{"id":10745,"date":"2025-03-21T05:36:44","date_gmt":"2025-03-21T04:36:44","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=10745"},"modified":"2025-03-21T05:37:25","modified_gmt":"2025-03-21T04:37:25","slug":"la-biologia-en-la-tierra-%c2%a1que-maravilla","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/03\/21\/la-biologia-en-la-tierra-%c2%a1que-maravilla\/","title":{"rendered":"La Biolog\u00eda en la Tierra \u00a1Qu\u00e9 maravilla!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/27\/%c2%a1la-imaginacion-%c2%bfdonde-estara-el-limite\/\" rel=\"prev\">\u00a1La Imaginaci\u00f3n! \u00bfDonde estar\u00e1 el l\u00edmite?<\/a><\/h2>\n<\/div>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 0px;\" src=\"http:\/\/4.bp.blogspot.com\/-OOc8OX_iP9c\/T-_AU1dpyBI\/AAAAAAAAAAM\/hM-oEbAgkbo\/s1600\/Imagen1.png\" alt=\"\" width=\"533\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Se denominan aut\u00f3trofos por que generan su propio alimentos, a trav\u00e9s de sustancias inorg\u00e1nicas para su metabolismo. Los organismos aut\u00f3trofos producen su masa celular y materia org\u00e1nica, a partir del di\u00f3xido de carbono, que es inorg\u00e1nico, como \u00fanica fuente de carbono, usando la luz o sustancias qu\u00edmicas como fuente de energ\u00eda. Las plantas y otros organismos que usan la fotos\u00edntesis son fotolitoaut\u00f3trofos; las bacterias que utilizan la oxidaci\u00f3n de compuestos inorg\u00e1nicos como el anh\u00eddrido sulfuroso o compuestos ferrosos como producci\u00f3n de energ\u00eda se llaman quimiolitotr\u00f3ficos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"irc_mut\" style=\"margin-top: 0px;\" src=\"http:\/\/2.bp.blogspot.com\/-XiVjyRHDmVM\/UK_pHEdtmZI\/AAAAAAAAAA8\/1Xx4horudto\/s1600\/Diapositiva2.JPG\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los \u00f3rganos aut\u00f3trofos son los que producen el alimento de esos seres. Los seres aut\u00f3trofos son una parte esencial en la cadena alimenticia, ya que absorben la energ\u00eda solar o fuentes inorg\u00e1nicas como el di\u00f3xido de carbono y las convierten en mol\u00e9culas org\u00e1nicas que son utilizadas para desarrollar funciones biol\u00f3gicas como su propio crecimiento celular y la de otros seres vivos llamados heter\u00f3trofos que los utilizan como alimento. Los seres heter\u00f3trofos como los animales, los hongos, y la mayor\u00eda de bacterias y protozoos, dependen de los aut\u00f3trofos ya que aprovechan su energ\u00eda y la de la materia que contienen para fabricar mol\u00e9culas org\u00e1nicas complejas. Los heter\u00f3trofos obtienen la energ\u00eda rompiendo las mol\u00e9culas de los seres aut\u00f3trofos que han comido. Incluso los animales carn\u00edvoros dependen de los seres aut\u00f3trofos <a id=\"_GPLITA_21\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/27\/la-biologia-en-la-tierra-%c2%bfque-maravilla\/#\">porque<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la energ\u00eda y su composici\u00f3n org\u00e1nica obtenida de sus presas procede en \u00faltima instancia de los seres aut\u00f3trofos que comieron sus presas. tambi\u00e9n se pueden clasificar en: fotosint\u00e9ticos y quimiosint\u00e9ticos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de fermentaci\u00f3n anaer\u00f3bica\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de fermentaci\u00f3n