tag:blogger.com,1999:blog-32731079619041998582024-02-07T04:07:53.339-08:00Ecología y ReciclajeEcología y sus disciplinas, datos curiosos y creativas formas para reciclar objetosarehttp://www.blogger.com/profile/05260747495286230862noreply@blogger.comBlogger2125tag:blogger.com,1999:blog-3273107961904199858.post-987316478668202912012-07-21T16:15:00.002-07:002012-07-21T16:15:56.658-07:00La Ecología<br />
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<span style="background-color: white; font-family: Arial, sans-serif; font-size: 13.5pt;">La ecología es la rama de la<span class="apple-converted-space"> </span>Biología que estudia las
interacciones de los seres vivos con su hábitat Esto incluye factores
abióticos , es decir, condiciones ambientales tales
como: climatológicas, edáficas , etc.; pero también incluye factores
bióticos, esto es, condiciones derivadas de las relaciones que se establecen
con otros seres vivos.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div>
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<span style="background-color: white; font-family: Arial, sans-serif; font-size: 13.5pt;">Es preocupante la forma en que los humanos interactuamos
con nuestro planeta, muchas veces de manera inconsciente lo dañamos
otras por el diario vivir y estamos tan preocupados por nosotros mismos que
muchas veces no pensamos en los efectos que nuestras
acciones tendrán en el planeta.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div>
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<span style="background-color: white; font-family: Arial, sans-serif; font-size: 13.5pt;">Es por eso una intención primigenia reparar
el daño causado o de alguna forma frenar el deterioro del planeta. Las personas
debemos emprender acciones para lograr un mundo saludable y que mejor que
empezar conociendo de ecología, de sus diferentes disciplinas. así como también
conocer un poco acerca de la conservación de los recursos de los
cuales disponemos, incluso cuidarnos nosotros mismos, y conocer aquellas
pequeñas acciones que si muchos la emprendemos generaran un cambio en cadena en
pro de nuestro planeta una de estas es el reciclaje de objetos.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div>
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<span style="background-color: white; font-family: Arial, sans-serif; font-size: 13.5pt;">A lo largo del
blog encontraran consejos ecológicos, datos curiosos
relacionados con el tema y formas sencillas pero creativas de reciclaje,
para poner en practica ya. </span><span style="background-color: white; font-family: Arial, sans-serif; font-size: 10pt;"> </span><span style="font-size: 13.5pt;"><o:p></o:p></span></div>
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<o:p><span style="font-size: large;">Disciplinas de la ecología:</span></o:p></h2>
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<span style="background-color: white; font-family: Arial, sans-serif; font-size: 13.5pt;"> <b>La ecología matemática:</b> se dedica a la
aplicación de los teoremas y métodos matemáticos a los problemas de
la relación de los seres vivos con su medio y es, por tanto, una rama de la
biología. Esta disciplina provee de la base formal para la enunciación de gran
parte de la ecología teórica.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div>
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<b><span style="background-color: white; font-family: Arial, sans-serif; font-size: 13.5pt;">La ecología urbana: </span></b><span style="background-color: white; font-family: Arial, sans-serif; font-size: 13.5pt;">es una disciplina cuyo objeto de estudio son las
interrelaciones entre los habitantes de una aglomeración urbana y sus múltiples
interacciones con el ambiente.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div>
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" 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" 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<b><span style="background-color: white; font-family: Arial, sans-serif; font-size: 13.5pt;">La ecología de la recreación:</span></b><span style="background-color: white; font-family: Arial, sans-serif; font-size: 13.5pt;"> es el estudio científico de las relaciones ecológicas entre
el ser humano y la naturaleza dentro de un contexto recreativo.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div>
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<b><span style="background-color: white; font-family: Arial, sans-serif; font-size: 13.5pt;">La ecología del paisaje:</span></b><span style="background-color: white; font-family: Arial, sans-serif; font-size: 13.5pt;"> Estudia los paisajes naturales prestando especial
atención a los grupos humanos como agentes transformadores de la dinámica
físico-ecológica de éstos.<o:p></o:p></span></div>
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" 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" 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<b><span style="background-color: white; font-family: Arial, sans-serif; font-size: 13.5pt;">La ecología regional:</span></b><span style="background-color: white; font-family: Arial, sans-serif; font-size: 13.5pt;"> es
una disciplina que estudia los procesos ecosistemas como el flujo de
energía, el ciclo de la materia o la producción de gases de invernadero a
escala de paisaje regional o bioma. Considera que existen grandes regiones que
funcionan como un único ecosistema.<o:p></o:p></span></div>arehttp://www.blogger.com/profile/05260747495286230862noreply@blogger.com3tag:blogger.com,1999:blog-3273107961904199858.post-22608212251523013142012-07-13T14:46:00.005-07:002012-07-13T14:47:34.101-07:00Datos curiosos<div class="separator" style="clear: both; text-align: center;">
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<span style="border: 0px; color: #222222; font-family: Helvetica; font-size: 18pt; line-height: 18pt; margin: 0px; outline: none 0px; padding: 0px; vertical-align: baseline;">Para producir una tonelada de papel, se tienen que cortar 17 árboles grandes.</span><span style="color: #222222; font-family: Helvetica; font-size: 13px; line-height: 19px;"> </span><br />
<span style="color: #222222; font-family: Helvetica; font-size: 13px; line-height: 19px;"> </span>
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<span style="color: #222222; font-family: Helvetica; font-size: 24px; line-height: 24px;">Cada año se pierden en el mundo 24.000 toneladas de suelo fértil.</span><br />
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<br />arehttp://www.blogger.com/profile/05260747495286230862noreply@blogger.com6