Amor en pentagrama

Con las mas dulces y violentas melodías
déjame decirte mi amor que me has invertido el destino
cada ves que nuestras almas pierden su camino
yo te amo mas
yo muero un poco mas
por ti

Un beso y una melodía
un poco de Amor y Un poco de Melancolía
yo te amo mas
yo te deseo mas
y con amor yo solamente te escribo mas canciones
con todo mi corazón yo te escribo mas poemas
escribo mi amor por ti con papel y en tinta
amor en pentagrama

Una canción y una caricia
tus labios besan mi poesía
por mas que lo intento no encuentro el momento
en el que rompieron mi alma
tu has sanado cada herida profunda
que en mi corazón han dejado marcada
tu eres mi salvación
tu eres mi redención
tu eres mi sacramento

con cada beso que compartimos
la oscuridad en mi alma se extingue
la luz de tu amor me ilumina
no tengo mas miedo
no tengo dolor
escribo mi amor por ti con mi sangre
amor en pentagrama


GabrielCuervo
16/11/2015
Copyrights®

 

aunque la verdad para mí el pentagrama es la figura del diablo que representa a Baphomet.. y no te puedo dar un comentario tan positivo aunque lo quisiera.. saludos

 

Bellos y románticos versos para un hermoso poema de amor amigo Gabriel. Un abrazo. Paco.

 

Hermosas letras de emocionante inspiración sublime.
Jorge Lemoine y Bosshardt, "Estrella Máxima" de Mundo Poesía.

 

Querido amigo antorcha aclarare mi opinión de pentagrama en este poema
no es el pentagrama o baphomet de la música heavy metal
me refiero al pentagrama que se usa para crear canciones o donde van escritas las notas
musicales hice este poema mientras me encontraba escribiendo una cancion en guitarra y me di cuenta que
estaba escribiendo un poema de amor en hojas pautadas o pentagramas así que pentagrama en este poema
es la definición musical no la definición satánica espero que ahora tu opinión de mi poema sea positiva
un fuerte abrazo !!!
pentagrama musical

pentagrama satánico
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

 

Gracias amigo paco un fuerte abrazo!!!

 

jejeje... amigo que bueno de veras me habia olvidado de eso, disculpa mi distracción, de veras me olvide del la palabra "homógrafas"..
si tiene razón es bello tu poema como los salmos del Rey David y muy bello si fuese tocado en una lira o piano. felicidades amigo.

 

entiendo la confusión amigo antorcha y mil gracias me alagas de nuevo comparando mis letras con las del rey david un fuertisimo abrazo mi querido amigo antorcha!!! bendiciones