anaer\u00f3bica\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de respiraci\u00f3n aer\u00f3bica\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de respiraci\u00f3n aer\u00f3bica\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los seres aut\u00f3trofos siguen dos v\u00edas diferentes para transformar la biomasa que ingieren en los compuestos complejos de los que se componen sus tejidos. Esta transformaci\u00f3n puede ser mediante fermentaci\u00f3n anaer\u00f3bica o a trav\u00e9s de respiraci\u00f3n aer\u00f3bica. La primera v\u00eda se restringe a las c\u00e9lulas procariotas simples, como las fermentadoras, las bacterias metanog\u00e9nicas y los hongos Ascomycota responsables de la fermentaci\u00f3n del etanol (alcohol et\u00edlico). La segunda v\u00eda se hizo posible a partir del momento en que la cantidad de ox\u00edgeno atmosf\u00e9rico, generado por los vegetales, alcanz\u00f3 un nivel suficientemente alto como para que algunos seres pro-cariotes pudieran utilizar la respiraci\u00f3n aer\u00f3bica para generar trifosfato de adenosina m\u00e1s eficientemente que por fermentaci\u00f3n. Desde un punto de vista energ\u00e9tico, la oxidaci\u00f3n es claramente ventajosa. As\u00ed, por cada mol de glucosa se liberan 197 KJ por fermentaci\u00f3n en \u00e1cido l\u00e1ctico, 232 KJ por fermentaci\u00f3n alcoh\u00f3lica y 2\u201987 MJ por la oxidaci\u00f3n completa, lo que representa para esta \u00faltima una ganancia que est\u00e1 comprendida entre 12 y 14 veces.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<h1 style=\"text-align: justify;\">Reino Monera (Bact\u00e9rias, Cianobact\u00e9rias)<\/h1>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/_DzHETx-YgFA\/TO_Xx6cLoyI\/AAAAAAAAAgg\/u1TxTw-XALI\/s1600\/I11-30-cyanobacteria.jpg\" alt=\"\" width=\"586\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Est\u00e1 formado por bacterias y cianobacterias (algas azules). Pueden vivir en diversos lugares, tales como agua o aire y en el interior de los animales y plantas como par\u00e1sitos. La mayor\u00eda de sus representantes son heter\u00f3trofas (no pueden producir su propio alimento), pero tambi\u00e9n hay algunas aut\u00f3trofas (producen sin alimentos, por ejemplo a trav\u00e9s de la fotos\u00edntesis). Existen tambi\u00e9n bacterias aerobias es decir, que necesitan ox\u00edgeno para vivir, el requisito de anaerobios, que no pueden vivir en presencia de ox\u00edgeno, y anaerobios facultativos, que pueden vivir tanto en ambientes oxigenados como en ambientes no oxigenados.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/cdn0.unprofesor.com\/es\/posts\/9\/4\/0\/clasificacion_de_las_bacterias_4049_600.jpg\" alt=\"Clasificaci\u00f3n de las bacterias - \u00a1\u00a1RESUMEN CORTO + F\u00c1CIL!!\" \/><\/p>\n<p style=\"text-align: justify;\">La forma f\u00edsica de las bacterias pueden ser de cuatro tipos: cocos, bacilos, vibriones y espirilos. Los cocos pueden unirse y formar colonias. Grupos de dos cocos forman diplococos, alineados forman estreptococos y en grupos forman una infecci\u00f3n de estafilococos.<\/p>\n<p style=\"text-align: justify;\">Por ser los seres vivientes m\u00e1s primitivos en la Tierra, son tambi\u00e9n los que est\u00e1n en mayor n\u00famero. Por ejemplo, en un gramo de tierra f\u00e9rtil pueden haber cerca de 2,5 mil millones de bacterias, en hongos 400.000 y en algas y protozoos entre 30.000 y 50.000.