(2023/09/14/15:45:28)
#(system)i-idiot<i'd(0):Sigmation(To:∞)>
#(system)i-idiot<i'd(∞):Sigmation(To:0)>
#(system)i-idiowa<i'd(−1):Sigmation(To:∞)>
#(system)i-idiowa<i'd(∞):Sigmation(To:−2)>
ZETA∫ [ZETA]Σ(n)[0→∞]
2γ·3γ (2─3)^[Behive] Log(x)·this^[Than'd]
─────·──────────────────·─────────
4γ·4γ(t1) 5(x(t1))Z(e_t1)·6(e_z(t1))·7(e_t2(x))y(t2) Log's(y(x))
Log's = Log(s)&&Log-Log(s-1) INTEGRATE Log(0)→Log(s)
Behive = (near) ∬a¹b²c³ (¹anc·²enc·³anc)
Than'd = Close_End.[CulmSlashChilda'ae's]
[CulmSlashChilda'ae's]参考
完全収束Loop(∞) { Target−>DoThatTaskActivate−>0 } #Close_End
