The text below the graph did not display a few lines correctly, so I'll take this opportunity to show you what I intended.
Why was it displayed correctly in "Post Preview"?
-------Correct text
The horizontal axis of this graph is the "${\rm interval}
$" (=$p{m2}-p{p1}
$) of the twin prime $Tp_1$ and the next twin prime
$Tp_2$. The vertical axis is the frequency of occurrence, and the parameter is approximately 61000. What you can see in the graph is the fact that there is a solution only if the "${\rm interval}
$" is $4,10,16,22,?$. In the case of
$6,8,12,14,?$ there is no solution. I will omit the explanation, but this is because one or both of
$Tp_2$ is not a prime number depending on the condition of equation (
$1$). (the sum of odd and odd numbers is even, multiples of 3 are involved)
