<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4377683261987390454</id><updated>2024-08-30T17:29:17.116-05:00</updated><category term="mamifero"/><category term="en extinción"/><category term="mamífero"/><category term="roedor"/><category term="Tigre"/><category term="ardilla"/><category term="ave"/><category term="bengala"/><category term="caribú"/><category term="cebra"/><category term="cetáceo"/><category term="delfin"/><category term="equus"/><category term="extinción"/><category term="felino"/><category term="gallito de las rocas"/><category term="insecto"/><category term="mantis"/><category term="oso"/><category term="panda"/><category term="puerco"/><category term="religiosa"/><category term="reno"/><category term="rumiante"/><category term="tunqui"/><category term="zebra"/><title type='text'>Conociendo a los animales</title><subtitle type='html'>Blog dedicado para aquellos que desean saber más sobre el mundo animal</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://conocimiento-animal.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://conocimiento-animal.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>D.David</name><uri>http://www.blogger.com/profile/18199450275154202641</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>9</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4377683261987390454.post-7413107485448997674</id><published>2013-03-19T20:00:00.000-05:00</published><updated>2013-03-19T20:00:04.828-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="mamifero"/><category scheme="http://www.blogger.com/atom/ns#" term="puerco"/><category scheme="http://www.blogger.com/atom/ns#" term="roedor"/><title type='text'>Puerco espin</title><content type='html'>&lt;h2 style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgogguHd5551RURgUA7lEoBOTUDHyF7UjWbUC1dV41TE0N-QQQMJgIvukJGqpyf94CdSeg-jJz2XHIY3y1t3X45KbpjkFz_O6nAGbH4yjm_bBV2tXXpWQ7RDW0ZlRq6x23guTe5oK0WgMM/s1600/3510280puerco-espin.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgogguHd5551RURgUA7lEoBOTUDHyF7UjWbUC1dV41TE0N-QQQMJgIvukJGqpyf94CdSeg-jJz2XHIY3y1t3X45KbpjkFz_O6nAGbH4yjm_bBV2tXXpWQ7RDW0ZlRq6x23guTe5oK0WgMM/s1600/3510280puerco-espin.jpg&quot; height=&quot;320&quot; width=&quot;304&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;H.C3.A1bitat&quot;&gt;Descripción&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Los puercoespines africanos pertenecen a la familia &lt;i&gt;Hystricidae&lt;/i&gt;, 
comprendida en el orden Rodentia. Este orden, el de los roedores, con 
unas 1.700 especies diferentes, es el más amplio y diverso dentro del 
grupo de los mamíferos.&lt;br /&gt;&lt;br /&gt;En África, dentro de la familia &lt;i&gt;Hystricidae&lt;/i&gt;, hay tres especies: el puercoespín septentrional o puercoespín crestado (&lt;i&gt;Hystrix cristata&lt;/i&gt;), el puercoespín meridional o puercoespín crestado sudafricano (&lt;i&gt;Hystrix africaeaustralis&lt;/i&gt;), ambas muy parecidas, y el puercoespín de mechón en la cola o cola de pincel (&lt;i&gt;Atherurus africanus&lt;/i&gt;), de menor tamaño (unos 3 kg de peso en el adulto) y bastante diferente a los dos anteriores.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;h2 style=&quot;text-align: justify;&quot;&gt;
 &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;H.C3.A1bitat&quot;&gt; &lt;span style=&quot;font-size: large;&quot;&gt;Hábitat &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;El puerco espín es un habitante de las regiones cálidas de Asia y 
África y únicamente una especie, el Puercoespín común (Hystrix 
cristata), penetra hasta Sicilia y el sur de Italia. Por otra parte, 
muchos zoólogos no creen en la espontaneidad de estas poblaciones, sino 
que opinan que fueron implantadas por los romanos.
&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt;
 &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Comportamiento&quot;&gt; &lt;span style=&quot;font-size: large;&quot;&gt;Comportamiento &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Ante una situación de amenaza, el puercoespín levanta la cresta y las 
púas del cuerpo, además emite sonidos intimidatorios, sacudiendo la 
cola, bufando, gruñendo y pateando el suelo con sus patas posteriores. 
Si la amenaza perdura, entonces no dudan en embestir a su enemigo, 
desplazándose lateralmente o hacia atrás. El contacto con las púas hace 
que éstas se desprendan fácilmente y de esta forma quedan clavadas en su
 atacante, provocando un fuerte dolor. A menudo se piensa que pueden 
“disparar” las púas, pero esto no es cierto: lo que puede ocurrir es que
 alguna de ella sea lanzada unos centímetros debido a que se encontraba 
doblada y, al levantarse las de su alrededor, salte por el aire. Las 
púas desprendidas volverán a salir en poco tiempo. Sus principales 
depredadores son leones, leopardos, hienas, rapaces de gran porte y el 
hombre. &lt;br /&gt;El puercoespín crestados sudafricano es principalmente 
nocturno, aunque tiene cierta actividad durante el día. No es agresivo y
 tiende a vivir en solitario o en pequeños clanes familiares 
constituidos por los progenitores y sus crías de varios años.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Cada grupo familiar tiene un territorio. Permanecen la mayor parte del 
día en madrigueras, que son excavadas por ellos o que aprovechan de 
otros animales, por ejemplo madrigueras abandonadas por cerdos 
hormigueros (&lt;i&gt;Orycteropus afer&lt;/i&gt;), o bien se les localiza en cuevas,
 entre rocas o entre la propia vegetación. Durante la noche salen en 
busca de su comida. Se ha observado que las hembras de puercoespín no 
son agresivas con los machos de su familia, pero llegan a ser muy 
agresivas con los extraños. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt; &lt;span class=&quot;mw-headline&quot; id=&quot;Reproducci.C3.B3n&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Reproducci.C3.B3n&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Reproducción&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Prácticamente no existe diferencia 
externa entre machos y hembras. Tienen el mismo tamaño y 
peso.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Las hembras alcanzan la madurez sexual entre los 9-16 meses de 
edad y los machos entre los 8-18 meses. El ciclo estral de la hembra es 
de 30-35 días y el periodo de gestación es de unos tres meses (93-110 
días).&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;En la época en que la hembra comienza a ser receptiva, inicia la 
actividad sexual acercándose al macho con la cola y la grupa levantadas,
 así como con las púas desplazas hacia los lados, para que éste pueda 
montarla. El número de crías por camada es de 1 a 4 (con un promedio de 
1-2). Normalmente se reproducen anualmente y es posible que tengan dos 
camadas al año.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;La gestación&lt;/b&gt; dura 203 días, después de lo cual nace una
 cría. Los jóvenes pesan 415 gramos en el nacimiento y pueden subir de 
peso casi inmediatamente. El destete ocurre después de 10 semanas, la 
talla del adulto se alcanza en menos que un año, y la madurez sexual 
(para las hembras) se alcanza en 19 meses.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;Las crías,&lt;/b&gt; excepcionalmente precoces para tratarse de roedores, nacen 
bien desarrolladas, con los ojos abiertos y con dientes. Al nacimiento, 
las púas y espinas son blandas (evitando lesiones en el momento del 
parto), después se irán endureciendo rápidamente. Pesan unos 100 a 300 g
 (alrededor del 3% del peso correspondiente a la hembra). Durante los 
3-4 primeros meses son amamantados pero pueden comer comida sólida a 
partir de las 2-3 semanas de vida, y pueden sobrevivir si son destetados
 prematuramente (figura 6).&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt;
 &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;mw-headline&quot; id=&quot;Especies&quot;&gt; &lt;span style=&quot;font-size: large;&quot;&gt;Especies &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Hay dos grupos bien diferenciados de puerco espín: los del Viejo 
Mundo (Europa, Asia, África e Indonesia), y los del Nuevo Mundo. Entre 
los primeros, está el puercoespín común, de constitución robusta y con 
el pelaje muy oscuro; puede medir hasta 60 cm de largo y las púas 
alcanzan una longitud de más de 30 cm. Es una especie de distribución 
norteafricana introducida en Europa y que sólo se encuentra en Sicilia e
 Italia. Los puercoespines americanos también son llamados puercoespines
 arborícolas o ursones y están representados por cuatro géneros; un 
género vive en América del Norte y los otros tres se extienden por 
América Central y América del Sur. Todos son arborícolas y habitan en 
zonas de selva o de bosque algo más abierto. 
