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PostPosted: January 5th, 2006, 3:57 am 
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Joined: September 25th, 2005, 4:31 pm
Posts: 610
Laszlo wrote:
discrete logarithm... integer factorization... Although there are no proofs that they are really hard, you could get a professor position at a university of your choice if you show it otherwise.


That would be ideal.

Unfortunately, I have not had any insights beyond that demonstrated by others.

So the learning continues and a student for life is my fate. Still, it would be a pretty boring life otherwise.


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PostPosted: September 28th, 2011, 5:53 am 
The Florida Lottery has never picked the same 6-winning number twice, so, can anyone make this lottery number generator skip numbers that I put in a database? Thank you!




Laszlo wrote:
AHK allows your program to be written in a much shorter form:
Code:
Loop 3
   FileDelete Random_%A_Index%.txt
Loop, 60
   Number_%A_Index% = 0

Loop, 5000
{
   If (mod(A_Index,100)=0)
      TrayTip,,%A_Index%   ; Show the progress at the TRAY

   Random, Num, 1, 60
   Loop 5
   {
      Loop
      {
         Random, temp, 1, 60
         If temp not in %Num%
            Break
      }
      Num = %Num%,%temp%
   }
   StringSplit Num_, Num,`,

   FileAppend, %Num_1%-%Num_2%-%Num_3%-%Num_4%-%Num_5%-%Num_6%`n, Random_1.txt
}

Loop, Read, Random_1.txt,
   Loop, Parse, A_LoopReadLine, -
      Number_%A_LoopField% += 1

Loop 60
{
   temp := Number_%A_index%
   FileAppend, %temp% = %A_index%`n, Random_2.txt
}

FileRead, Sort_List, Random_2.txt
Sort, Sort_List, N R
FileAppend, %Sort_List%, Random_3.txt
Having run that three times I got the following values in Random_3.txt:
Code:
562 = 7     557 = 32    552 = 54
541 = 13    551 = 54    536 = 28
534 = 44    537 = 25    534 = 24
530 = 12    533 = 49    531 = 50
528 = 41    530 = 52    528 = 16
526 = 32    527 = 16    526 = 35
523 = 53    526 = 59    524 = 41
522 = 15    525 = 42    523 = 26
520 = 42    521 = 9     523 = 7
519 = 49    521 = 14    521 = 46
519 = 19    520 = 20    519 = 44
518 = 35    518 = 48    516 = 59
518 = 33    515 = 23    515 = 53
518 = 31    514 = 3     514 = 60
517 = 56    513 = 58    514 = 45
516 = 14    513 = 38    512 = 15
515 = 43    512 = 5     512 = 13
514 = 50    512 = 30    511 = 6
514 = 27    511 = 27    509 = 34
511 = 57    511 = 28    509 = 9
511 = 34    510 = 31    508 = 37
510 = 26    508 = 60    507 = 43
510 = 36    507 = 40    506 = 25
508 = 58    507 = 46    505 = 3
507 = 38    506 = 24    505 = 22
507 = 23    506 = 45    503 = 40
505 = 45    505 = 41    503 = 4
502 = 48    501 = 1     503 = 39
502 = 17    500 = 2     502 = 21
502 = 6     500 = 13    501 = 38
500 = 54    500 = 57    500 = 18
498 = 29    499 = 4     499 = 57
493 = 11    499 = 39    499 = 47
493 = 3     496 = 22    498 = 2
493 = 20    496 = 37    496 = 5
492 = 60    494 = 29    496 = 32
490 = 5     494 = 56    496 = 29
489 = 40    492 = 15    495 = 14
487 = 21    492 = 10    494 = 51
487 = 1     491 = 55    494 = 12
486 = 25    489 = 12    492 = 48
486 = 24    489 = 35    491 = 58
486 = 46    487 = 7     489 = 30
485 = 9     486 = 43    489 = 31
484 = 28    485 = 21    488 = 20
483 = 4     484 = 44    488 = 49
483 = 51    483 = 6     487 = 56
482 = 18    479 = 47    486 = 27
482 = 30    478 = 50    485 = 42
480 = 55    478 = 17    482 = 23
478 = 37    478 = 19    481 = 19
478 = 2     477 = 11    475 = 33
476 = 39    475 = 51    474 = 17
474 = 16    471 = 8     473 = 36
473 = 8     470 = 34    471 = 55
473 = 22    465 = 33    470 = 52
470 = 52    465 = 26    469 = 1
468 = 59    465 = 53    462 = 10
463 = 47    463 = 36    459 = 11
459 = 10    463 = 18    450 = 8
I don't see anything wrong with these values. If you see always the same results, it could be, because you did not delete the files, just append the new results to the end.


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