martes, 3 de julio de 2018

Península Estratégica En La Evolución A Civilizados

Como se vienen las aves por elemental instinto, así los subracionales.

También desde este punto de vista ha sido y es estratégica.
Sin ignorar la materna lengua oral por supuesto está relacionado ! Como para soltar este feudo o dominio ese estado extranjero !


https://image.slidesharecdn.com/literaturaespaolaelsiglodeoro-140922091752-phpapp01/95/literatura-espaola-el-siglo-de-oro-1-638.jpg?cb=1411377609
Conquistada conquistadora 
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

https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSdRNi5E43gWBrVZSPk1Nd8mzlqabDdgscDjFribd_IWQsTLIZO

Bárbaros, Subracionales

! Bárbaros saqueo, muerte y desolación !
Cómo es posible que aún hoy 
haya bárbaros, brutos, salvajes 
sin ninguna educación 
que no sea fantasiosa, 
que no sea imitación 
de falsas lunas y soles,
 dioses y diosas teatrales
que impunes
- por ser dioses segundones sin bueno, sano, adulto juicio, razón  o raciocinio -
eran unos libertinos
!Bárbaros, todo arrasado !
Sub o irracionales , con todo arrasan 
! Bárbaros saqueo, muerte y desolación !
Cómo es posible tal retraso
dispar con su anatomía

Bárbaros, Subracionales

! Bárbaros saqueo, muerte y desolación !
Cómo es posible que aún hoy 
haya bárbaros, brutos, salvajes 
sin ninguna educación 
que no sea fantasiosa, 
que no sea imitación 
de falsas lunas y soles,
 dioses y diosas teatrales
que impunes
- por ser dioses segundones sin bueno, sano, adulto juicio, razón  o raciocinio -
eran unos libertinos
!Bárbaros, todo arrasado !
Sub o irracionales , con todo arrasan 
! Bárbaros saqueo, muerte y desolación !
Cómo es posible tal retraso
dispar con su anatomía

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