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#34 | ||
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Jun 2003
The Texas Hill Country
100010000012 Posts |
Quote:
But, I will remind you of the hint Quote:
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#35 |
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Jun 2003
1000002 Posts |
Sorry, but it means there is no logic in it?
Then I am wondering how could anyone figure it out. I give up, I guess :) |
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#36 |
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Banned
"Luigi"
Aug 2002
Team Italia
10010110011112 Posts |
It seems related to some infinite improbability engine.
42 is the long searched answer to Life, the Universe and all this... :D Luigi |
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#37 |
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Jun 2003
The Texas Hill Country
32·112 Posts |
There is logic to it.
Perhaps I should elaborate of RebootIt's clue "The series cannot be proved, or even formulated, inductively." I can think of two ways to describe the series "4, 8, 12, 16, ..." The first is inductive. "4 is the first member of the series. Each other member of the series is 4 greater than the previous member" The second description is by describing a property. "A number is a member of the series if, and only if, it is evenly divisible by 4" Another series, "2, 3, 5, 7, 11, ...", (the primes), cannot be described in the first form. However, it can be described by a rule "An integer is a member of the series if, and only if, it cannot be evenly divided by any smaller integer which is greater than 1" Similarly, this series can be described by a rule which decides whether, or not, each integer is included. What is the rule? |
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#38 |
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Mar 2003
10012 Posts |
So it has an abstraction layer about it?
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#40 |
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Sep 2002
11000111102 Posts |
Does this have anything to do with the propogation of cell division of an embryo?
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#41 |
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Aug 2002
Ann Arbor, MI
6618 Posts |
no
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#42 |
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Jul 2003
wear a mask
2·829 Posts |
Does this series terminate?
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#43 | |
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Jun 2003
The Texas Hill Country
100010000012 Posts |
Quote:
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#44 |
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Sep 2002
2·3·7·19 Posts |
How can a series terminate when numbers are infinite?
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