Geometry

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geometry

Title text: You can also just use an infinite quantity of compasses as on-off switches.

Votey

Explanation

This explanation is either missing or incomplete.

Transcript

This transcript was generated by a bot: The text was scraped using AWS's Textract, which may have errors. Complete transcripts describe what happens in each panel — here are some good examples to get you started (1) (2).

[Describe panel here]

as

Mathematicians supposedly proved you couldnt back in 1882

Imagine your compass and straightedge.

They were wrong

First, you put a pencil on one end of the compass and an eraser on the other

Second you designate any number of tiny boxes on your straightedge. Using the compass, you can draw or erase symbols on the straightedge.

And what's that called?

So, now we can rephrase the problem: Using only a computer, can you construct a square with the same area as a given circle?

A turing machine

Using this general method, we can unlock all compass and straightedge" problems/

Accidentally or strategically2 are you missing the point

I'm mosting

Votey Transcript

This transcript was generated by a bot: The text was scraped using AWS's Textract, which may have errors. Complete transcripts describe what happens in each panel — here are some good examples to get you started (1) (2).

[Describe panel here]

(That slapping sound you hear is Scott Aaronson reading this and thrusting his palm against his face.)

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