La Gruta de Huichud:
Tiene una extensión aproximadamente de 250 metros y 18m de altura. Las Palmas de Huichud de encuentran al noreste de la provincia de Cutervo donde la comunidad es dedicada a la agricultura y ganadería.
Al llegar al sitio se podrá admirar la belleza de las campiñas y de todo que nos brinda la naturaleza.
![](https://cdn.viajala.com/img/blog/5-parques-naturales-peru/cutivero.jpg)
Laguna de Pilco:
Se encuentra cerca del Bosque de Piedra, al pie de un cerro, con aproximadamente 730 m2. Este lugar está habitado por varias especies de flora y fauna.
Esta laguna da origen a un pequeño riachuelo.
![Resultado de imagen para LAGUNAS DE CUTERVO](data:image/jpeg;base64,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)
Catarata de Pilco:
Se encuentra a pocos minutos del Bosque de Piedras y La Laguna de Pilco, aproximadamente tiene una caída de 80m en tres tiempos, el impacto que tiene la caída es perceptible a la distancia.
![Resultado de imagen para CATARATAS DE 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)
Torre de Rejopampa:
Se encuentra al suroriente, a dos horas de la ciudad de Cutervo. A lo lejos se puede divisar una torre impresionante y al mismo tiempo un poco extraña porque está construída de piedra y madera.
![Resultado de imagen para TORRES DE CUTERVO](data:image/jpeg;base64,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)
Gruta de La Asunción y Gruta Blanca:
Ambas cavidades forman parte de un mismo sistema.
Este lugar es conocido por los habitantes como Cueva o Gruta Blanca. Es uno de los lugares turísticos más importantes de la provincia de Cutervo.
![Resultado de imagen para GRUTA DE CUTERVO](data:image/jpeg;base64,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)
Gruta o Cueva de Ambulco:
En la cavidad interna se presenta un bloque o conjunto de piedras formando mantos y columnas de figuras extraordinarias.
![](http://www.cutervoaldia.com/multimedia/post/02-gruta-de-santa-clara-000132.jpg)
Cerro El Pilco:
Se encuentra ubicado al noroeste del distrito de Socota con un aproximado de 1 hora y 45 minutos. Es un lugar recomendado para realizar caminatas, excursiones, etc.
![Resultado de imagen para CERRO EL PILCO DE CUTERVO](https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTxvj09chlNAtrB-W1KEPnhz_79FCY22eJHdgR-M_0nLLZicF7N2Q)
Bosque de Piedras
Se encuentra ubicada en la planicie del cerro El Pilco, son bloques enormes de rocas que han sido erosionadas por agentes externos (lluvia, viento, animales) ocasionando extrañas figuras.
![](http://www.perutoptours.com/jpg/06ca/cumbemayo_bosque_de_piedras_los_frailones_12.jpg)
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Excelente información,la felicito.
ResponderEliminaratte.
Marco