<\/p>\n<p style=\"text-align: justify;\">Con un microscopio electr\u00f3nico podremos llegar muy lejos en el universo de lo muy peque\u00f1os<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p><img decoding=\"async\" src=\"https:\/\/pymstatic.com\/94978\/conversions\/ejemplos-animales-microscopicos-small-16_9.jpg\" alt=\"Ejemplos de animales microsc\u00f3picos\" \/><\/p>\n<div class=\"relative mt-6\">\n<div class=\"mt-4 pl-0 md:mt-0 lg:pl-20\">\n<div class=\"fles flex-col gap-6\">\n<div class=\"mt-4 pl-0 md:mt-0 lg:pl-20\">\n<div class=\"fles flex-col gap-6\">\n<div id=\"article-content-container\" class=\"prose md:prose-md xl:prose-xl content-other distance-1-5\">\n<p>Cuando pensamos en seres vivos, de forma autom\u00e1tica acudimos a perros, gatos, alg\u00fan que otro invertebrado y, con suerte, quiz\u00e1s una planta.<\/p>\n<p style=\"text-align: justify;\">No es para menos, pues los organismos macrosc\u00f3picos nos rodean desde que empieza la ma\u00f1ana hasta que nos acostamos: aqu\u00e9l canto de un p\u00e1jaro mientras vamos a trabajar, las hormigas atareadas haciendo filas para alimentarse y otros muchos seres vivos nos rodean en el d\u00eda a d\u00eda. Por entronizado que est\u00e9 el entorno, la vida se abre paso como puede.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p>&nbsp;<\/p>\n<div class=\"_aatk _aatn\">\n<div class=\"x1qjc9v5 x972fbf xcfux6l x1qhh985 xm0m39n x9f619 x78zum5 xdt5ytf x2lah0s x17qophe xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x1n2onr6 x13vifvy x11njtxf\">\n<div class=\"x1lliihq x1n2onr6\">\n<div class=\"x9f619 xjbqb8w x78zum5 x168nmei x13lgxp2 x5pf9jr xo71vjh x10l6tqk x1ey2m1c x13vifvy x17qophe xds687c x1plvlek xryxfnj x1c4vz4f x2lah0s xdt5ytf xqjyukv x1qjc9v5 x1oa3qoh x1nhvcw1\">\n<div class=\"x1qjc9v5 x9f619 x78zum5 xdt5ytf xln7xf2 xk390pu x5yr21d x1n2onr6 x11njtxf xh8yej3\">\n<div class=\"x1qjc9v5 x78zum5 x1q0g3np x5yr21d xw2csxc x10wlt62 x1n2onr6 x1rohswg xfk6m8\" role=\"presentation\">\n<div class=\"x1qjc9v5 x9f619 x78zum5 x1q0g3np xln7xf2 xk390pu x5yr21d x1n2onr6 x11njtxf\">\n<div class=\"x9f619 xjbqb8w x78zum5 x168nmei x13lgxp2 x5pf9jr xo71vjh x1n2onr6 x1plvlek xryxfnj x1c4vz4f x2lah0s xdt5ytf xqjyukv x1qjc9v5 x1oa3qoh x1nhvcw1\">\n<div class=\"x1qjc9v5 x972fbf xcfux6l x1qhh985 xm0m39n x9f619 x78zum5 xdt5ytf x2lah0s xk390pu xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x1n2onr6 xggy1nq x11njtxf\" tabindex=\"0\" role=\"button\">\n<div class=\"_aagu _aato\">\n<blockquote>\n<div class=\"_aagv\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTtW9ei2pQdseOVQ23KMFGb1J_jnVLpankiATzW5ao5kBE3JnqjDMNS9dedczm3pCEBz90&amp;usqp=CAU\" alt=\"Las bacterias son organismos microsc\u00f3picos unicelulares. Se encuentran  entre las formas de vida m\u00e1s antiguas conocidas en el planeta. Hay miles  de tipos de bacterias diferentes y pueden vivir en todos los\" width=\"362\" height=\"452\" \/><\/div>\n<\/blockquote>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"x9f619 xjbqb8w x78zum5 x168nmei x13lgxp2 x5pf9jr xo71vjh x1n2onr6 x1plvlek xryxfnj x1c4vz4f x2lah0s xdt5ytf xqjyukv x1qjc9v5 x1oa3qoh x1nhvcw1\">\n<div class=\"x78zum5 xdt5ytf x67bb7w x1n2onr6 xvbhtw8 x5yr21d x4h1yfo\" tabindex=\"-1\" role=\"presentation\">\n<div class=\"x78zum5 xdt5ytf x1q2y9iw x1n2onr6 xh8yej3 x9f619 x1iyjqo2 x18l3tf1 x26u7qi xy80clv xexx8yu x4uap5 x18d9i69 xkhd6sd\">\n<div class=\"x78zum5 