El que ama la vida en este mundo la pierde,
porque gasta la energía de singletones en centros de infieles.
El que odia la vida en este mundo la salva,
porque no gasta la energía de singletones en centros de infieles.
Demostración:
a_{k} = }b_{k}{
{a_{k}} = b_{k}
a_{k} = {c_{k}}
}a_{k}{ = c_{k}
óctopus combinatorio de centros de infieles:
[ {a_{1},...,a_{n}} ]-[ {a_{1}},...,{a_{n}} ] = (1+n)·x^{n}
[ { }b_{1}{,...,}b_{n}{ } ]-[ b_{1},...,b_{n} ] = (1+n)·x^{n}
[ }a_{1},...,a_{n}{ ]-[ }a_{1}{,...,}a_{n}{ ] = (1+n)·x^{n}
[ } {c_{1}},...,{c_{n}} { ]-[ c_{1},...,c_{n} ] = (1+n)·x^{n}
producto de óctopus combinatorio:
[ { {a_{1},...,a_{n}},{a_{1},...,a_{n}} } ]-
[ { {a_{1},...,a_{n}},{a_{k}} } ]-
[ { {a_{k}},{a_{1},...,a_{n}} } ]-
[ {a_{i}} x {a_{j}} ] = (1+n)^{2}·x^{n}
[ { { }b_{1}{,...,}b_{n}{ },{ }b_{1}{,...,}b_{n}{ } } ]-
[ { { }b_{1}{,...,}b_{n}{ },b_{k} } ]-
[ { b_{k},{ }b_{1}{,...,}b_{n}{ } } ]-
[ b_{i} x b_{j} ] = (1+n)^{2}·x^{n}
palabra-entidad:
Masculino:
{x,¬x} = {x} [ || ] }x{
Femenina:
}x,¬x{ = }x{ [ & ] {x}
[E! z ][ z = ¬x <==> z != x ] <==> {¬x} = }x{
[E! z ][ z = x <==> z != ¬x ] <==> {x} = }¬x{
oo^{oo} = cardinal( oo^{m}·oo^{oo} )
< f: oo^{oo} ---> oo^{m}·oo^{oo} & f(g_{n}) = < n,...(m)...,n > x g_{n} >
f(g_{p}) = f(g_{q})
< p,...(m)...,p > x g_{p} = < q,...(m)...,q > x g_{q}
p = q
g_{p} = g_{q}
f^{o(-1)}( < p,...(m)...,p > x g_{p} ) = f^{o(-1)}( < q,...(m)...,q > x g_{q} )
g_{p} = g_{q}
g^{o(-1)}(g_{p}) = g^{o(-1)}(g_{q})
( g^{o(-1)}o g )(p) = ( g^{o(-1)}o g )(q)
Id(p) = Id(q)
p = q
