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Author: JSHJSH Date: Feb 19, 2008 17:40
So now with the full surrogate factoring theory, results are coming
fast and furious and I'll admit being very, very, very surprised that
an RSA number might be factored by p=3 and a fairly simple technique.
Those looking over the argument may recognize that there is only one
area where it's even maybe kind of looking like I didn't feel in the
blanks which is with how you find k.
But just try it. Factor a few numbers and you'll get that weird,
giddy out of this world feeling like maybe you stepped into the
Twilight Zone.
Reading over posters ranting and raving in reply to me is kind of
weird now. It's like there is something oddly wrong with them, but I
can't quite put my finger on it.
The challenges to factor an RSA public key though, seem to be
answerable now, and I'm mainly just absorbing the latest and the sense
of profound oddity of it all.
You can factor an RSA public key, if that key is 2 modulo 3, and if
with
z^2 = y^2 + public key
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Author: NimrodNimrod Date: Feb 19, 2008 20:52
> So now with the full surrogate factoring theory, results are coming
THERE GOES MY CONSTIPATION !
> fast and furious and I'll admit being very, very, very surprised that
TAKE A DUMP IN A JSH POST. IT ALL SMELLS THE SAME.
> an RSA number might be factored by p=3 and a fairly simple technique.
So WHEN are you going to factor the smallest RSA?
Or even an 8 digit number ?
> Those looking over the argument may recognize that there is only one
> area where it's even maybe kind of looking like I didn't feel in the
> blanks which is with how you find k.
k is for kookflakes, * factor a number. *
> But just try it. Factor a few numbers and you'll get that weird,
> giddy out of this world feeling like maybe you stepped into the
> Twilight Zone.
that is where you live, Bozo, step out of the zone, the portal is closing
up.
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Author: JSHJSH Date: Feb 19, 2008 21:25
On Feb 19, 5:40 pm, JSH gmail.com> wrote:> So now with the full surrogate factoring theory, results are coming
> fast and furious and I'll admit being very, very, very surprised that
> an RSA number might be factored by p=3 and a fairly simple technique.
>
> Those looking over the argument may recognize that there is only one
> area where it's even maybe kind of looking like I didn't feel in the
> blanks which is with how you find k.
>
> But just try it. Factor a few numbers and you'll get that weird,
> giddy out of this world feeling like maybe you stepped into the
> Twilight Zone.
>
> Reading over posters ranting and raving in reply to me is kind of
> weird now. It's like there is something oddly wrong with them, but I
> can't quite put my finger on it.
>
> The challenges to factor an RSA public key though, seem to be
> answerable now, and I'm mainly just absorbing the latest and the sense
> of profound oddity of it all. ...
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Author: amzotiamzoti Date: Feb 19, 2008 21:47
On Feb 19, 9:25Â pm, JSH gmail.com> wrote:>
> The prime numbers were there to help all along.
>
> They step in and they step out.
> James Harris-
Are the primes doing the two-step dance or waltz or salsa in your
head?
Man are you ever delusional today - and it is more than normal!
Got meds?
Cause you have NOTHING Harris - zero!
Narcissist!
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Date: Feb 20, 2008 00:36
JSH wrote:
> Here's another example: T = (101)(103) = 10403 [...]
Could you run your example with T = 9059153542180253
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Author: NimrodNimrod Date: Feb 20, 2008 07:46
> On Feb 19, 5:40 pm, JSH gmail.com> wrote:>> So now with the full surrogate factoring theory, results are coming
>> fast and furious and I'll admit being very, very, very surprised that
>> an RSA number might be factored by p=3 and a fairly simple technique.
>>
>> Those looking over the argument may recognize that there is only one
>> area where it's even maybe kind of looking like I didn't feel in the
>> blanks which is with how you find k.
>>
>> But just try it. Factor a few numbers and you'll get that weird,
>> giddy out of this world feeling like maybe you stepped into the
>> Twilight Zone.
>>
>> Reading over posters ranting and raving in reply to me is kind of
>> weird now. It's like there is something oddly wrong with them, but I
>> can't quite put my finger on it.
>>
>> The challenges to factor an RSA public key though, seem to be ...
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