> This 6th grader series misses no prime number at all.
> "We are not studied in your math and have solved this
> by diagram as a side line , but it is clear that a
> infinite series that does not miss any primes is
> possible.EVERY 5TH NUMBER IS DIVISIBLE BY 5 as in
> numbers(Dah), You mathematicians with your learned
> mathematics can easily predict the number of primes
> and prime numbers by this simple series. We can by
> the randomicity table of inverse 1 that we have
> developed and submitted for publication. Even a
> monkey can predict larger and larger numbers .
> 4-1=3*
> 9-4=5*
> 16-9=7*
> 25-16=9
> 36-25=11*
> 49-36=13*
> 64-49=15
> 81-64=17*
> 100-81=19*
> 121-100=21
> 144-121=23*
> 169-144=25 Clearly this is a solvable as a 6th
> grader.
> 196-169=27 can look at this and say that this
> solvable
> 225-196=29* if one understands the random code of
> numbers
> 256-225=31* Without a doubt the numbers have a
> 289-256=33 random code which has been discovered by
> us
> 324-289=35
> 361-324=37*
> 400-361=39
> 441-400=41*
> 484-441=43*
> 529-484=45
> 576-529=47*
> 625-576=49
> 676-625=51
> 729-676=53*
> 784-725=55
> 841-784=57
> 900-841=59*
> 961-900=61*
> 1024--961=63*
> 1089-1024=65
> 1156-1089=67*
> 1225-1156=69
> 1296-1225=71*
> 1369-1296=73*
> 1444-1369=75
> -
> 9801-9604=197*
> and so on , so on, THE VERY LAST PRIME NUMBER WILL
> PRECEDE A DIVISIBLE OF 5, and all prime numbers
> without exception divide by 6 with a residue of
> 0.1666, or 0.833(5/6)
> What say Mathematician Robert Israel(respecftfully
> y to you), is this specific enough, or are people
> like us cranks too.?, just because we do not adorn a
> department of mathematics. Please Kindly have a broad
> perspective on mathematics, mathematics was not
> created by you mathematicians , but by the almighty,
> of whom we are children too--- and we will soon sound
> your gongs.
> HOPE RESEARCH (Vinoo Cameron , Theo Denotter,
> www.inverse19mathematics.com)
> Message was edited by: Vinoo Cameron
> Message was edited by: Vinoo Cameron
> Message was edited by: Vinoo Cameron
> Message was edited by: Vinoo Cameron
> Message was edited by: Vinoo Cameron
Where is 2 ? Because all odd numbers = the difference of consecutive squares, of course you won't miss any odd primes.