Ciprès de los Pantanos

Su nombre cientìfico es Taxodium,originario de Amèrica, a este gènero pertenecen 3 especies de coniferas:
  • Taxodium distichum - ciprés de los pantanos, falso ciprés de los pantanos; es la especie más familiar del género, nativo como muchos del sudeste de EE. UU.. Es muy abundante en las riberas con depósitos aluviales ricos en limos.
  •  data:image/jpeg;base64,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  
  • http://t3.gstatic.com/images?q=tbn:ANd9GcQA_6NOWUmsnalsLEjS9FLQ6xzubs_xdaXNpc-L8C8jj7UZ1V2VfQ
  • Taxodium ascendens - ciprés de los pantanos; se encuentra en los mismos ambientes que el calvo. Aparece también en riberas de ríos turbios, pantanos y depósitos aluviales sin limo.
  •  
Taxodium mucronatum - ciprés Moctezuma; aparece desde   las alturas del sur de México, y difiere de las otras dos especies en ser sustancialmente que permanecen siempre verde.
 http://t0.gstatic.com/images?q=tbn:ANd9GcSNZ3TjTdPJxGGUyvEzBPXdWdHDPTWMnnue-ZWIpCVu_iPor4wIVQ

 

Son maravillosos ejemplares muy longevos y de madera fuerte, el tronco es erguido con base ancha,cubierto por una corteza de color pardo-rojiza.
Las aciculas son de color verde y durante el otoño cambia a rojiza y algunas especies parte de sus aciculas caen.
Es una planta resistente a las bajas temperaturas,se adapta a casi todos los suelos, evitar aquellos que son calcàreos, se puede corregir con la aplicaci'on de quelatos de hierro.
Se multiplica por semillas, sembradas en primavera en un sustrato suelto y arenoso y hùmedo, germinan en 30-40 diàs, se deben trasplantar cuando tengan una altura de 10-15 cm, es de crecimiento lento puede tardar 1 año para realizar el trasplante.


0