&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;El puerco espín norteamericano habita en regiones boscosas desde 
Alaska hasta el norte de México. Mide entre 65 y 80 cm, y el pelaje del 
cuerpo es bastante largo, con las púas, más cortas, ocultas debajo de 
aquél. Tiene costumbres nocturnas y se alimenta de hojas, brotes y 
cortezas. Los puercoespines que viven en América Central y del Sur 
reciben el nombre de coendú o puerco espinoso. Trepan a los árboles 
ayudándose de su cola prensil y allí se alimentan de frutas, brotes y 
ramas tiernas. Parece que son nocturnos, pero se sabe poco de sus 
costumbres. El puercoespín que habita en Brasil se parece a los coendúes
 en el aspecto exterior, pero la cola no es prensil. Aunque parece una 
especie común, tampoco se sabe mucho sobre su biología. El último género
 está representado por una única especie que habita a altitudes elevadas
 en bosques de montaña. Carece de pelo y tiene el dorso y los flancos 
cubiertos de espinas rojizas; además, la cola no es prensil.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;-&lt;u&gt;LA CONFUSION ENTRE &quot;ERIZO Y PUERCO ESPÍN&lt;/u&gt;&lt;/b&gt;&lt;u&gt;&quot;&lt;/u&gt;&lt;br /&gt;
El &lt;b&gt;erizo&lt;/b&gt; aunque también cuentan con púas como los puercoespines no tienen nada que ver.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;
Mientras que los puerco espines son del orden de los roedores (rodentia) los &lt;b&gt;erizos&lt;/b&gt; son erinaceomorfos.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
Con respecto a las púas, las de los puercoespines son mucho más largas, 
están afiladas, y se desprenden con facilidad. Los erizos tienen pelos 
huecos con mucha queratina para darles consistencia y lo único que 
pueden hacer para defenderse es enrrollarse para pinchar al tacto, con 
púas que se desprenden con mayor dificultad.
&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;h2 style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;En peligro de extincion&lt;/b&gt;&lt;/span&gt; &lt;/span&gt;&lt;/h2&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM_WnZ32OFeyZ0y2mtP_99c0rjNiaPMTcsMu4aIat6hRTi7W8QojiosEY_kMj5f-tiR9BcfXvPIO92Vghu-bIHQ1z4krxZ3EFZPO3BumIhJwvc7ed3rLc3Q5UgpFBcgYPA5wPTYfaH110/s1600/2720071217_f19a91ec61.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM_WnZ32OFeyZ0y2mtP_99c0rjNiaPMTcsMu4aIat6hRTi7W8QojiosEY_kMj5f-tiR9BcfXvPIO92Vghu-bIHQ1z4krxZ3EFZPO3BumIhJwvc7ed3rLc3Q5UgpFBcgYPA5wPTYfaH110/s1600/2720071217_f19a91ec61.jpg&quot; height=&quot;240&quot; style=&quot;cursor: move;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqLkL4G4IQVr9l5v-mZQgMZTz3RPVz11BX_2omhse1UaIk1A5Pry6RVRkkCtNXw-Qz5CJU2k5W2RpXXUKq-cK0WnI0lFCdHzKvVBJGd0lTYbohrXG0sSM_IJ0kXC-lXTssSWqjqe1WyIQ/s1600/PUERCOK1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqLkL4G4IQVr9l5v-mZQgMZTz3RPVz11BX_2omhse1UaIk1A5Pry6RVRkkCtNXw-Qz5CJU2k5W2RpXXUKq-cK0WnI0lFCdHzKvVBJGd0lTYbohrXG0sSM_IJ0kXC-lXTssSWqjqe1WyIQ/s1600/PUERCOK1.jpg&quot; height=&quot;235&quot; style=&quot;cursor: move;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
Se les puede encontrar en zonas bajas en bosques primarios y 
secundarios, y aunque también se mueven en pastizales, matorrales y 
áreas cultivadas.
Están afectados por la disminución de bosque y de su frondosidad y 
porque lo cazan como mascota y principalmente como comida. Esta es una 
importante especie para algunas comunidades étnicas. 
&lt;br /&gt;&lt;br /&gt;
El uso como mascota está incluido principalmente dentro del comercio 
nacional, dentro de colecciones privadas en Filipinas y ocasionalmente 
dentro del mismo Palawan. Este tipo de comercio no se da en grandes 
cantidades.
&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;MEDIDAS DE CONSERVACIÓN&lt;/b&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;
&lt;br /&gt;
Dentro de las zonas protegidas aparecen los puerco espines.
&lt;br /&gt;
Además hay un seguimiento coordinado de especies de vida silvestre por 
parte de los guardias para controlar la caza en el Área Protegida 
Culasian en Rizal (sur de Palawan) y en la Reserva de Cacatúas Omio en 
Dumarán. El puerco espín es una de las especies objeto de seguimiento 
junto a la &lt;b&gt;cacatúa filipina (&lt;i&gt;Cacatua haematuropygia&lt;/i&gt;)&lt;/b&gt; que está en peligro crítico.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://conocimiento-animal.blogspot.com/feeds/7413107485448997674/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://conocimiento-animal.blogspot.com/2013/03/puerco-espin.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/7413107485448997674'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/7413107485448997674'/><link rel='alternate' type='text/html' href='http://conocimiento-animal.blogspot.com/2013/03/puerco-espin.html' title='Puerco espin'/><author><name>D.David</name><uri>http://www.blogger.com/profile/18199450275154202641</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgogguHd5551RURgUA7lEoBOTUDHyF7UjWbUC1dV41TE0N-QQQMJgIvukJGqpyf94CdSeg-jJz2XHIY3y1t3X45KbpjkFz_O6nAGbH4yjm_bBV2tXXpWQ7RDW0ZlRq6x23guTe5oK0WgMM/s72-c/3510280puerco-espin.jpg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377683261987390454.post-6792216575148194682</id><published>2012-04-29T20:00:00.000-05:00</published><updated>2014-08-06T02:15:30.038-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ave"/><category scheme="http://www.blogger.com/atom/ns#" term="extinción"/><category scheme="http://www.blogger.com/atom/ns#" term="gallito de las rocas"/><category scheme="http://www.blogger.com/atom/ns#" term="tunqui"/><title type='text'>Tunqui</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGmWiuSLrBrKHWz10szozwuoq2bkOsWVkP3fCqSGmgiCiuFukuYGDvE6htKZnJu0NBx26dgtz7LTaxQrH7bLNici9GTCrsny1peTKJtV4meml5y0kEC74-h10qO21FAsxzZ-bpZw2n3Vs/s1600/gallito-rocas-aves-en-peru.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGmWiuSLrBrKHWz10szozwuoq2bkOsWVkP3fCqSGmgiCiuFukuYGDvE6htKZnJu0NBx26dgtz7LTaxQrH7bLNici9GTCrsny1peTKJtV4meml5y0kEC74-h10qO21FAsxzZ-bpZw2n3Vs/s320/gallito-rocas-aves-en-peru.jpg&quot; height=&quot;213&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;El Gallito
de la Rocas o “Tunqui” &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;es una de las
aves más increíbles del mundo.&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&lt;/span&gt;&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Descripción&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;El Gallito
de las Rocas o Tunqui es una de las aves más espectaculares del mundo. Su
fantástico plumaje y colorido despliegue para cortejo se equiparan a las de
cualquier ave del paraíso.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
Es un ave mediana de unos 32 cm (como del tamaño de un pollo mediano) y con un
marcado dimorfismo sexual en color. El macho es de un hermoso color
rojo-anaranjado intenso, con ojos anaranjados, pico y patas
amarillo-anaranjadas, una cresta erecta de plumas sobre el pico y la frente,
alas y cola negros, y algunas plumas de color gris perla en las alas. La hembra
es de color marrón rojizo oscuro en su totalidad y con la cresta más pequeña.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;&amp;nbsp;
También es uno de los casos mas marcados de diformismo sexual. Ya que el macho presentara colores más vistosos y un espectacular plumaje que combina los
colores carmín, plata y negro, mientras que la hembra presentara colores pardos
oscuros, color austero y apagado, dominado por tonos en marrón. Esto le servirá
para poder camuflarse y así poder proteger a sus polluelos.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;
&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Es un ave
por lo general solitaria y silenciosa, que sólo emite sonidos cuando está en
celo (una especie de gruñidos) o cuando se espanta o está alejado de su
territorio (un sonido como &quot;uankk&quot;). Las hembras suelen vivir
separadas del macho y encargadas de la incubación, cría y alimentación de los
pichones hasta su desarrollo. Los machos suelen ser mas vistosos y vanidosos
que la hembra, a la cual querrán atraer a todas costa desplegando su esplendido
plumaje y realizando sus complicadas danzas. Porque un macho vistoso y una
hembra sencilla? Según las investigaciones realizadas por biólogos de campo, la
abundancia de alimento en la zona donde habita permite que en poco tiempo el
gallito de las rocas macho satisfaga sus necesidades alimentarias, quedando
libre para dedicarse a su complejo sistema de competencia dentro de la bandada.
