Originally Posted by

**CJW** Now your starting to think, but still haven't got it. Here's a bit more. To the Prime Numbers 42 + "1" you also need to add back into the Trinity Terms from

11*11=121; 11*13=143; and 13*13=169. This Trinity of Values which stem from the Twin Pair 11/13 are NOT taken out by the Twin Prime Filter generated by the twin Pair 5,7.

1 11 13 17 19 23 29 31 37 41 43 47 53 59 61 67 71 73 79 83 89 97 101 103 107 109 113 121 127 131 137 139 143 149 151 157 163 167 169 173 179 181 191 193 197 199.

Therefore you can see that you need to add back in the 3 NON Prime Number 121,143,169 giving a GRAND total {when 1 is included of 46 Varieties}

All Prime will adhere to Block.Shift=210 Offset= one of the 46 Varieties 42 of which are starting Primes, plus "1" plus 3 non-Primes.

Beyond this 46 there are no others.

As said take any Prime and divide by Block=P/(int(210*N)) Offset = P minus (210*Block)

No, you can not generate Prime using this.

Yes, all Primes DO INDEED refer back to one of the 46 varieties

If you make Block=0 then (Block*0)=0 Plus one of the 46.offset does work, but you can NOT generate Primes.

However, take any PRIME I.e. exclude 121,143,169 and they will generate Block=0 using Block=int(P/210)

CJW