TRABALENGUAS PARA ENREDAR LENGUAS...

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 











Techa bien techador
 

Techa el techo techador
Techador? el techo techado está?
Si no techas bien el techo
Mal techo no se pagará.
 





Don Torcuato el Perolato
 

Don Torcuarto el Perolato
tiene tres panes y un cuarto
yo comparto y recomparto
cada pan en cuatro cuartos.
Trece cuartos de tres panes
son un cuarto
es la suma de los cuartos
de Torcuato el Perolato.


El chichero Chicho
 

Una vez el chichero Chicho se enfermo 
porque un bicho rechico
lo pico y la chicha piche
se boto.

http://img1.mlstatic.com/zapatero-remendon_MLA-O-124277513_5936.jpgZapatero 

Tipi,tape
tipi,tape
tipi tape tipiton
tipi,tape
zape,zape
zapatero remendón.





Cosme
 

Comelo Cosme
comelo con limón
comelo con melón
y melocotón.

Paco
 

Paco, Paco
poco,poco
tu no sabes
yo tampoco.


https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTWtZKUtEfPYZk4pfmGme0KnN2byl_BIsIfM85m2hpTCOy2hMWa 

 Pancha

Pancha plancha
con 4 planchas

con cuantas planchas
plancha Pancha?

 





Rosa Rodriguez Jaén. Lic en Educación Inicial.22-2-2013- Caracas- Venezuela.

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