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;La hembra,
en cambio, se encarga sola de la incubación y el cuidado de las crías. Pero no
se queja de ello, ya que la colaboración del macho en estas tareas podría
resultar altamente peligrosa. Debido a sus llamativos colores, el tráfico
continuo del macho por las cercanías del nido atraería la atención de los
depredadores (águilas, serpientes, hurones y coatíes), añadiendo un factor de
riesgo al de por si peligroso esfuerzo de criar una camada de polluelos. El
color apagado de las hembras toma entonces un valor fundamental, ya que sirve,
junto a sus poco conspicuos nidos, para evitar ser detectada por sus enemigos. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Alimentación&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Los gallitos
de las rocas son, sin duda, únicos, pero muchas de las aves más conspicuas de
los bosques tropicales son también eminentemente frugívoras. Esto es
consecuencia de que entre el 50% y el 90% de los árboles de la selva producen
frutas como mecanismo de propagación. Además de su probada abundancia, factores
adicionales como la disponibilidad y diversidad de los frutos silvestres
determinarán que sea posible hallar frutas en cualquier estación o época del año.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;
Son casi exclusivamente frugívoros, excepto los pichones, que son alimentados
con insectos durante las primeras semanas. La semillas de las cuales se
alimenta juegan un papel muy importante en la fecundidad y biodiversidad de su hábitat.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
El tunqui como diseminador de Semillas&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;
En efecto, la conducta de cortejo y anidación del Gallito de las Rocas
incrementa la diversidad vegetal local Cuando el Gallito de las Rocas come
fruta, se traga enteras muchas de las semillas y la mayor parte de éstas queda
intacta al pasar a través de su sistema digestivo. Entonces, muchas semillas
quedan en condiciones de germinar cuando el Gallito de las rocas defeca o las
regurgita a distancias considerables de los árboles originales. De esta forma,
el Gallito de las Rocas desempeña un papel importante en la dispersión de
semillas de muchas especies diferentes de los árboles tropicales.&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Reproducción y Apareamiento&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;El macho es vanidoso y de hermoso plumaje. Pero
solo tiene como único objetivo en la vida cantar y bailar para atraer a la
hembra, aparearse y dejarla . La hembra Tunqui: Un plumaje poco vistoso y
opaco; sin embargo es ella la que elige con cual macho aparearse y quedar
fecundada. Es sencilla, tímida y responsable. Ella se encargará de todo el
trabajo de incubar los huevos, criar y adiestrar a sus polluelos.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 117.0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;El Cortejo &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;
Llegada la época de celo, varios machos se reúnen en un lugar determinado del
bosque. Los machos (en grupos de alrededor de 40), se reúnen en este lugar
llamado lek esperando ser escogidos por la hembra y cada uno se sitúa en su
espacio propio de alrededor de ½ metro.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;
&lt;b&gt;&lt;i&gt;El Lek&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;
Este común de reunión de los machos es denominado lek (palabra escandinava que
quiere decir lugar de cortejo comunal), donde podrán cantar, danzar y lucirse,
realizando complicadas piruetas a la espera de ser escogidos por la hembra.
Posados en las ramas, cada uno ocupa un área de cortejo de aproximadamente
medio metro cuadrado.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;
&lt;b&gt;&lt;i&gt;La Ceremonia&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;
En los primero momentos, el ceremonial es tan estrambótico que difícilmente se
puede creer que se trate de una ave. La cresta y otras plumas ornamentales se
erizan transformando completamente el aspecto del animal. Al mismo tiempo
emiten dos sonidos diferentes: una especie de chasquido que producen con el
pico y un silbido decreciente, consecuente de la perforación de una de las
plumas del ala. Cuando la hembra se posa cerca del cantadero de los gatillos el
espectáculo es indescriptible; todos los machos hacen lo imposible por ganarse
las preferencias de la dama, dando lugar a una variopinta representación
teatral. Estas danzas nupciales son todo un espectáculo, porque se puede ver a
los machos realizando la danza y a las hembras posadas en las ramas contemplándolos.
Así pasarán la mayor parte del día entre los árboles.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;br /&gt;
&lt;/b&gt;El apareamiento es el único momento en que se encontrará a la gallina
acompañada, ya que posteriormente ella sola se encargará del cuidado de sus
polluelos.&lt;br /&gt;
&lt;br /&gt;
Pero entonces, surge la pregunta obvia: ¿qué es lo que ofrecen los machos a
estas autosuficientes hembras?. La respuesta parece ser, simplemente, sus
habilidades como cantantes y bailarines. Las singulares demostraciones de los
machos, bailando y cantando en el lek, constituyen una eficaz forma de
selección entre los machos de la especie. El macho que baile mejor a los ojos
de la hembra, y aquel que regrese puntual cada día a la sesión de baile
evitando ser presa de los depredadores, será elegido para brindar sus genes a
las nuevas generaciones de gallitos de las rocas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;La época de
nidificación es muy amplia: entre enero y setiembre. Los Nidos, de una
construcción muy especial, es tarea de la hembra, que lo hace con un barro
especial formado por musgos, líquenes y otros materiales vegetales. Estos se
construyen en las caras rocosas de los riscos, las grandes rocas alisadas, las
cuevas o los desfiladeros empinados y cerca del agua. Aunque el nido usualmente
se ubique cerca de un curso de agua, no es necesario que este último sea permanente.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;En Peligro de Extinción&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;El tunqui es
considerado como el ave nacional del Perú y goza de protección legal, estando
prohibida su caza y comercialización; sin embargo esta disposición no es
acatada y se lo comercializa vivo o disecado en muchas partes. Por la falta de
conocimiento sobre su alimentación, los animales cautivos, generalmente, no
sobreviven por mucho tiempo. De muchas partes ha desaparecido por completo a
causa de la tala de los bosques y la caza ilegal de que es objeto. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;El Ave ya está casi extinta
por las numerosas cazas que se hacían en el Perú.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEickfKtNxkZEjzzJghzQjm2UrsIp4NCnyBj0y4ce5dOY_R61m_hbHcGa2aiTTPMGHwtE7iqtzpzNfOGi5bus-vxAg63LRa1pGUmG2D7G_9NltEH9EvmZezrhu-WSdIa6O_AbnL11cPBb1o/s1600/gallito20de20las20rocas.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEickfKtNxkZEjzzJghzQjm2UrsIp4NCnyBj0y4ce5dOY_R61m_hbHcGa2aiTTPMGHwtE7iqtzpzNfOGi5bus-vxAg63LRa1pGUmG2D7G_9NltEH9EvmZezrhu-WSdIa6O_AbnL11cPBb1o/s320/gallito20de20las20rocas.jpg&quot; height=&quot;320&quot; width=&quot;244&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://conocimiento-animal.blogspot.com/feeds/6792216575148194682/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://conocimiento-animal.blogspot.com/2012/04/tunqui.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/6792216575148194682'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/6792216575148194682'/><link rel='alternate' type='text/html' href='http://conocimiento-animal.blogspot.com/2012/04/tunqui.html' title='Tunqui'/><author><name>D.David</name><uri>http://www.blogger.com/profile/18199450275154202641</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGmWiuSLrBrKHWz10szozwuoq2bkOsWVkP3fCqSGmgiCiuFukuYGDvE6htKZnJu0NBx26dgtz7LTaxQrH7bLNici9GTCrsny1peTKJtV4meml5y0kEC74-h10qO21FAsxzZ-bpZw2n3Vs/s72-c/gallito-rocas-aves-en-peru.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377683261987390454.post-6105572410820295976</id><published>2012-04-29T08:00:00.000-05:00</published><updated>2012-05-01T23:00:37.661-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cebra"/><category scheme="http://www.blogger.com/atom/ns#" term="equus"/><category scheme="http://www.blogger.com/atom/ns#" term="mamifero"/><category scheme="http://www.blogger.com/atom/ns#" term="zebra"/><title type='text'>Cebra</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4Z4bTwOCSlAZGv5uBZwd3qOtf7qRD-9d8c7JYjJ5Tn6Cn_xsOMqyuFsb-YjMnEPjzfHEkR_rhyphenhyphenxJb5-QY6fBXGFPSAtTvAVeoONQjv6O5Bog1jzIziaywrTsmJ82WgtpXMSxw6pAyplM/s1600/cebras-2_22-01-10.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;Se conocen como &lt;span style=&quot;mso-bidi-font-weight: bold;&quot;&gt;cebras&lt;/span&gt; a tres especies del género &lt;i&gt;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;Equus&lt;/span&gt;&lt;/i&gt; propias de
África, &lt;i&gt;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;Equus quagga&lt;/span&gt;&lt;/i&gt; (cebra común), &lt;i&gt;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;Equus grevyi&lt;/span&gt;&lt;/i&gt;