xdt5ytf x1iyjqo2 xs83m0k x2lwn1j x1odjw0f x1n2onr6 x9ek82g x6ikm8r xdj266r x11i5rnm x4ii5y1 x1mh8g0r xexx8yu x1pi30zi x18d9i69 x1swvt13\">\n<div class=\"x1qjc9v5 x972fbf xcfux6l x1qhh985 xm0m39n x9f619 x78zum5 xdt5ytf x2lah0s xk390pu xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x1n2onr6 xggy1nq x11njtxf\" tabindex=\"0\" role=\"button\">\n<div class=\"_a9zm\">\n<div class=\"_a9zn _a9zo\">\n<div class=\"_a9zr\">\n<div class=\"xt0psk2\">\n<h1 class=\"_ap3a _aaco _aacu _aacx _aad7 _aade\" dir=\"auto\" style=\"text-align: justify;\">Las bacterias son organismos microsc\u00f3picos unicelulares. Se encuentran entre las formas de vida m\u00e1s antiguas conocidas en el planeta.<\/h1>\n<h1 class=\"_ap3a _aaco _aacu _aacx _aad7 _aade\" dir=\"auto\" style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/4f\/Bacteria_collage.jpg\/1200px-Bacteria_collage.jpg\" alt=\"Bacteria - Wikipedia, la enciclopedia libre\" width=\"722\" height=\"541\" \/><\/h1>\n<h1 class=\"_ap3a _aaco _aacu _aacx _aad7 _aade\" dir=\"auto\" style=\"text-align: justify;\">\nHay miles de tipos de bacterias diferentes y pueden vivir en todos los medios y ambientes imaginables, en cualquier parte del mundo. Viven en el suelo, en el agua, en el aire, en todas partes.<\/h1>\n<p>&nbsp;<\/p>\n<\/div>\n<\/div>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRbwIzPIkqYjDL6M1tDqNXD2imKo0wxI-fDzg&amp;s\" alt=\"Cu\u00e1les son las bacterias m\u00e1s peligrosas para el ser humano?\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSX1Tnxba6xBGoz4jt9xAo1OvLeStgmOUCpAA&amp;s\" alt=\"Las bacterias buenas de nuestro cuerpo\" \/><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div>\n<h1 style=\"text-align: justify;\">La importancia de las bacterias en nosotros<\/h1>\n<p>Alguna vez te has preguntado \u00bfcu\u00e1ntas batallas enfrenta nuestro cuerpo para poder mantenernos sanos?<\/p>\n<p style=\"text-align: justify;\">El cuerpo humano, cuenta con una serie de barreras de defensa que le permiten mantenerlo \u00edntegro y sano. Dentro de estas barreras se encuentran la piel, las mucosas, el cerumen, los anticuerpos y una cantidad billonaria de bacterias que, le confieren al cuerpo un estado de salud adecuado que le permite librar la batalla contra otros microorganismos que pueden llegar a alterar su estado de equilibrio.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/content.nationalgeographic.com.es\/medio\/2022\/10\/20\/fondo-microscopico-de-bacterias-azules_31bafb16_1200x630.jpg\" alt=\"Bacterias, las protectoras del cuerpo humano\" width=\"731\" height=\"383\" \/><\/p>\n<p style=\"text-align: justify;\"><b>La microbiota nos ayuda a eliminar toxinas, fabricar vitaminas e incluso a entrenar nuestro sistema inmunitario<\/b>. De ella hemos descubierto que nos ayuda no solo a digerir los alimentos y extraer su energ\u00eda, sino tambi\u00e9n a eliminar toxinas, fabricar vitaminas y entrenar nuestro sistema inmunitario.<\/p>\n<div>\n<p style=\"text-align: justify;\">Existe una gran cantidad de bacterias buenas que se encuentran en el cuerpo de forma natural, \u00e9stas son en conjunto, lo que conocemos como microbiota, anteriormente denominada flora bacteriana; sin embargo, existen otras que, por lo regular no forman parte de \u00e9l, y cuando llegan a instalarse pueden alterar el estado de salud del individuo, desencadenando un evento de infecci\u00f3n o incluso la muerte. Por ello, podr\u00edamos decir que son malas, al ocasionarnos un perjuicio o da\u00f1o.