joi, 13 noiembrie 2014

Decodificare si descifrare,,,.

Imagini pentru galaxia noastra



                           Decodificare si descifrare

 

1).Sensul este un aspect,semantic

Care poate fi un analgezic

Descifrarea este senzitiva

Gasind forma,narativ activa,

 

2).O situatie implica explicatii

Si multe interesante observatii

Are un talc,in descifrare

O oda,senzuala,de decodificare,

 

3).O stare de tensiune

Dintr-o oarecare genune

Are un misterios,reactiv

Continand un cod,creativ,

 

4).Creativitatea este perspicacitate

Si presupune,unele deziderate

Dezideratul este o necesitate

Imperioasa,cu prioritate,

 

5).Decodificarea,presupune elementul

Care stabileste,o cheie,argumentul

Un argument sustine,o cauza

Efectul,poate sa fie,o pauza,

 

6).Descifrarea argumentului

Este deliciul,momentului

Misterul,ascunde o cheie

O speranta,sau o scanteie,

 

7).Descifrarea poate sa fie mentala

Sau prin argument,sentimentala

Sentimentul este un cod secret

Emotia contine,receptorul concret,


8).Descifrarea existentei

Prin stabilirea valentei

O nota de concordonta

Pentru o sublima,vacanta,

       data:image/jpeg;base64,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