(cebra de Grevy) y &lt;i&gt;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;Equus zebra&lt;/span&gt;&lt;/i&gt; (cebra de montaña).&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt;&quot;&gt;Caracteristicas&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 5.0pt; margin-left: 2.9pt; margin-right: 2.9pt; margin-top: 5.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5nSAGxRBm70EiczmgwR-F8b0eBojs6eK6GntQ6XUfUszzvfzJp_UHBzAM47fNf4N7LR1pGz4K7Int1MB_MnTWlIWtrTxHi4a9MvVFHO8VuOOZcocRIPnyWldJirDQFNYJDJRnP13vCV4/s1600/AP.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5nSAGxRBm70EiczmgwR-F8b0eBojs6eK6GntQ6XUfUszzvfzJp_UHBzAM47fNf4N7LR1pGz4K7Int1MB_MnTWlIWtrTxHi4a9MvVFHO8VuOOZcocRIPnyWldJirDQFNYJDJRnP13vCV4/s1600/AP.jpg&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold;&quot;&gt;Mamífero originario de África muy conocido por su
pelaje rayado característico. Es más pequeño que su pariente el caballo y muy
parecido en aspecto y hábitos al asno salvaje. Tiene una crin de pelos erectos
a lo largo del cuello, unas orejas grandes y una cola terminada en un mechón de
pelos oscuros. El dibujo de rayas oscuras sobre fondo más o menos claro del
pelaje constituye un camuflaje perfecto en su hábitat natural. Los enemigos
principales de la cebra son los leones y los cazadores, que aprovechan la carne
y la piel. En algunas zonas de África, las cebras se utilizan en carreras de
tiro y son animales muy comunes en zoológicos y circos.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 5.0pt; margin-left: 2.9pt; margin-right: 2.9pt; margin-top: 5.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Por
lo general, forman grupos familiares que oscilan entre los 5 y 20 miembros y se
componen de un macho semental, unas seis hembras y los potrillos.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 5.0pt; margin-left: 2.9pt; margin-right: 2.9pt; margin-top: 5.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold;&quot;&gt;Se distinguen tres especies de cebras y varias
subespecies según las variaciones en la disposición de las rayas del pelaje. La
cebra de montaña es la más pequeña de las especies; mide 1,2 m a la altura de
la cruz y tiene un cuerpo bien proporcionado, fuerte y musculoso. El pelaje es
blanco-plateado y las rayas oscuras se extienden por todo el cuerpo, excepto en
el estómago y en la parte interior de los muslos. Las bandas de la cabeza son
castaño oscuro y el hocico es de color pardo. Las piernas son cortas, enjutas y
fuertes. Las cebras de montaña viven en rebaños pequeños y habitan las zonas
montañosas de Suráfrica. Esta especie era muy abundante en otros tiempos, pero
ahora sus poblaciones están muy diezmadas debido a la caza intensa de la que
son objeto.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 5.0pt; margin-left: 2.9pt; margin-right: 2.9pt; margin-top: 5.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold;&quot;&gt;Con el nombre de cebra de Burchell los ingleses
incluyen a una serie de razas de tamaño medio que habitan las sabanas de África
oriental y Suráfrica. Sin embargo, la especie que incluye a todas estas
variedades (Equus quagga) se llama cebra común, para diferenciarla de la
verdadera cebra de Burchell (Equus quagga burchelli), llamada así en honor al
naturalista británico que la describió por primera vez, William John Burchell;
esta especie fue exterminada por los boers y demás colonizadores de África del
Sur. Algunos autores consideran a la cebra de Burchell como una especie propia
(Equus burchelli). Las variedades de la cebra común son la cebra de Grant, la
cebra de Böhm y la cebra de Chapmann. Los bóers llamaban cuagas a todas estas
cebras, pero la verdadera cuaga (Equus quagga quagga) fue exterminada durante
el siglo XIX; su coloración era más oscura y sólo presentaba rayas en la
cabeza, el cuello y los hombros.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 5.0pt; margin-left: 2.9pt; margin-right: 2.9pt; margin-top: 5.0pt; text-align: justify; text-indent: 17.4pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight: bold;&quot;&gt;Por último, la tercera de las especies es la cebra
de Grevy (también llamada cebra real), llamada así en honor del presidente
francés Jules Grévy. Mide 1,5 m a la altura de la cruz y sus rayas son muy
numerosas y estrechas. Esta especie era antes muy abundante y tenía una
distribución amplia, pero hoy se encuentra restringida a las zonas áridas del
este de África y está casi extinguida.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Reproducción&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Como en la mayoría de especies animales, las hembras
llegan a la madurez sexual antes que los machos, y pueden tener su primer potro
a la edad de tres años. Los machos no pueden criar hasta que tienen cinco o seis
años. Las yeguas pueden dar a luz a un potro cada doce meses, que es el tiempo
que dura la &lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;gestación&lt;/span&gt;. Cuidan de las crías durante un máximo de un año.
Como los caballos, las cebras son capaces de ponerse de pie, andar y &lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;mamar&lt;/span&gt;
al poco de nacer.&lt;sup&gt;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;&lt;/span&gt;&lt;/sup&gt;
Al nacer, un potro de cebra es marrón y blanco en lugar de negro y blanco. Casi
siempre nace un único potro, pero en ocasiones extremadamente raras pueden
nacer gemelos.&lt;sup&gt;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;&lt;/span&gt;&lt;/sup&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;En el caso de las cebras de montaña y las cebras comunes,
los potros son protegidos por su madre, así como por el macho y las otras
yeguas del grupo. En cambio, los potros de cebra de Grévy sólo tienen a su
madre como protectora habitual, pues, como se ha dicho &lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;más arriba&lt;/span&gt;,
los grupos de esta especie se suelen dispersar después de unos cuantos meses.
La protección de los potros es especialmente relevante para estos animales,
pues las crías son una presa fácil para los predadores y la mitad de ellas no
sobreviven al primer año de vida a pesar de los esfuerzos de su madre y del
macho del grupo. Otro de los peligros que corren los potros es que se han
observado &lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;infanticidios&lt;/span&gt; y &lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;feticidios&lt;/span&gt; entre las cebras, a pesar de
que únicamente se ha observado este comportamiento en ejemplares en cautividad.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt;&quot;&gt;Alimentación&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Las
cebras son mamíferos exclusivamente &lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;herbívoros&lt;/span&gt;
que comen sobre todo por la mañana y por la tarde, reponiendo al mediodía. Son
animales que se alimentan de &lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;hierba&lt;/span&gt; tosca, &lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;hojas&lt;/span&gt; y &lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;brotes&lt;/span&gt;.&lt;sup&gt;&lt;a href=&quot;http://es.wikipedia.org/wiki/Cebra#cite_note-Encarta-6&quot;&gt;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;&lt;/span&gt;&lt;/a&gt;&lt;/sup&gt;
También comen &lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;corteza&lt;/span&gt; y ramitas.Su &lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;aparato
digestivo&lt;/span&gt; bien adaptado les permite subsistir con una dieta de
calidad nutritiva más baja que la que necesitan otros herbívoros, pero también
es menos eficiente, lo que obliga a las cebras a pasarse más de la mitad del
tiempo comiendo.&lt;sup&gt;&lt;span style=&quot;color: windowtext; text-decoration: none; text-underline: none;&quot;&gt;&lt;/span&gt;&lt;/sup&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Las
cebras pueden moverse una veintena de kilómetros en un día en busca de
alimento, pero al final del día suelen volver a su punto de origen. Aun así,
las manadas de cebras hacen una migración anual mucho más importante, que
coincide con la estación seca y que también hacen otros muchos mamíferos
africanos y que representan un movimiento de centenares de miles de animales a
la vez.&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://conocimiento-animal.blogspot.com/feeds/6105572410820295976/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://conocimiento-animal.blogspot.com/2012/04/cebra.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/6105572410820295976'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/6105572410820295976'/><link rel='alternate' type='text/html' href='http://conocimiento-animal.blogspot.com/2012/04/cebra.html' title='Cebra'/><author><name>D.David</name><uri>http://www.blogger.com/profile/18199450275154202641</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5nSAGxRBm70EiczmgwR-F8b0eBojs6eK6GntQ6XUfUszzvfzJp_UHBzAM47fNf4N7LR1pGz4K7Int1MB_MnTWlIWtrTxHi4a9MvVFHO8VuOOZcocRIPnyWldJirDQFNYJDJRnP13vCV4/s72-c/AP.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377683261987390454.post-3519797071960955972</id><published>2012-04-16T18:00:00.000-05:00</published><updated>2012-04-16T18:00:06.836-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cetáceo"/><category scheme="http://www.blogger.com/atom/ns#" term="delfin"/><title type='text'>El Delfin</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj49hwqXpJguyXnlXXEzpec8IAqFSWQKriAqFZ73NOAbn3nIy1ToL0nuZN2tL7pijHwjSpLb0quA38g-icIT1IIh-7tuDHqcT6fP0PsZdBOqGw2dLE3XpNNltTI-YV4oJk3A-0uOnYR7b4/s1600/espiraculo-delfin.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj49hwqXpJguyXnlXXEzpec8IAqFSWQKriAqFZ73NOAbn3nIy1ToL0nuZN2tL7pijHwjSpLb0quA38g-icIT1IIh-7tuDHqcT6fP0PsZdBOqGw2dLE3XpNNltTI-YV4oJk3A-0uOnYR7b4/s320/espiraculo-delfin.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Los &lt;b&gt;delfínidos&lt;/b&gt; son una familia de cetáceos
