lunes, 19 de diciembre de 2016

ACTIVIDAD 5. ADIVINA ADIVINANZA

En esta actividad nos hemos dedicado ha realizar nuestra propia adivinanza.
Aquí tenéis la mía:

 Lo raya todo
preciosa es
    dímelo a la de tres.

diamante
Resultado de imagen de diamante

lunes, 12 de diciembre de 2016

REFRANES SIN AFANES

En esta actividad escogimos una serie de refranes y uniendo dos partes de refranes totalmente diferentes, esto fue lo que salio:

Cuando el diablo no tiene nada que hacer, poco trabaja.

El significado que le he puesto a este refrán es: 
Las personas pueden llegar a ser muy perezosas.


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¿Qué significa para vosotros?

lunes, 5 de diciembre de 2016

CONCATENACIÓN

La concatenación es una figura retórica de construcción que consiste en la repetición de la primera o primeras palabras que aparecen al final de la cláusula anterior al principio del verso o de la oración siguiente.
¡Aquí os lo dejo!:

La muchacha luchaba por él.
Por él se jugó la vida.
La vida con gratitud se lo agradeció.
Se lo agradeció con mucha sabiduría.

lunes, 28 de noviembre de 2016

LIMERICK


 El limerick es una forma poética que está formada comúnmente por cinco versos de tipo anapéstico, con un esquema de rima estricto: AABBA.

Aquella chica bonita,
de aficiones infinitas.
Y en un bonito día,
Resultado de imagen de gif melodiale robaron su melodía.
Pobre de la chica bonita.

lunes, 21 de noviembre de 2016

ACRÓSTICO

Este acróstico esta realizado a partir del nombre de una compañera de clase, es una copla con rima asonante, espero que os guste!:
                             

 Iba caminando sola,
ninguna compañía tenía.
Enterrada en sus pensamientos, 
sin un rumbo fijo iba.