sábado, 8 de diciembre de 2018

Realidades Deformadas

Prosopopeya literal pura y dura bajo los efectos deformantes de la realidad y sus partes causados por las plantas
   

data:image/jpeg;base64,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 https://i.pinimg.com/originals/20/30/cf/2030cf8be01de05f2a6502dc1a019d6d.jpg

Creer No Es Saber

El soma ni era ni es, droga. 
El sol descartado
Que fueron, son ellos excluido; delirio supersupremacista
Dicen, oigo, quieren que les crea, no que sepa su origen alucinógeno aunque me maree dando y dando vueltas buscando.


Relaciones Unidireccionales

Los demás irracionales no esperan respuestas de ninguna índole.
" Ellos a su interés "
Vemos a cantidad esperando respuestas a sus plegarias y nada, la comunicación es unidireccional*. 
A otros buscando las respuestas a sus incógnitas pues no esperan que la alucinación dios se las de.
Y si situamos neuronas que no reciben respuestas*; en que las conexiones, relaciones son unidireccionales ¿?


Existencia e Inexistencia

 Existen, plural >------------------------------->No Existe, espejismo, neurona fantasma   
   https://media2.fordogever.com/408-large_default/estrella-solidaria.jpg           https://images-na.ssl-images-amazon.com/images/I/31TEiEivKaL._SY355_.jpg
No existe, luego no >-----------------------------> Existen, plural 
                                   
                                                                            
   https://images-na.ssl-images-amazon.com/images/I/31TEiEivKaL._SY355_.jpg          https://media2.fordogever.com/408-large_default/estrella-solidaria.jpg

No hay comentarios:

Publicar un comentario