[❤️🔥DETH-PREADDER]
ADD ON AT [🪬SYSTEM]
ADD ON AT [🪬SYSTEM]
Σ(n)[k→∞] z∫(k)
{[(2-0i)(8-i)(22-i)(56-i)((5+i'd3)-i'd3)((8+i'd4)-i'd4)]
/[12!·(6+i'd3)][23!·(11+i'd4)]}[(SYSTEM)i-idiot(I'd3)&&i-idiot(I'd4)]
Negaposettion[T]:
lim(n→∞) Σ(x,k=0) z∫(1[S]/x)
Negaposettion[M]:
lim(n→∞) Σ(x,k=0) z∫(1[T]/x)
Delinger:[T]
{[x-xb/xb!][ZP(^3)]}:b=(2+3+5)
l=[(If!!2||&&::&&->3)||&&::&&->5]+=:& [❤️🔥]
Franger:[M]
{[x-xc/xc!][ZP(^4)]}:c=(2+3+5+11)
l=[((If!!2||&&::&&->3)||&&::&&->5)||&&::&&->11]+=:& [❤️🔥]
[ZP:Zel-Phe:R-Ex]冪乗試行施数化理論
{[x-xb/xb!][ZP(^3)]}:b=(2+3+5)
l=[(If!!2||&&::&&->3)||&&::&&->5]+=:& [❤️🔥]
Franger:[M]
{[x-xc/xc!][ZP(^4)]}:c=(2+3+5+11)
l=[((If!!2||&&::&&->3)||&&::&&->5)||&&::&&->11]+=:& [❤️🔥]
[ZP:Zel-Phe:R-Ex]冪乗試行施数化理論
d=[++::--::〓∇] :(d=[incriment] [decriment] [dishivitment])
[🪬SUPER SPREADDER]
Σ(n)[k→∞] z∫(k)
{[(1-0i)(2-i)(3-i)((2+i'd2)-i'd2)]
/[3!·(2+i'd2)]}[i-idiot(I'd2)]
Negaposettion:
lim(n→∞) Σ(x,k=0) z∫(1[P]/x)
Benefit:[P·O]
[P:Pairomiracle]:{x-xa/xa!}:a=(2+3)
[O:Obstacle]:Σ{ld^m}
d=[++::--::〓∇] :(d=[incriment] [decriment] [dishivitment])
l=[If!!2||&&::&&->3]+=:& [🪬] (l=IfNot2orAndMoreAndTo3 Plus [SD:SUPER SPREADDER])