odontocetos bastante heterogénea, que alberga unas 34 especies, &lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;de las cuales las
más conocidas son el delfín mular (común en zoológicos, acuarios y
presentaciones de exhibiciones acrobáticas con estos animales), es del de mayor
tamaño y puede alcanzar unos 3 metros de longitud; el delfín común, y el boto,
delfín grácil y pequeño, que habita en aguas dulces, y ha llegado a remontar
2.000&amp;nbsp;km aguas arriba en el río Amazonas. El boto es el delfín más
pequeño, con una longitud inferior a 1,2&amp;nbsp;m.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Están entre las especies más inteligentes que
habitan el planeta. Se encuentran relativamente cerca de las costas y a menudo
interactúan con el ser humano.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Como otros cetáceos, los delfines utilizan los
sonidos, la danza y el salto para comunicarse, orientarse y alcanzar sus
presas; además utilizan la ecolocalización. Hoy en día, las principales
amenazas a las que están expuestos son de naturaleza antrópica.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;&amp;nbsp;En
libertad, habita en mares templados, y se agrupa en manadas que pueden llegar a
un centenar de ejemplares, que acompañan a las embarcaciones, haciendo sus
piruetas, lo que constituye un espectáculo natural que provoca la admiración y
simpatía de quienes los observan.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;&amp;nbsp;Su
carne no es muy apreciada, por lo que no es muy cazado para la alimentación,
pero en ciertas zonas es muy perseguido para evitar que dañe la pesca de la
zona.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Reproducción y sexualidad&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;La cópula de los delfines sucede frente a frente. El
acto real suele ser breve, pero se puede repetir varias veces en un lapso de
tiempo corto.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;El período de gestación varía según las especies. El
pequeño tucuxi tiene una gestación de 11 a 12 meses, mientras que para la orca
el período de gestación es de alrededor de 17 meses. Solo tienen una cría. Por
lo general, la actividad sexual comienza a una edad temprana, incluso antes de
alcanzar la madurez sexual. La edad de la madurez sexual varía según la especie
y género. Los delfines son conocidos por tener relaciones sexuales por razones
distintas a la reproducción.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Alimentación&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Existen varios métodos de alimentación. Peces y
calamares son el alimento principal, pero la falsa orca y la orca también se
alimentan de otros mamíferos marinos. Los delfínidos utilizan muy diversas
tácticas de caza: muchas veces cazan usando su velocidad, pero también usan la
ecolocalización para buscar presas enterradas en la arena. Los delfines que
cazan peces agrupados en bancos forman manadas y acorralan a estos para que se
separen del resto del grupo. Otros delfines acorralan a sus presas en la orilla
de una playa, y luego aprovechan las olas para capturarlas, aunque ésta es una
táctica arriesgada. Orcas y falsas orcas tienen muchas otras tácticas de caza,
debido a la amplia gama de presas que consumen. Aparte de las tácticas ya
mencionadas, también acechan a sus presas o golpean bancos de hielo para
desequilibrarlas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Vocalizaciones&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Los delfines son capaces de realizar una amplia gama
de sonidos utilizando sacos aéreos nasales situados justo debajo del
espiráculo. Existen tres categorías de sonidos:&lt;/span&gt;&lt;/div&gt;
&lt;ul type=&quot;disc&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Silbidos
     de frecuencia modulada.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Ráfagas
     de impulsos sonidos.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Clics
     (utilizados para la ecolocalización).&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Ecolocalización&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;La ecolocalización supone la emisión por parte de los
delfines de una amplia gama de sonidos en forma de breves ráfagas de impulsos
sonoros llamados &quot;clicks&quot; y la obtención de información sobre el
entorno mediante el análisis de los ecos que reciben de regreso. Esta capacidad
de utilizar una completa gama de emisiones sonoras tanto de alta como de baja
frecuencia, combinada con una audición direccional muy sensible, facilita una
ecolocalización extremadamente precisa y otorga a estos animales un sistema
sensorial único en el mar.&lt;/span&gt;&lt;/div&gt;
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&lt;span id=&quot;goog_1338652387&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_1338652388&quot;&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://conocimiento-animal.blogspot.com/feeds/3519797071960955972/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://conocimiento-animal.blogspot.com/2012/04/el-delfin.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/3519797071960955972'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/3519797071960955972'/><link rel='alternate' type='text/html' href='http://conocimiento-animal.blogspot.com/2012/04/el-delfin.html' title='El Delfin'/><author><name>D.David</name><uri>http://www.blogger.com/profile/18199450275154202641</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj49hwqXpJguyXnlXXEzpec8IAqFSWQKriAqFZ73NOAbn3nIy1ToL0nuZN2tL7pijHwjSpLb0quA38g-icIT1IIh-7tuDHqcT6fP0PsZdBOqGw2dLE3XpNNltTI-YV4oJk3A-0uOnYR7b4/s72-c/espiraculo-delfin.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377683261987390454.post-6921919605364441047</id><published>2012-03-24T22:00:00.000-05:00</published><updated>2012-03-24T22:00:00.920-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="caribú"/><category scheme="http://www.blogger.com/atom/ns#" term="mamifero"/><category scheme="http://www.blogger.com/atom/ns#" term="reno"/><category scheme="http://www.blogger.com/atom/ns#" term="rumiante"/><title type='text'>Reno o Caribú</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
El Reno o Caribú &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;es una especie de
cérvido que habita en algunas zonas del hemisferio norte. Se clasifica en
cuatro subespecies de renos &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;y cinco de
caribúes&lt;br /&gt;
&lt;br /&gt;


&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt;&quot;&gt;Descripción&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;


&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZaGrEB3XkpFNmiFzfzue-SID10AvxzoJsjtbQgbFdzF5QVE7bep2Hx5_A9pq2p2oPA96ccXMwZ0kO7mvfZ3Xj4dFM108GiOpJVgDKFLGiwl2MEgYdyQ5ZaU8820-dy2Jcf9Y90bZayrE/s1600/animali33.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;209&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZaGrEB3XkpFNmiFzfzue-SID10AvxzoJsjtbQgbFdzF5QVE7bep2Hx5_A9pq2p2oPA96ccXMwZ0kO7mvfZ3Xj4dFM108GiOpJVgDKFLGiwl2MEgYdyQ5ZaU8820-dy2Jcf9Y90bZayrE/s320/animali33.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;El peso de la hembra varía entre los 60 y 170 kg. En algunas subespecies de
reno el macho es ligeramente más grande, en otras el macho puede alcanzar los
300 kg (caribú de los bosques). El reno común del norte de Europa alcanza una
altura en la cruz de 110 cm y un peso de 150 kg. Ambos sexos poseen astas (el
corto pedúnculo lleva una pequeña roseta), en los machos de gran tamaño y muy
ramificadas, las cuales pueden tener membranas óseas entre las ramas. El muy
espeso pelaje se convierte en el cuello en una especie de melena. El pelaje de
verano es corto y oscuro.&lt;br /&gt;
&lt;br /&gt;


En estado salvaje emigra en grandes rebaños entre las zonas de cría y las
zonas de invernada. Sus anchas pezuñas le ayudan a moverse por la nieve o la
tundra, e incluso cuando nada. Cerca de 1 millón viven en Alaska, y un número
similar habita en Canadá.&lt;br /&gt;
&lt;br /&gt;


Los renos del ártico tienen una visión que se extiende más allá del espectro
visible, hasta el ultravioleta próximo.&lt;br /&gt;


Los investigadores estiman que la visión UV(ultravioleta) que posee el reno
pueda ser útil para distinguir el alimento y los predadores en la blanca
inmensidad del invierno ártico. Los líquenes, que es su alimento y los lobos,
uno de sus enemigos naturales, deberían ser percibidos en negro, a los ojos de
los renos.&lt;br /&gt;


&lt;br /&gt;


&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14.0pt;&quot;&gt;Alimentación&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;


Son rumiantes, y por tanto tienen un estómago de cuatro cavidades.
Principalmente comen, hojas de sauce y abedul enano, y líquenes &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;en invierno; aunque también comen juncias y
hierbas. incluso ingieren plantas venenosas, como ranúnculos de los glaciares.
