For the equation.

It is possible to reduce the parameterization of the solutions to some equivalent to the Pell equation.

It has the form.

These parameters can be recorded through the solution of the equation Pell.

]]>You should show that it is biased in every number system N. Decimal system is largely arbitrary.

]]>Yes, you could also use a constraint solver to do this for you.

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https://facebook.com/ShuugakuHitoKaraKanjiNiNarau/

This is the first image which I uploaded there:

The Kanji for 1, 2, and 3 are similar to their Roman numeral (I, II, and III) rotated 90 degrees (一, 二 and 三).]]>

I think they still use the Elliptic curves ECF or Quadratic Sieves.

Take a look here:

https://www.alpertron.com.ar/ECM.HTM

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