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bigrobinson | 1 year ago
I have a large, flat square that measures one mile on its side (so that it's one square mile in area). I want to place this big, flat square on the surface of the earth, with its center tangent to the surface of the earth. I have two questions about the result of this: 1. How high off the ground will the corners of the flat square be? 2. How far will a corner of the flat square be displaced laterally from the position of the corresponding corner of a one-square-mile area whose center coincides with the center of the flat area but that conforms to the surface of the earth?
motoboi|1 year ago
The reason is that you can (as we are seeing happening now) “distill” the larger model reasoning into smaller models.
Had OpenAI shown full traces in o1 answers they would have been giving gold to competition.
bigrobinson|1 year ago