Para buscar su comida, los renos arañan con sus pezuñas delanteras la nieve
hasta encontrar alimento. Además pueden llegar a comer pequeños roedores y aves,
así como huevos.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;mso-no-proof: yes;&quot;&gt;&lt;/span&gt;&lt;br /&gt;


&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 14.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-no-proof: no;&quot;&gt;Reproducción&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES; mso-no-proof: no;&quot;&gt;La época del celo del reno se presenta a últimos de setiembre, y entonces
los machos se enzarzan en las acostumbradas luchas para conseguir el dominio
del rebaño. Como a la sazón los cuernos, que cayeron en diciembre o enero, ya
han vuelto a crecer, el animal está debidamente preparado para esa lucha. A
veces permanecen horas y horas con los cuernos entrecruzados. Los nacimientos
tienen lugar hacia mediados de abril, puesto que la gestación dura unas treinta
semanas. Los renos salvajes únicamente dan a luz un pequeño en cada parto: un
animalillo gracioso, tiernamente amado por su madre, que lo amamanta durante
mucho tiempo.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://conocimiento-animal.blogspot.com/feeds/6921919605364441047/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://conocimiento-animal.blogspot.com/2012/03/reno-o-caribu.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/6921919605364441047'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/6921919605364441047'/><link rel='alternate' type='text/html' href='http://conocimiento-animal.blogspot.com/2012/03/reno-o-caribu.html' title='Reno o Caribú'/><author><name>D.David</name><uri>http://www.blogger.com/profile/18199450275154202641</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZaGrEB3XkpFNmiFzfzue-SID10AvxzoJsjtbQgbFdzF5QVE7bep2Hx5_A9pq2p2oPA96ccXMwZ0kO7mvfZ3Xj4dFM108GiOpJVgDKFLGiwl2MEgYdyQ5ZaU8820-dy2Jcf9Y90bZayrE/s72-c/animali33.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377683261987390454.post-6797772547341637142</id><published>2012-03-24T21:23:00.001-05:00</published><updated>2014-08-06T02:01:25.677-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="insecto"/><category scheme="http://www.blogger.com/atom/ns#" term="mantis"/><category scheme="http://www.blogger.com/atom/ns#" term="religiosa"/><title type='text'>Mantis Religiosa</title><content type='html'>&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;h2 style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;mw-headline&quot;&gt;Descripción&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFTVhtYYdugrtF_tzl5bfusF_QIpUBDhlbDHJP2Ic-MHeoams-04Gfi0y5zBdCLuglaecbEbMZgtY_aa8ed99ADNDt8yj2U68eR8Y9tIx5Nj_MIvj-LJfZjTyyXi9R1oOq06kxVYAm8ek/s1600/Mantis+religiosa.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFTVhtYYdugrtF_tzl5bfusF_QIpUBDhlbDHJP2Ic-MHeoams-04Gfi0y5zBdCLuglaecbEbMZgtY_aa8ed99ADNDt8yj2U68eR8Y9tIx5Nj_MIvj-LJfZjTyyXi9R1oOq06kxVYAm8ek/s320/Mantis+religiosa.jpg&quot; height=&quot;241&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Es un insecto de tamaño mediano de aproximadamente 4 a 6 cm., con un tórax largo y unas antenas delgadas. Tiene dos
grandes ojos compuestos y tres ojos
sencillos entre ellos. La cabeza puede girar hasta 180º. Sus patas delanteras, que mantiene recogidas ante la
cabeza, están provistas de fuertes espinas para sujetar a sus presas.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Puede ser de color verde o pardo con distintos matices. El color del adulto
lo determina el del medio en el que habita durante su última muda (por ejemplo,
amarillo, si se trata de paja seca, o verde, si es hierba fresca).&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Es el único animal conocido que cuenta con un único oído, y
lo tiene localizado en el tórax.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Hábitat&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;Vive en céspedes pobres de zonas secas y cálidas en
los que se camufla perfectamente gracias a su color y postura. Gracias a este
camuflaje se acercan a ella varios insectos, como moscas, arañas, grillos,
saltamontes, mariposas, mariposas, etc., de los que se alimenta, aunque gracias
a su vista es capaz de encontrarlos y desplazarse hacia ellos, incluso volando
para atrapar polillas. El apareamiento tiene lugar durante el verano; la hembra
es mucho mayor que el macho y durante el apareamiento lo devora, algo necesario
para que el macho fecunde los huevos. La puesta está formada por unos 40 y 300
huevos que reparte entre 2 y 5 ootecas que se incuban durante unos 6 meses y de
los que salen bastantes juveniles similares a los adultos&lt;/span&gt;&lt;span style=&quot;font-size: small; line-height: 115%;&quot;&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: normal;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Alimentación&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Mantis religiosa alimentándose.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: normal;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Caza al acecho, permanece inmóvil con
las patas delanteras juntas (por lo que parece que está rezando), a la espera
de que una presa se acerque. Cuando otro insecto se posa junto a ella, lo
observa girando la cabeza (las mantis gozan de muy buena vista) y lanzándose al
ataque de inmediato. Hay un tipo de arte
marcial inspirado en su forma de atacar.
Sus patas delanteras sujetan a la víctima y la mantis comienza a alimentarse de
ella inmediatamente, incluso si su presa sigue luchando para escapar. La
rapidez de sus patas delanteras es tal que puede atrapar moscas en vuelo.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: normal;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Las presas pueden ser devoradas en
parte o en su totalidad, y dejan únicamente como restos del festín patas, alas
o élitros,
que la mantis escrupulosamente deja caer al suelo. Para alimentarse, es capaz
de cazar: ranas, lagartijas, pequeños ratones, polillas y colibríes.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: normal;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Si bien tienen preferencias por
animales vivos para su alimentación, en cautiverio también pueden llegar a
alimentarse de insectos muertos, siempre que alguien se los acerque a sus patas
raptoras o boca, aunque su actividad predadora se ve disminuida.&lt;/span&gt;&lt;/div&gt;
&lt;h3 style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;mw-headline&quot;&gt;Reproducción&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;En la época de apareamiento la hembra segrega feromonas, con
lo que atrae al macho, y es el único momento en el que los machos y hembras se
reúnen. Durante este periodo las hembras se vuelven muy agresivas y, en
ocasiones, acaban por comerse a su compañero durante o después del
apareamiento, empezando por la cabeza. Este comportamiento está bastante
mitificado, ya que, si bien se da con frecuencia en cautiverio, es raro en
libertad. La cópula dura unas dos horas&lt;/span&gt;&lt;/div&gt;
&lt;h2 style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;

&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;mw-headline&quot;&gt;Subespecies&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;ul style=&quot;font-family: Arial,Helvetica,sans-serif;&quot; type=&quot;disc&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;Mantis
     religiosa bey-bienkoi&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;Mantis
     religiosa caucasica&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;Mantis
     religiosa eichleri&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;Mantis
     religiosa inornata&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;Mantis
     religiosa langoalata&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;Mantis
     religiosa latinota&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;Mantis
     religiosa macedonica&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;Mantis
     religiosa polonica&lt;/i&gt;&lt;/span&gt; &lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;Mantis
     religiosa siedleckii&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;Mantis
     religiosa sinica&lt;/i&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://conocimiento-animal.blogspot.com/feeds/6797772547341637142/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://conocimiento-animal.blogspot.com/2012/03/mantis-religiosa.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/6797772547341637142'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/6797772547341637142'/><link rel='alternate' type='text/html' href='http://conocimiento-animal.blogspot.com/2012/03/mantis-religiosa.html' title='Mantis Religiosa'/><author><name>D.David</name><uri>http://www.blogger.com/profile/18199450275154202641</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFTVhtYYdugrtF_tzl5bfusF_QIpUBDhlbDHJP2Ic-MHeoams-04Gfi0y5zBdCLuglaecbEbMZgtY_aa8ed99ADNDt8yj2U68eR8Y9tIx5Nj_MIvj-LJfZjTyyXi9R1oOq06kxVYAm8ek/s72-c/Mantis+religiosa.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377683261987390454.post-8938862970705998284</id><published>2012-03-24T20:55:00.000-05:00</published><updated>2012-03-24T20:56:41.497-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ardilla"/><category scheme="http://www.blogger.com/atom/ns#" term="mamifero"/><category scheme="http://www.blogger.com/atom/ns#" term="roedor"/><title type='text'>Ardilla</title><content type='html'>&lt;h3 class=&quot;post-title entry-title&quot;&gt;

&lt;br /&gt;
&lt;/h3&gt;
&lt;div class=&quot;post-header&quot;&gt;


&lt;/div&gt;
Este pequeño mamífero mide entre 35 y 45 cm de longitud, de los que casi
 la mitad pertenecen a la cola. En las extremidades delanteras, el 
pulgar es reducido, pero los otros 4 dedos están bien desarrollados y 
dotados de largas, curvadas y afiladas uñas.&lt;br /&gt;&lt;br /&gt;La palabra ardilla (paleohispánico: harda ‘sin h y en diminutivo’) hace referencia a los &lt;em&gt;Sciuridae&lt;/em&gt; perteneciente al orden de los roedores.&lt;br /&gt;&lt;br /&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5553419850264183186&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5IRQhwDfjzjCxTk1Gpr0Cm3rgZC8gFSoATZ_LvW2PlJe7oY1fVXN0E_nb5lFpZtRCvNB9F9XAAvk8pPGJVC3CT0pq3biiWvoR7zvBhd3TqkDnelOaAwgWSUsaSVijj1pAo7CDViPy3X4/s400/ardilla_y_sugus1.jpg&quot; style=&quot;cursor: hand; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;&quot; /&gt;Se destaca por sus ojos brillantes y dientes muy desarrollados y salientes.&lt;br /&gt;Existen varias especies de ardillas distintas en color y tamaño, que viven en los bosques de casi todo el mundo.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrsTkr6QFtsBwoQrkeuv-fVmwyQZ3FM3otsNR7nyP_zIsCQtsl4Au77fVeR-cajqsT_NvM0I5jbIVun8Wu-ba7f7cBa8hULTZ2JOJuB7eVE2y39qyNMto6Etigmoav07bJoJsubDjPRXA/s1600/ardilla_coreana_asiatica1.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5553417644360982066&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrsTkr6QFtsBwoQrkeuv-fVmwyQZ3FM3otsNR7nyP_zIsCQtsl4Au77fVeR-cajqsT_NvM0I5jbIVun8Wu-ba7f7cBa8hULTZ2JOJuB7eVE2y39qyNMto6Etigmoav07bJoJsubDjPRXA/s400/ardilla_coreana_asiatica1.jpg&quot; style=&quot;cursor: hand; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 400px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Su
 alimentación está basada en cortezas, frutos secos, semillas y brotes 
tiernos. También bellotas que entierran en varios sitios durante el 
verano para poder alimentarse en el invierno. Otro alimento importante 
es la semilla del pino (los piñones) que pela con gran habilidad y 
rapidez, bastándole tres minutos para dejar completamente limpia una 
piña. Las nueces son también un manjar.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Arman
 su nido entre las ramas o en los huecos de los árboles, aunque también 
suelen aprovechar los nidos abandonados de algún pájaro.&lt;br /&gt;Cuando arma 
el nido en los árboles lo hace en las horquillas que forman las ramas. 
