9:23 AM, Saturday March 23rd 2024
Nice to hear from the man himself!
I followed this weird numbering scheme because I was facing this issue where I chose some cylinders to include in the homework, but on a second look I decided not to include them because I had spares that were better (drew quite more than 150), so I had to revise the numbers for all subsequent cylinders, and because I wanted the numbering to be penciled in rather than adding it digitally, I had to erase and rewrite the numbers. Basically the moment I decided to drop or include a cylinder that previously wasn't, I had to horse around with the numbering a lot. So I numbered them this way and now it doesn't matter if I choose to drop or include a cylinder as the sequence isn't numerical anyway (but they are presented in the correct chronological order on the imgur album).
I drew a handful more than 100 cylinders in boxes, so I numbered them normally. And since the extension lines of one cylinder were quite close to those of another, I decided to uploade complete pages. Although in doing so I was a bit worried about the color accuracy, focus and resolution, it seems to be just enough. It was probably difficult to make a distinction between the magenta extension lines and the red lines for edges of the boxes themselves.
I have a really hard time drawing an ellipse two full times in a single run. For some reason my brain either always wants to fall short on that or go overboard, but it's rarely ever two full times. And when I do go overboard it seems I've undermined the work done with the first full ellipse.
I did feel that I couldn't get a lot of variety in my angles in the 100 cylinders in boxes, and it seemed largely due the constraint of a pair of opposite faces being a square, which of course they need to be if we want to draw cylinders in them.
I have to say, the one example of drawing cylinder in a box that was included in the lesson material was a very odd angle. I found it very difficult to identify the "Y" of that box as two arms of that Y were almost conjoined as a single straight line on account of one face of the box being quished into a tiny sliver due to the angle.
Thanks again.