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Shouldn't the vertical axis be reversed? If the Planck length is the theoretical smallest length, wouldn't most readers expect the smallest value to be lowest on the vertical axis? Thus the log scale line would angle downward, more clearly indicating that the resolution lengthy is getting smaller with time. The way it it is drawn, the first impression might be that the resolution length is increasing, not decreasing. Just a suggestion. XKCD is my favorite comic because I learn something new almost every day! {{unsigned|Matthew-e-hackman}} | Shouldn't the vertical axis be reversed? If the Planck length is the theoretical smallest length, wouldn't most readers expect the smallest value to be lowest on the vertical axis? Thus the log scale line would angle downward, more clearly indicating that the resolution lengthy is getting smaller with time. The way it it is drawn, the first impression might be that the resolution length is increasing, not decreasing. Just a suggestion. XKCD is my favorite comic because I learn something new almost every day! {{unsigned|Matthew-e-hackman}} | ||
: I had the same thought. Had to pause a moment to reassure myself Planck Length is a small thing. [[Special:Contributions/67.51.59.66|67.51.59.66]] 16:48, 26 April 2013 (UTC) | : I had the same thought. Had to pause a moment to reassure myself Planck Length is a small thing. [[Special:Contributions/67.51.59.66|67.51.59.66]] 16:48, 26 April 2013 (UTC) | ||
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Randall really likes pointing out the dangers of excessive extrapolation, doesn't he! One of his key themes. And this one is taking extremes to the extreme. [[User:Robbak|Robbak]] ([[User talk:Robbak|talk]]) 13:00, 26 April 2013 (UTC) | Randall really likes pointing out the dangers of excessive extrapolation, doesn't he! One of his key themes. And this one is taking extremes to the extreme. [[User:Robbak|Robbak]] ([[User talk:Robbak|talk]]) 13:00, 26 April 2013 (UTC) |