| [03:15] System: Chruser
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| [03:15] Chruser:
11/15 |
| [03:22] Chruser:
As I've remarked before, it's funny how there's an almost inexhaustible supply of information on specific integers, but almost no information on specific rational numbers, even though there are as many of both types of numbers. |
| [03:32] Chruser:
Sure, they're defined with pairs of integers, but you'd think there's more to 1/3 (a very common limit in physics) and 1/137 (a good approximation of the fine-structure constant) than the integers 1, 3 and 137 convey on their own. |
| [03:37] System: Chruser
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| [03:37] System: Chruser
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| [03:41] System: Chruser
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