PARI Ubasic. Yasutoshi.

Don McDonald parabola at paradise.net.nz
Mon Jun 23 14:09:02 CEST 2003


Greeting Yasutoshi, seqfans,

I did not understand your numbers or HOW YOU OBTAINED THEM.
Where did they come from?
Another poster proposed (Help Pari... 81st cyclotomic polynomial??)

Did you mean to print (^ B !!!!)  or stuff like that?

The first number was not prime; it has at least 2 factors.
And it was a useful test of my program.

The third number may have been
12*large number-1.

It was too big for me (2^52 limit = 4.5E15.)
The second number was also too big.

I didn't use Archimedes PARI or 486 UBasic.

When I use Pari (factor) I first ask it
isprime().
Then, if answer is 0, (composite) you can try smallfact().
Then try isprime() again on what is left (the big factor).

Finally try factor(the big factor.)

--  don.mcdonald  23.06.03  23:47


my file > *ram.sumryfact.creditcd1..  Mon,23 Jun 2003.23:18:35
by don.mcdonald.pgm.c241Q. BBC Basic64.Risc os.Acorn Archimedes comp 1990.

(prob) -- #formula,--  value, --   FACTORS -- ,  (centiseconds).
---   
2  1156990585940081 yas..=1156990585940081= ?1519967*761194543prime 1mn
3  15391955572707227 ya..=15391955572707228= Accy?(2^2*3*? 34mn

?searched to 26 million  -  34 minutes.

Really, these numbers should not be at all hard to determine with
a modern computer and better programs.  What was your problem
with them?

I solved a number that troubled (Maple 2 Derive?) order 6000*6000*6000?
I also announced the factor of (10^9)^(10^9)+3.

>.Profile.eisintegsq.Seqfan.YasutoshiK.PariUBASIC
e n d. prog c241Q  24.2.03   close *spool
-- don.





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