Initially, overlooking how this inquiry is solely for
@Fqbian, I found
@Hazard's facsimile third degree nonlinear Diophantine math equation question
(alternatively "the sum of three cubes problem" if you will) quite engaging.
Next in order, I'd like to remark how
INSURMOUNTABLE @Hazard's problem is, due to the range k 1 to 100 not being finite as much as
@Hazard's summary of the problem is concerned in this variation of the problem. Likewise, I hold spotting an incompetent blunder in the prolegomenon of
@Hazard's problem utterly diverting.
View attachment 195841
I myself, are not yet introspectively qualified to perform Algebraic geometry/Diophantine geometry, nor posses the appliances capable of those with research laboratory processing power to delve into this affair, nevertheless, granted that k was a natural number
(therefore x³+y³+z³=n and not unsuitably x³+y³+z³=k), I could offer you roughly all the answers from an outdated results list, published by the marvelous British mathematician Richard Kenneth Guy:
http://www.asahi-net.or.jp/~KC2H-MSM/mathland/math04/matb0100.htm
In conclusion, you are now
OWNED @Hazard;
YOU BELONG TO ME, THY MASTER. I'll be anticipating a developer application in my inbox by the end of this week with an unremitting expiry date, chav.
YOU BETTER NOT LEG IT. You have to keep your end of the bargain, comparable to how you conspicuously
AGREED on this, yeh?
(I don't as a matter of fact know why anyone would thoroughly read this and not stop in the midst of this reply, however, for all the giants that stayed until the end, as a token of my appreciation, receive a follow free of charge by following me primarily, so I can be notified of your astonishing existence in order to follow you back and to not make a fuss. Andddd, for those who just—CAN'T handle such brilliant pundit such as myself, can simply unfollow me after they receive my consequential follow. Thank you.)