<\/p>\n<p style=\"text-align: justify;\">Las bacterias tambi\u00e9n tienen su importancia en el medio ambiente, as\u00ed como cualquier ser vivo. Describamos algunos papeles fundamentales.<\/p>\n<ul style=\"text-align: justify;\">\n<li><strong>Descomposici\u00f3n: <\/strong>Act\u00faan en el reciclaje de la materia, devolviendo al ambiente mol\u00e9culas y elementos qu\u00edmicos para ser re-utilizados por otros seres vivos.<\/li>\n<li><strong>Fermentaci\u00f3n:<\/strong> algunas bacterias se utilizan en las industrias para producir yogurt, queso, etc (l\u00e1cteos).<\/li>\n<li>I<strong>ndustria farmac\u00e9utica:<\/strong> para la fabricaci\u00f3n de antibi\u00f3ticos y vitaminas.<\/li>\n<li><strong>Industria qu\u00edmica<\/strong>: para la producci\u00f3n de alcoholes como el metanol, etanol, etc.<\/li>\n<li><strong>Gen\u00e9tica<\/strong>: mediante la alteraci\u00f3n de su ADN, podemos hacer productos de inter\u00e9s para los seres humanos, como la insulina.<\/li>\n<li><strong>Determinaci\u00f3n de nitr\u00f3geno<\/strong>: permite eliminar el nitr\u00f3geno del aire y tirado en el suelo, que sirve como alimento para las plantas.<\/li>\n<li><\/li>\n<\/ul>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El n\u00facleo del \u00e1tomo\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcROTbF4eGuuE5nGbp7_aNuNP4toEdB-nGtxy_5J7-DSuun6vCZ9ew&amp;s\" alt=\"Resultado de imagen de El n\u00facleo del \u00e1tomo\" width=\"289\" height=\"188\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Todo eso es posible como consecuencia de que en el n\u00facleo de un \u00e1tomo existen fuerzas (fuerzas nucleares) que mantienen los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/27\/la-biologia-en-la-tierra-%c2%bfque-maravilla\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/27\/la-biologia-en-la-tierra-%c2%bfque-maravilla\/#\">neutrones<\/a> ligados. Estas fuerzas deben ser suficientemente grandes para contrabalancear las repulsiones el\u00e9ctricas resultantes de la carga positiva de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/27\/la-biologia-en-la-tierra-%c2%bfque-maravilla\/#\">protones<\/a>. La Simetr\u00eda que est\u00e1 presente en los \u00e1tomos hace que, la evoluci\u00f3n bioqu\u00edmica hiciera posible la presencia de estos infinitesimales seres que, evolucionaron hasta lo que hoy podemos ver a nuestro alrededor.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/d\/d7\/Auto-and_heterotrophs-es.svg\" alt=\"Nutrici\u00f3n - Wikipedia, la enciclopedia libre\" width=\"708\" height=\"824\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/tomi-digital-resources.storage.googleapis.com\/images\/1388995\/e3072e55-7502-4b96-88db-2f3b2304da26.jpg\" alt=\"TOMi.digital - BBC-6, NUTRICI\u00d3N\" width=\"653\" height=\"418\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">Los nutrientes necesarios para el metabolismo de tipo heter\u00f3trofo proceden de la digesti\u00f3n de los tejidos vegetales o de otros heter\u00f3trofos. En el metabolismo heter\u00f3trofo hay notables regularidades org\u00e1nicas. Entre ellas destaca claramente el hecho de que al representar en un gr\u00e1fico logar\u00edtmico la tasa metab\u00f3lica basal (TMB), \u2013 metabolismo m\u00ednimo cuando el animal se encuentra en reposo absoluto \u2013 frente al peso, los resultados relativos a los animales comprendidos entre el rat\u00f3n y el elefante se dispongan a lo largo de una l\u00ednea recta.