Suelen establecer más de uno en un radio de 200 o 300 metros, que el 
macho delimita con orina u otras marcas. El nido principal es para las 
crias y los otros los utiliza como depósito de alimentos o para 
descansar.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5475464972713488034&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh38xBjbaA5bxGmMtD4i2IxE9Cax4hAyX5J5TzxDHeXYEQHm9j-Tn-_1JmgLFTPogkmmQCW1Nu628McO9DtvQLdY0BVpq4c1NQmCwA2JFTUmTlso89kNRnCjn2D_s-iJEkBKy-p1MHX5Vk/s400/ardillas_1.png&quot; style=&quot;cursor: hand; display: block; height: 258px; margin: 0px auto 10px; text-align: center; width: 400px;&quot; /&gt; Se
 han encontrado restos fósiles que datan de entre 20 y 30 millones de 
años. Actualmente, las 350 especies –más o menos- habitan en los cinco 
continentes, dónde observan hábitos tanto arborícolas como terrestres. 
La ardilla acepta la presencia humana sin dificultad, por lo que es 
habitual verla en parque y jardines. &lt;br /&gt;
Por el contrario en las 
sierras y lugares donde no tiene contacto con los humanos, al menor 
atisbo de movimiento o ruido huye con rapidez y trepa por los árboles 
para situarse fuera de su alcance, aunque su curiosidad le hace mirar 
hacia el visitante tan pronto se considera a salvo. div&amp;gt;&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Tanto
 el ascenso como el descenso de los árboles lo hace cabeza abajo 
utilizando las poderosas uñas de sus cuatro patas. Los cuatro dedos de 
las patas delanteras suele usarlos como pequeñas manos con las que 
sujeta los alimentos que pela y come (por ejemplo los cacahuetes o 
maníes).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;
&lt;br /&gt;Tiene
 muy desarrollado el sentido de la vista, lo que le permite calcular con
 exactitud los saltos de hasta cinco metros de una rama a otra.&lt;/div&gt;
&lt;div&gt;
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&lt;div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxELz8FCNvn-vlqcAo_vEo4mGKHaQ9ApQBa3UNMnMJBFfh2QIIrwTjsPAHa9dINczhNY4-VsDG_537RDBD46d2VFuKKxbRJqwwsYJQxfcypxc76igb9w2IjHI9DL6Kv-nCC7QdiloXfME/s1600/ardillas+4.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5475464261263477570&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxELz8FCNvn-vlqcAo_vEo4mGKHaQ9ApQBa3UNMnMJBFfh2QIIrwTjsPAHa9dINczhNY4-VsDG_537RDBD46d2VFuKKxbRJqwwsYJQxfcypxc76igb9w2IjHI9DL6Kv-nCC7QdiloXfME/s400/ardillas+4.jpg&quot; style=&quot;cursor: hand; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
El
 agua es un factor muy importante para la especie, que se ve afectada 
también por las temperaturas extremas. Sin llegar a hibernar, en el 
período de frío intenso reduce mucho su actividad, lo mismo que con un 
calor excesivo (unos 35º) cuando disminuye su capacidad metabólica y 
prefiere refugiarse en su nido. Su mayor actividad se desarrolla al 
amanecer y en las primeras horas de la tarde.&lt;br /&gt;&lt;br /&gt;&lt;div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2llfKFeEHSr9TT9NDrsnXYJ1JPan_xqNRGEraayw0YAapLNi8uXBVW6xVcpVFdWPE9FreQtarsD7vCl4XYuM14fDluC6GMB-UT6TjwxFY1VHmV1-Cq89Iusq0hZW0YNwQyDREpholhr0/s1600/ardillas+3.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5475464121239645474&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2llfKFeEHSr9TT9NDrsnXYJ1JPan_xqNRGEraayw0YAapLNi8uXBVW6xVcpVFdWPE9FreQtarsD7vCl4XYuM14fDluC6GMB-UT6TjwxFY1VHmV1-Cq89Iusq0hZW0YNwQyDREpholhr0/s400/ardillas+3.jpg&quot; style=&quot;cursor: hand; display: block; height: 279px; margin: 0px auto 10px; text-align: center; width: 400px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;En
 libertad puede vivir hasta seis años, pero lo normal es que no pase de 
los tres. La mortalidad es elevada entre los individuos jóvenes, y en 
cautiverio puede alcanzar los diez años de vida.&lt;/div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;br /&gt;Las
 hembras primerizas tienen un parto al año pero a partir del segundo 
años ya son posibles dos gestaciones anuales que duran entre 40 y 60 
días&lt;br /&gt;Las crías al nacer pesan 12 gramos. Tienen los ojos cerrados y 
carecen de capacidad auditiva. A la semana les sale pelo y a la cuarta o
 quinta semana ya pueden ver y oir.&lt;br /&gt;&lt;br /&gt;&lt;div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYcONeVGK9cQSz3Strmyat9GVskFX1sDPLUx4E5aUM-i_VVySEGcMVERdrIPAGecRAr8MeS1asbn3JyhlGHkGHtOYLai3H1jA0GS83R5JNWsy1r2367w7wubPglXJcEffanS_vtDUI17w/s1600-h/ardialla+arbol+estambul.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5432956896266407634&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYcONeVGK9cQSz3Strmyat9GVskFX1sDPLUx4E5aUM-i_VVySEGcMVERdrIPAGecRAr8MeS1asbn3JyhlGHkGHtOYLai3H1jA0GS83R5JNWsy1r2367w7wubPglXJcEffanS_vtDUI17w/s400/ardialla+arbol+estambul.jpg&quot; style=&quot;cursor: hand; display: block; height: 290px; margin: 0px auto 10px; text-align: center; width: 400px;&quot; /&gt;&lt;/a&gt;  &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTHg9RpwRqTWhuqN3a5yfbiviIZpZK6sarR0SYwScQBur8vwmBPQyvEypIRLcCpZ0_Rhiex_BoUdqPyn1Oq5XXTmTnNG1LV1OqLk-UF9IxLDw97E95AmU0kPOtbwhkgh7GDG3Jnz46uKFg/s1600/Ardilla-Japonesa-Sciurus-Lis.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5566546443060345474&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTHg9RpwRqTWhuqN3a5yfbiviIZpZK6sarR0SYwScQBur8vwmBPQyvEypIRLcCpZ0_Rhiex_BoUdqPyn1Oq5XXTmTnNG1LV1OqLk-UF9IxLDw97E95AmU0kPOtbwhkgh7GDG3Jnz46uKFg/s400/Ardilla-Japonesa-Sciurus-Lis.jpg&quot; style=&quot;display: block; height: 250px; margin: 0px auto 10px; text-align: center; width: 400px;&quot; /&gt;&lt;/a&gt; &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
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&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://conocimiento-animal.blogspot.com/feeds/8938862970705998284/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://conocimiento-animal.blogspot.com/2012/03/ardilla.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/8938862970705998284'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/8938862970705998284'/><link rel='alternate' type='text/html' href='http://conocimiento-animal.blogspot.com/2012/03/ardilla.html' title='Ardilla'/><author><name>D.David</name><uri>http://www.blogger.com/profile/18199450275154202641</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5IRQhwDfjzjCxTk1Gpr0Cm3rgZC8gFSoATZ_LvW2PlJe7oY1fVXN0E_nb5lFpZtRCvNB9F9XAAvk8pPGJVC3CT0pq3biiWvoR7zvBhd3TqkDnelOaAwgWSUsaSVijj1pAo7CDViPy3X4/s72-c/ardilla_y_sugus1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377683261987390454.post-7651944965468904438</id><published>2012-03-24T14:12:00.003-05:00</published><updated>2014-08-06T01:59:21.602-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="en extinción"/><category scheme="http://www.blogger.com/atom/ns#" term="mamífero"/><category scheme="http://www.blogger.com/atom/ns#" term="oso"/><category scheme="http://www.blogger.com/atom/ns#" term="panda"/><title type='text'>Oso Panda</title><content type='html'>&lt;br /&gt;
&lt;br /&gt;
Los Pandas son animales muy solitarios, 
                              con un sentido del olfato muy desarrollado, 
                              que utilizan los machos para no encontrarse 
                              entre ellos, y para localizar a las 
                              hembras y reproducirse en primavera. 
