Can every sufficiently large integer be written in the form $a^{100} + b^{101} + c^{102} + d^{103} + e^{104}$ for some non-negative integers $a$, $b$, $c$, $d$ and $e$? I'm only 15 so if u could please write as elemntary as you can! I know that this problem can be solved elementary :)
Integers represented by the polynomial
3
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number-theory