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Old 2003-08-26, 11:12   #89
Kevin
 
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January 1st, 1801 (1801 01 01) was the first day in the 19th century.

78,501
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Old 2003-08-26, 13:10   #90
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Cheesehead: 20030831 is not only next Sunday, it is the next date that is prime. :)

Again: 78,501
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Old 2003-08-26, 15:51   #91
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Quote:
THAT'S IT! nomadicus IS TELLING US THAT 2^934579438317757 - 1 IS NOT ONLY PRIME BUT ALSO PALINDROMIC IN BOTH BASE 8 AND BASE 11 !!!! WOW!! Way to go, nomadicus!
Geez. I'm gone for a couple of days and I learn so much about what I didn't intend. You guys are good.

You guys are going to kill me, but I made a typo (I never should have done this from memory). Palindromic is correct but the number should have been 99999999299999999. (The number before that is 99999997879999999 and I substituted the 8 for the 2, etc. Oh boy!)

Sorry about that. If someone hasn't already, I'll explain myself as soon as I can find my way out of humility hall (oblique reference to the original Adventure game after having been crushed by the Hall of the Moutain King's dragon -- Do I even remember that correctly???).

-=- john ops:
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Old 2003-08-26, 17:26   #92
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Holy crap! It's amazing what one little typo can do!
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Old 2003-08-27, 14:31   #93
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I'll take a couple of swipes at 78501:

1) It is the ZIP code for McAllen, Texas

2) 137 * 573 = 191 * 411 = 78501


Is that what you wanted Kevin?


[Edit: Provisional next number: 90210]
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Old 2003-08-27, 15:31   #94
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Quote:
Palindromic is correct but the number should have been 99999999299999999.
It is also the last signed 64bit palprime completeing a series of 17 digits. You can't complete all the 19 digit palprimes unless you swtich to unsigned 64-bit quantities (and they take forever to factor -- a few decades on a alpha last time I calculated the timings of my unoptimized C code). In general, I find 64bit palprimes interesting. :)
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Old 2003-08-28, 00:21   #95
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January 1, 1801 was also the date on which Italian astronomer Giuseppe Piazzi made the first discovery of an asteroid, which he named Ceres.
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Old 2003-08-28, 01:15   #96
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Well, that wasn't what I had in mind, but I don't think that's ever stopped us from moving on before.... If you want a hint, think of prime numbers.

[BTW, I'll say yours is the area code for Beverly Hills :) ]
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Old 2003-08-28, 20:28   #97
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Ooh! Ooh! I know!

Number of primes less than or equal to 1,000,037

353,701
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Old 2003-08-29, 01:03   #98
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Actually it's number of primes less that 1,000,000 , but close enough.....
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Old 2003-08-29, 07:09   #99
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According to The Nth Prime Page at http://www.math.princeton.edu/~arbooker/nthprime.html pi(1000000) = 78498 and the 78,501st prime is 1,000,037.


(BTW, if you hurry, you can be the 80,000th person to visit that page.)
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