centered, i.e. closer to COV, than a half-way point between COV and the 90-degree cone of vision, and objects become larger in the projection the farther away from COV they are). (Thus, if you make them equally long, that is an error that could potentially lead to inconsistencies later down the road.) Apart from that, it seems like you have worked out a very rigorous way to construct the perspective!

Problem: find the arc that passes through three specified points. Solution: three non-colinear points describe a triangle. Construct the perpendicular bisectors of each side of the triangle (method demonstrated in video). The intersection is called the circumcenter of the triangle. The circumcenter is the same center as the circle that inscribes the triangle. Therefore, the circumcenter is the center of the desired arc, and the radius is the distance between that center and any of the specified points.

I can't even begin to get my head around that. RESPECT!!!!

Was this to paint over ot again or specifically to show the metal beneath?

I love your videos! Is it possible to make more videos on 5 point perspective? For example if you need to draw something that’s a specific angle?

the video❌ THE MUSIC✅

Dude, awesome work, this looks sick!

Why?

+++ really nice work

Bro I saw a KZbin short on perspective earlier and now I know what 1, 2, 3, 4, 5, and 6 point perspectives are 💯

❤Great

I don’t know how to draw this I just wanna watch you draw something really cool

This is really impressive, thanks for sharing! I thought 5 point perspective was the maximum amount of points, very surprised to know you can do six points, now I'm wondering if there might be even more!

Wow looks so real wish i could do that 😢

(1000th)

where did you buy that nice compas?

Thank you, this was very simple and easy to follow.

Thank you so much

i'd love to draw in 6 point perspective but i feel like if i draw the perspective lines i might accidentally summon a demon, great video nonetheless!

Incredible artwork

Amazing sir😮

That is amazing. Have you thought about doing this as asmr?

Amazing

Nice

هلاو رسمك حلو ما شاء الله 💖🌷

Very skilled and impressive looking!

Does 7 points perspective possible 🤨

Really upset with your tutorial, not done man... sorry

What is 90 degrees in terms of mm. I didnt understand... what do you exactly mean by that, what am i supposed to do? Will you please help. Where did that 83 mm come from? What's the measurement i shall take and from where. Please clarify it. You should be specific in terms of geometry, this is really not a great way to explain the geometrical measurments and the rays you are drawing... i hope you understand.

Learning from someone that says it's a pain and complicated can't be a good thing if rather hear it's fun and easy so I'm not stressed out by a teacher that sounds stressed out

Hello Jason, what if you place a cube between N and E? Would it become 2 point perspective object?

My dick is half-hard and confused. I saw some good and proper Euclidian mathematics; then heard talk of measurements and shit. I'm not sure I approve of such loose talk; but God!

So this is 'cylindrical perspective' as used in MC Escher 'house of stairs'? 😮🤔 and repeatable ad infinitum? 😮🤔

Sir if I may ask is the book vanishing point : perspective for comics from the ground up going to be republished any time soon or is it in print, it's very hard to get a copy of this that's new

For anyone interested in the math for the actual curve, it's effectively: _f( x )_ = _height_ * sin( _x_ ) ^ cos( _height_ ) This will create the distortion for the cylindrical projection where straight up and strait down exist at all points horizontally at the top and bottom of the rendering plane.

❤

Thank you so much.

Very helpful.

Thank you. It’s great.

Wonderful. Thank you

So helpful. Thank you