LA CADENA ALIMENTICIA
La cadena alimenticia se experimenta desde dos perspectivas, la terrestre y la aerea.
cadena alimenticia terrestre.
![Resultado de imagen para cadena alimenticia terrestre](data:image/jpeg;base64,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)
su etapa final viene con el consumidor culminando su ciclo de manera natural y no vuelve a empezar.
cadena alimenticia aérea.
![Resultado de imagen para cadena alimenticia aerea](https://image.slidesharecdn.com/cadenasalimenticias-130724111313-phpapp01/95/cadenas-alimenticias-4-638.jpg?cb=1374664422)
como dependen de alguna manera del circulo terrestre, son integrados en el ciclo de la cadena terrestre, tambien depende de los distintos medios de energia y culminan su ciclo con el consumidor cumpliendo su etapa de cazador siendo casado por los ciclos inevitables del tiempo en manera natural.
CADENA ALIMENTICIA INTEGRADA.
La cadena alimenticia se experimenta desde dos perspectivas, la terrestre y la aerea.
cadena alimenticia terrestre.
su etapa final viene con el consumidor culminando su ciclo de manera natural y no vuelve a empezar.
cadena alimenticia aérea.
![Resultado de imagen para cadena alimenticia aerea](https://image.slidesharecdn.com/cadenasalimenticias-130724111313-phpapp01/95/cadenas-alimenticias-4-638.jpg?cb=1374664422)
como dependen de alguna manera del circulo terrestre, son integrados en el ciclo de la cadena terrestre, tambien depende de los distintos medios de energia y culminan su ciclo con el consumidor cumpliendo su etapa de cazador siendo casado por los ciclos inevitables del tiempo en manera natural.
CADENA ALIMENTICIA INTEGRADA.
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