Simplicity is always brilliant!! ...Thank you Sr you are an utterly unassuming genius!!. I have been looking all over analyzing complicated design software, in order to design my own automata but no one knows how to explain the very foundation that would be the cipher of it all...Ooops I just said that idiots make things complicated 😁😁
i wish! a little dab here, press the sponge lightly there, you see? don't let the oils put you off, no special skills are needed to paint using this technique, a little practice, hardly any effort at all, you see? five minutes and already it's begining to resemble a boolean inverse-matrix linear-partial-cyclic-differential, map-functional algebra tree!
Sorry to be offtopic but does someone know of a method to get back into an instagram account? I was dumb lost my account password. I love any assistance you can give me!
Yes, it does form a complete circle...just tried it with 3 random points using the method shown in the video. The solution is robust enough to build a prototype and tweak from there.
@@nttwashere His method is bs and easily disproven. Open up mspaint. Create a long wide rectangle that is wide in the x direction. Put a vertical line in the half way point. Then create a short vertical line on one side of it and make a parallel line on the halfway point. The circle won't even come close to fitting the points.
![Visualizing 4D Geometry - A Journey Into the 4th Dimension [Part 2]](http://i.ytimg.com/vi/4URVJ3D8e8k/mqdefault.jpg)
At 47:14 the line is called the chord of the circle not the arc of the circle.
Correct
Simplicity is always brilliant!! ...Thank you Sr you are an utterly unassuming genius!!. I have been looking all over analyzing complicated design software, in order to design my own automata but no one knows how to explain the very foundation that would be the cipher of it all...Ooops I just said that idiots make things complicated 😁😁
Thank you so much for your lecture. It's wonderful and so amazingly easy to understand.
Good presentation, helpful advice.
This was a great video, thanks a lot.
Thank you very much for sharing this.
What is the name of the methods of synthesis he talked about?
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Good work
Bob Ross but it's about engineering
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i wish! a little dab here, press the sponge lightly there, you see? don't let the oils put you off, no special skills are needed to paint using this technique, a little practice, hardly any effort at all, you see? five minutes and already it's begining to resemble a boolean inverse-matrix linear-partial-cyclic-differential, map-functional algebra tree!
Is that an open source software?
Excellent work sir! The link to the math website is outstanding too.
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Sorry to be offtopic but does someone know of a method to get back into an instagram account?
I was dumb lost my account password. I love any assistance you can give me!
wonderful. thank you
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The video is cool sir. Please sir can you give me a helping hand in mechanical design
19:00-20:00. This method does not form a circle, and is not a robust solution. It only forms a "circle-ish" approximation for certain configurations.
Yes, it does form a complete circle...just tried it with 3 random points using the method shown in the video. The solution is robust enough to build a prototype and tweak from there.
@@nttwashere His method is bs and easily disproven. Open up mspaint. Create a long wide rectangle that is wide in the x direction. Put a vertical line in the half way point. Then create a short vertical line on one side of it and make a parallel line on the halfway point. The circle won't even come close to fitting the points.
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