                              Las hembras, tras 5 meses de embarazo, 
                              dan a luz a una o dos crías. Las crías de panda al nacer pesan de 90 a 130 gramos, y es casi pelado, pero de adultos, pueden pesar entre 70 y 125 kg.&lt;br /&gt;
&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhie1vMXQdGREQqKiGnEm7OmdohyphenhyphenwzgamPLn0IBqfdXw9N-i57yKq4G_kZnDSJ-1XviJDM2ksS2PoSdTpeW-G0rmfUn8bKM2ZSmXOHYjGxqGjVyZULJWkqywHiNJalLcbj55Bg9P3dL7Xg/s1600/el+oso+panda.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhie1vMXQdGREQqKiGnEm7OmdohyphenhyphenwzgamPLn0IBqfdXw9N-i57yKq4G_kZnDSJ-1XviJDM2ksS2PoSdTpeW-G0rmfUn8bKM2ZSmXOHYjGxqGjVyZULJWkqywHiNJalLcbj55Bg9P3dL7Xg/s200/el+oso+panda.jpg&quot; height=&quot;150&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQwLl1oC8h4Fh9VUrcGEdWf6dMEjBeVAV-Xl8DCYYwx2x642iZJFiBv83bFOPzZFYHaPvIwD0e5H6eBcEqMc54ReOZzLorKCb49U5edsAQ7xigbF0zrK42x1s1NGnyOd3XvovmC4LN_dE/s1600/panda-bebe.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQwLl1oC8h4Fh9VUrcGEdWf6dMEjBeVAV-Xl8DCYYwx2x642iZJFiBv83bFOPzZFYHaPvIwD0e5H6eBcEqMc54ReOZzLorKCb49U5edsAQ7xigbF0zrK42x1s1NGnyOd3XvovmC4LN_dE/s200/panda-bebe.jpg&quot; height=&quot;133&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;
Exteriormente, el panda se asemeja a un oso
 de coloración contrastante. El panda de Sichuan presenta el reconocido 
pelaje negro y blanco, mientras la subespecie de Qingling tiene un 
pelaje de dos tonos contrastantes de marrón.&lt;br /&gt;
Las orejas, nariz, los pelos alrededor de los ojos, los hombros y los
 miembros son oscuros. La cara, vientre y el lomo son blancos. Las 
orejas son ovales y erectas. La pata del panda, con cinco dedos, 
presenta un &quot;sexto dedo&quot; a manera de un pulgar. Sus patas delanteras son fuertes y aptas para escalar y más largas y 
musculosas que las traseras. Sus ojos son pequeños, y mientras las 
pupilas de los demás osos son redondas, las del panda son como las de 
los gatos, lo que les da el nombre en chino de &lt;i&gt;oso-gato&lt;/i&gt;.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;El oso panda, como todos sabemos, 
                            tiene un &lt;span class=&quot;Estilo20 Estilo10&quot;&gt;insaciable&lt;/span&gt; apetito por el 
                            bambú. Come 
                            unos 13 kilogramos de bambú 
                            para poder satisfacer su dieta. Los 
                            Pandas también pueden comer 
                            pájaros o roedores. Los pandas 
                            solo viven en remotas regiones de 
                            China, en las montañas donde 
                            hay grandes bosques de bambú, 
                            son frescos y húmedos; tal 
                            y como les gustan a los pandas. Escalan 
                            asta los 4 metros en verano para alimentarse 
                            y conseguir su bambú. Normalmente 
                            los Pandas se les ve comiendo en una 
                            relajada posición, como si 
                            estuviesen sentados, con los pies 
                            por delante. Su apariencia es la de 
                            unos animales vagos y que solo se 
                            dedican a comer, pero en realidad 
                            son unos excelentes trepadores de 
                            árboles, y excelentes nadadores.&lt;br /&gt;
&lt;br /&gt;
Solo existen al rededor de 1000 pandas 
                              salvajes en libertad. En zoos viven 
                              unos 100, y por supuesto son la principal 
                              atracción. Los pandas en libertad 
                              son muy difíciles de estudiar 
                              ya que se escapan fácilmente 
                              y no les gusta que les observen.&lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://conocimiento-animal.blogspot.com/feeds/7651944965468904438/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://conocimiento-animal.blogspot.com/2012/03/el.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/7651944965468904438'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/7651944965468904438'/><link rel='alternate' type='text/html' href='http://conocimiento-animal.blogspot.com/2012/03/el.html' title='Oso Panda'/><author><name>D.David</name><uri>http://www.blogger.com/profile/18199450275154202641</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhie1vMXQdGREQqKiGnEm7OmdohyphenhyphenwzgamPLn0IBqfdXw9N-i57yKq4G_kZnDSJ-1XviJDM2ksS2PoSdTpeW-G0rmfUn8bKM2ZSmXOHYjGxqGjVyZULJWkqywHiNJalLcbj55Bg9P3dL7Xg/s72-c/el+oso+panda.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377683261987390454.post-1298442717762399913</id><published>2012-03-23T22:31:00.000-05:00</published><updated>2014-08-06T02:03:25.826-05:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="bengala"/><category scheme="http://www.blogger.com/atom/ns#" term="en extinción"/><category scheme="http://www.blogger.com/atom/ns#" term="felino"/><category scheme="http://www.blogger.com/atom/ns#" term="mamífero"/><category scheme="http://www.blogger.com/atom/ns#" term="Tigre"/><title type='text'>Tigre de Bengala</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;b&gt; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color: orange; font-size: large;&quot;&gt; &amp;nbsp; &amp;nbsp; TIGRE DE BENGALA&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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El &lt;b&gt;tigre de Bengala&lt;/b&gt;&amp;nbsp; &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&amp;nbsp;o &lt;i&gt;Panthera tigris tigris&lt;/i&gt;&lt;/b&gt;,
también conocido como &lt;b&gt;tigre de Bengala real&lt;/b&gt; o &lt;b&gt;tigre indio &lt;/b&gt;es una subespecie de tigre (la segunda
en tamaño, por detrás del siberiano) que habita en la India, Nepal, Bangladesh,
Bután, Birmania y Tíbet. Se encuentra en una gran variedad de hábitats,
incluyendo sabanas y bosques tropicales y subtropicales. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Normalmente los machos miden sobre 3 metros de largo y pesan sobre 250
kilos. Las hembras son mucho más ligeras, no superan los 160 kilos y pocas
veces sobrepasan los 2,6 metros de largo. Su longevidad suele ser de unos 20
años.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Los tigres en general son animales solitarios. Las hembras cuidan de sus
cachorros durante cuatro años en los que les enseñan todas las técnicas de
caza. Los machos tienen un terreno donde están las hembras con las que dejar
descendencia.&lt;br /&gt;
Su pelaje es de color anaranjado, con rayas negras y partes inferiores color
claro, casi blanco. Existe una excepción ene el color del pelaje del tigre de
Bengala, son los llamados tigres blancos de la india, y como su nombre indica
su pelaje es de color blanquecino con rayas grises.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Su alimentación es muy variada e incluye desde pavos reales, monos,
jabalís, ciervos hasta antílopes y búfalos. &lt;br /&gt;
Al contrario que los tigres siberianos, los tigres de Bengala suelen cazar de
noche, en parte para evitar situaciones adversas con los humanos. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Normalmente recorren varios kilómetros al día para cazar. Siempre lo hacen
acechando entre la maleza, agazapados hasta que aparece su presa, momento en el
que empiezan una carrera a una velocidad que puede alcanzar los 80 kilómetros
por hora y culminando con un gran salto para derribarla.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Dependiendo del tamaño de su presa, el tigre tiene varias formas de
matarla.&lt;br /&gt;
Si se trata de animales grandes, los asfixia apretando su cuello. En cambio, si
la presa es pequeña, directamente le rompe el cuello de un solo movimiento.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;El periodo de gestación en estos tigres suele ser de 105-110 días, teniendo
entre 1 y 6 crías en cada camada.&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
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&lt;b&gt;&amp;nbsp;&lt;/b&gt;Actualmente se encuentra en
peligro de extinción, como el resto de subespecies de los tigres. El número de estos
ejemplares se sitúa entre los 3.000 y los 4.700.&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://conocimiento-animal.blogspot.com/feeds/1298442717762399913/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://conocimiento-animal.blogspot.com/2012/03/tigre-de-bengala.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/1298442717762399913'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377683261987390454/posts/default/1298442717762399913'/><link rel='alternate' type='text/html' href='http://conocimiento-animal.blogspot.com/2012/03/tigre-de-bengala.html' title='Tigre de Bengala'/><author><name>D.David</name><uri>http://www.blogger.com/profile/18199450275154202641</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbo6byUWUnBn28C-35DXQn2AhGXJvIewhf_u9dB7lCxRbEWX9nN1IdUCwWxUIzLQqfttXoDGajpk3RdCoY4bcXNWVGbhJjIkQRnzlogBbGuuIu9mzum4IY8o4KtOdjHrBrluLBcwRoDSs/s72-c/tigre_debenga2-1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>