Monumentos
El Puente de Samaná
Frente a la ciudad de Santa Bárbara de Samaná se localiza el puente
que une los cayos de la bahía. Fue ordenada su construcción por el
presidente Joaquín Balaguer en los años setenta. En la actualidad este puente
peatonal resulta de gran atractivo turístico como punto de paseo con
vistas a la bahía y a la ciudad.
![](data:image/jpeg;base64,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)
La Churcha
En la ciudad de Santa Bárbara de Samaná se localiza la Iglesia
metodista de San Pedro, conocida popularmente como La Churcha. El
edificio actual fue construido en Inglaterra en 1900 y transportado en
piezas a Samaná. Este edificio es el único que se
conserva de la antigua ciudad de Samaná.
La casa de Chasseriau
En el pueblo de El Limón existe un sitio de gran interés histórico:
la casa donde nació Teodoro Chasseriau. Se encuentra en el barrio
llamado Norberto de los Santos, también conocido como Katanga. En el
patio de una vivienda moderna se pueden observar restos enterrados de
muros, probablemente de una casa y los cimientos circulares de un
posible almacén.
Hola
ResponderEliminarHola
ResponderEliminarhi
ResponderEliminarklk
ResponderEliminarYo bsucando información pa una guía turística :v
ResponderEliminarX2
EliminarMmg to
ResponderEliminarJaajjaa puro dominicano rrapa tu madre
Eliminar