Twin Primes

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In mathematics, twin primes are defined as two primes that differ from each other by two. Except for the pair, this is the smallest possible difference between two primes. Some examples of twin prime pairs are 3 and 5, 5 and 7, 11 and 13.

11 is the 5th prime 

There are no odd numbers between 11 and 13. As a result, they are twin primes.

101 is the 26th prime

There are no odd numbers between 101 and 103. As a result, they are twin primes

191 is the 43rd prime

The next prime number after 191 is 193. There are no odd numbers between 191 and 193. As a result, they are twin primes.

619 is the 114th prime.

The previous prime number before 619 is 617. There are no odd numbers between 617 and 619. As a result, they are twin primes.

The string 617 occurs at position 886 of Pi counting from the first digit after the decimal point. The 3, is not counted. 

The string and surrounding digits:
52886587533208381420 617 17766914730359825349

The string after 617 is 1776

The string 1776 occurs at position 889, 
counting from the first digit after the decimal point. The 3, is not counted. 

The string and surrounding digits:
86587533208381420617 1776 69147303598253490428

Genesis 1:1
‎‫בְּרֵאשִׁית בָּרָא אֱלֹהִים אֵת הַשָּׁמַיִם וְאֵת הָאָרֶץ‬ 

In the beginning God created the heaven and the earth.

Genesis 1:1 is equal to 2701




Genesis 1:4
וַיַּרְא אֱלֹהִים אֶת־הָאוֹר כִּי־טוֹב וַיַּבְדֵּל אֱלֹהִים בֵּין הָאוֹר וּבֵין הַחֹשֶׁךְ׃

And God saw the light, that it was good: and God divided the light from the darkness

Genesis 1:4 is equal to 1776




The string after 1776 is 691

Genesis 1:4 King James Version
And God saw the light, that it was good: and God divided the light from the darkness 

Genesis 1:4 is equal to 691




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