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#232 | |
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Aug 2003
Upstate NY, USA
2·163 Posts |
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#233 | |
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Bronze Medalist
Jan 2004
Mumbai,India
22·33·19 Posts |
Quote:
Very well Tom. Its good you brought us back on topic. Quote: Originally Posted by mfgoode Your number 196883: =196,560 + 323 196,560 is the number of spheres touching any one sphere in a 24-dimensional Leech lattice 323 = 17*19 However let's have your answer wpolly so the number is up again 196883. Mally The next number: 2478782 This number is answered in your Quote Tom The next number is 481899 : Mally
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#234 | |
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Aug 2005
Brazil
5528 Posts |
Quote:
Here it goes: 454539357304421 Last fiddled with by fetofs on 2005-12-28 at 17:21 |
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#235 | |
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Bamboozled!
"πΊππ·π·π"
May 2003
Down not across
2×5,393 Posts |
Quote:
http://www.greenhodge.net/g/read/math/numbers-6.php Here's an obscure one, but you can find out the property I have in mind if you are an assiduous searcher and if I tell you it has personal significance to me. That should be all the clue you need. 191715 Paul |
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#236 |
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Bronze Medalist
Jan 2004
Mumbai,India
22·33·19 Posts |
:surprised
Thanks Paul. Your URL adds the death knell and fun to all our challenges once and for all. I took my number which fetofs answered from 'The little book of bigger primes'. by Paulo Ribenboim. There are many in there which perhaps Google cant give so I'll try. There are many of my originals which I have kept pending thinking I may let mersenneforum have my formulae. But since Im being labelled a crank I hesitate to divulge them. For instance a chip algorithm on logic, the one for 666 etc.etc.. all mathematically precise and sound-no cranky business here! Time will tell. Mally ![]() P.S. your number which I remember by heart and no checking back 191715 Last fiddled with by mfgoode on 2005-12-28 at 18:03 Reason: Adding P.S. |
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#237 | |
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Aug 2005
Brazil
2·181 Posts |
Quote:
http://it.slashdot.org/~Xilman/ |
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#238 | |
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Bamboozled!
"πΊππ·π·π"
May 2003
Down not across
2×5,393 Posts |
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Paul |
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#239 | |
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"Mark"
Apr 2003
Between here and the
22×7×227 Posts |
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#240 | |
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Jun 2003
2×7×113 Posts |
Quote:
ln (2^(2^31 * 554189328) / ln 10 = 5171655946 New number 251 |
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#241 |
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Bronze Medalist
Jan 2004
Mumbai,India
80416 Posts |
251 is the smallest number that is the sum of 3 different cubes in 2 ways 251 = 1^3 +5 ^3 + 5^3 = 2 ^ 3 + 3 ^3 + 6 ^ 3. I give two numbers each distinctive in their own ways and mathematically connected to each other. This is a good one for you fetofs as its original. 137 3425 Mally
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#242 | |
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Aug 2005
Brazil
2×181 Posts |
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