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typical result twins and squares

 

  Input how much numbers you want to analyse

lim:

1 [counter, just for using the programme for more than one number without restart]

0

 

  Input Your Odd Integer for Output Difference Twinproduct minor Square

a:

8577

 

   A is a -1 mod 4 integer. The difference-int is a2:  2144

  For a or a1 exist these squares and twinproducts:

  As upper base the twinproduct n*(n+1) :  57840   with n =  240

  As lower base d^2   55696  with base d:  236

   Hence the integer a is =  481^2 -  472^2

  For a or a1 exist these squares and twinproducts:

  As upper base the twinproduct n*(n+1) :  511940   with n =  715

  As lower base d^2   509796  with base d:  714

   Hence the integer a is =  1431^2 -  1428^2

  For a or a1 exist these squares and twinproducts:

  As upper base the twinproduct n*(n+1) :  4598880   with n =  2144

  As lower base d^2   4596736  with base d:  2144

   Hence the integer a is =  4289^2 -  4288^2

 

--------------------------------

Process exited after 6.149 seconds with return value 0

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Verlag 04.03.2018 0 301
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04.03.2018 (204 days ago)
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