# The Relationships Between Prime Number And Fibonacci Number (Part 2)

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### #1 theodorenghiem

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Posted 15 May 2018 - 09:59 AM

This is the upgrading of my first research with the same subject, which can be found in

My conclusion in the first article has been optimized as below:

A whole number, odd or even, can be analyzed as the sum of a prime number and two Fibonacci numbers. Here we have some examples

52362 = 52127 (prime) + 2 (Fibonacci 1) + 233 (Fibonacci 2)

52381 = 51769 (prime) + 2 (Fibonacci 1) + 610 (Fibonacci 2)

Also, this time I verified with range [5 - 10,000,000 (ten millions)]. It’s lucky that no failing case as the first time. That means all positive integer number from 5 to 10,000,000 match my rule above.

To view my result, first of all, readers can go to this location

Here the first column is the prime number, the second column is the first Fibonacci number, the third column is the second Fibonacci number. And the last one is the whole number to be calculated.

Welcome all of you

Regards,

Thinh Nghiem from Vietnam

### #2 exchemist

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Posted 15 May 2018 - 10:54 AM

This is the upgrading of my first research with the same subject, which can be found in

My conclusion in the first article has been optimized as below:

A whole number, odd or even, can be analyzed as the sum of a prime number and two Fibonacci numbers. Here we have some examples

52362 = 52127 (prime) + 2 (Fibonacci 1) + 233 (Fibonacci 2)

52381 = 51769 (prime) + 2 (Fibonacci 1) + 610 (Fibonacci 2)

Also, this time I verified with range [5 - 10,000,000 (ten millions)]. It’s lucky that no failing case as the first time. That means all positive integer number from 5 to 10,000,000 match my rule above.

To view my result, first of all, readers can go to this location

Here the first column is the prime number, the second column is the first Fibonacci number, the third column is the second Fibonacci number. And the last one is the whole number to be calculated.

Welcome all of you

Regards,

Thinh Nghiem from Vietnam

Ah hello again. It's been quite a while.

I see you've moved on from making perpetual motion machines in your bedroom.

There is no way I'm going to download this stuff from an unknown source.

### #3 theodorenghiem

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Posted 16 May 2018 - 10:20 AM

Ah hello again. It's been quite a while.

I see you've moved on from making perpetual motion machines in your bedroom.

There is no way I'm going to download this stuff from an unknown source.