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RE: [obm-l] Exercicio olimpico

To: <obm-l@xxxxxxxxxxxxxx>
Subject: RE: [obm-l] Exercicio olimpico
From: Anselmo Alves de Sousa <anselmo_rj@xxxxxxxxxxx>
Date: Wed, 5 Dec 2007 21:45:38 +0300
Importance: Normal
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$\exists a \in \mathbb{N^*} | \frac{a^{29} - 1}{a-1}$ has at least 2007 distinct prime factors.

(in English: prove that exists a positive integer $a$ such that $\frac{a^{29} - 1}{a-1}$ has at least 2007 distinct prime factors.)

Prove que a expressão tem pelo menos 2007 fatores primos distintos.

Date: Wed, 5 Dec 2007 11:03:25 -0200
From: fetofs@xxxxxxxxx
To: obm-l@xxxxxxxxxxxxxx
Subject: Re: [obm-l] Exercicio olimpico

Se alguém souber inglês, pode tentar decifrar o que escreveram aqui: http://www.mathlinks.ro/viewtopic.php?t=173020

--
Fernando Oliveira

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References:
- [SPAM] Res: [obm-l] Exercicio olimpico
  - From: Rodrigo Cientista
- [SPAM] Re: [obm-l] Exercicio olimpico
  - From: rodrigocientista
- Re: [obm-l] Exercicio olimpico
  - From: Fernando Oliveira

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