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For over two thousand years the prime number sequence has held onto its mysteries. Today, however, we are pleased to present the equations that define the prime number sequence and solve such unique challenges of the sequence including the Twin Prime conjecture, the Strong Goldbach conjecture and the weak Goldbach conjecture. History of the Primes. Proof of the Primes. Solution to the Twin Prime Conjecture. Proof of the Strong Goldbach Conjecture. Proof of the Weak Goldbach Conjecture. James P. Moore.

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jm●●●●●@gmail.com

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Halcyon Systems Inc.

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Cam●●●dge , Ontario, N1R 4K4

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jm●●●●●@gmail.com

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For over two thousand years the prime number sequence has held onto its mysteries. Today, however, we are pleased to present the equations that define the prime number sequence and solve such unique challenges of the sequence including the Twin Prime conjecture, the Strong Goldbach conjecture and the weak Goldbach conjecture. History of the Primes. Proof of the Primes. Solution to the Twin Prime Conjecture. Proof of the Strong Goldbach Conjecture. Proof of the Weak Goldbach Conjecture. James P. Moore.

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Home | proofoftheprimes.com Reviews

https://proofoftheprimes.com

For over two thousand years the prime number sequence has held onto its mysteries. Today, however, we are pleased to present the equations that define the prime number sequence and solve such unique challenges of the sequence including the Twin Prime conjecture, the Strong Goldbach conjecture and the weak Goldbach conjecture. History of the Primes. Proof of the Primes. Solution to the Twin Prime Conjecture. Proof of the Strong Goldbach Conjecture. Proof of the Weak Goldbach Conjecture. James P. Moore.

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proofoftheprimes.com

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History of the Primes

http://www.proofoftheprimes.com/history-of-the-primes.html

Among all mysteries, that of the prime numbers is undoubtedly the most ancient and most resistant.". G Tenenbaum and M. Mendés France, from The Prime Numbers and Their Distribution (AMS 2000). The Latin word primus, meaning. Or pairs of prime numbers that differ by 2. For example, 3 and 5, 5 and 7, 11 and 13, and 17 and 19 are twin primes. As numbers get larger, prime numbers become less frequent and Twin Primes.

2

Proofs and Gifts

http://www.proofoftheprimes.com/proofs-and-gifts.html

Sealed Copy of Handwritten Proof Of The Primes signed by the author. 7950 CDN including S&H. The Solution To The Primes. Click Here To Download. The Solution To The Primes. 3900 CDN including S&H.

3

Twin Primes

http://www.proofoftheprimes.com/twin-primes.html

Over two thousand years ago, Euclid wrote about what today is called the Twin Prime conjecture. First described by Christian Goldbach in 1742 suggests that every even number greater than or equal to 4 can be created by adding two prime numbers. The Weak Goldbach conjecture. States that every odd number greater than 5 can be created by the addition of three primes. All three conjectures, and others like them, are a mystery. In The Solution To The Primes. Click Here To Order. The Solution To The Primes.

4

Riemann

http://www.proofoftheprimes.com/riemann.html

The Riemann Hypothesis is a conjecture from number theory that makes predictions about the distribution of prime numbers. In his paper titled, On The Number of Primes Less Than a Given Magnitude, G.F.B. Riemann (1826 - 1866) observed that the frequency of occurrence of prime numbers is very closely related to the behavior of what is called the Riemann Zeta function.

5

Proof Of The Primes

http://www.proofoftheprimes.com/proof-of-the-primes.html

Click Here To Order. The Solution To The Primes.

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primeproof.blogspot.com

Prime Proof Blog: February 2014

http://primeproof.blogspot.com/2014_02_01_archive.html

Tuesday, 25 February 2014. Our latest feedback has a story behind it. When the equations were developed we hired an overseas programming company with expertise in mathematics and cryptography to develop generic testing software that would basically be a black box accepting an infinite number of integer combinations. The fun part is that we never told them what it was for except to say that it had ramifications in cryptography. Saturday, 22 February 2014. Will keep you posted. Thursday, 13 February 2014.

primeproof.blogspot.com

Prime Proof Blog: Prime Proof Launch

http://primeproof.blogspot.com/2014/02/prime-proof-launch.html

Thursday, 13 February 2014. This past year has been unexpected having found equations that define the prime number sequence. Using these equations we have been able to solve some of the inherent mysteries to the primes - the Twin Prime Conjecture, the Strong Goldbach Conjecture and the Weak Goldbach conjecture. The new web site and this blog are dedicated to bringing these equations and solutions to light and supporting their further development. In the interim, the primary equations that define the prim...

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proofoftheprimes.com

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For over two thousand years the prime number sequence has held onto its mysteries. Today, however, we are pleased to present the equations that define the prime number sequence and solve such unique challenges of the sequence including the Twin Prime conjecture, the Strong Goldbach conjecture and the weak Goldbach conjecture. History of the Primes. Proof of the Primes. Solution to the Twin Prime Conjecture. Proof of the Strong Goldbach Conjecture. Proof of the Weak Goldbach Conjecture. James P. Moore.

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