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2009\/03\/metabolismo_basal_kleiber.jpg\" target=\"_blank\" rel=\"noopener\"><img decoding=\"async\" loading=\"lazy\" title=\"metabolismo_basal_kleiber\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2009\/03\/metabolismo_basal_kleiber.jpg\" alt=\"metabolismo_basal_kleiber\" width=\"612\" height=\"515\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Representaci\u00f3n de Kleiber del metabolismo basal de los mam\u00edferos desde el rat\u00f3n al elefante.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/elefantes.anipedia.net\/images\/elefante-foto.jpg\" alt=\"Foto de elefante\" width=\"317\" height=\"228\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Esta dependencia lineal en un gr\u00e1fico logar\u00edtmico fue descubierta por Kleiber en 1.932, y muestra que, si representamos las TMB en vatios y el peso, <em>p<\/em>, en kilogramos, la dependencia funcional entre ambas magnitudes es 3\u201952 p<sup>0\u201974<\/sup>. Si en vez del peso, se representa la TMB frente a la superficie corporal de los animales, el exponente de Kleiber es 0\u201967, que es el valor que se hab\u00eda supuesto anteriormente. Las medidas posteriores de la TMB en cientos de especies han confirmado la primera dependencia funcional que ha sido redondeada en 1.961 por el propio Kleiber, en 3\u20194 p<sup>0\u201975<\/sup> (en W).<\/p>\n<p style=\"text-align: justify;\">Aunque a\u00fan no se ha encontrado una explicaci\u00f3n definitiva de la raz\u00f3n de esta ley de potencia con exponente \u00be, el an\u00e1lisis de los requerimientos mec\u00e1nicos de los cuerpos animales dan una buena pista. Con criterios el\u00e1sticos se deduce que el cubo de la longitud cr\u00edtica de rotura de los huesos var\u00eda linealmente con el cuadrado del di\u00e1metro (<em>d<\/em>) de la secci\u00f3n de los mismos, que a su vez, es proporcional a <em>p<sup>3\/8<\/sup><\/em>. La potencia muscular es proporcional al \u00e1rea de su secci\u00f3n transversal (esto es, proporcional a <em>d<sup>2<\/sup><\/em>), y por tanto, la forma funcional de la potencia m\u00e1xima se expresa como <em>(p<sup>3\/8<\/sup>)<sup>2<\/sup><\/em>, o lo que es lo mismo, <em>p<sup>0\u201975<\/sup><\/em>.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/2.bp.blogspot.com\/-cjDaMA4z0-I\/Tf95t34zOPI\/AAAAAAAAIcM\/4ZCiYleB-Mo\/s400\/caracol.jpg\" alt=\"\" width=\"400\" height=\"290\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Una explicaci\u00f3n a\u00fan m\u00e1s fundamental se basa en la geometr\u00eda y en la f\u00edsica de la red vascular necesaria para distribuir los nutrientes y eliminar los materiales de desecho del cuerpo de los animales. Estas redes que llenan el espacio, son fractales que determinan las propiedades estructurales y funcionales de los sistemas cardiovasculares y respiratorios, y de sus propiedades se deduce que el metabolismo total de los organismos escala con su masa elevada a la potencia \u00be<\/p>\n<p style=\"text-align: justify;\">El sistema respiratorio de los Vertebrados, al igual que el circulatorio, est\u00e1 muy perfeccionado y adaptado para aportar la energ\u00eda necesaria a los tejidos de los animales homeotermos, de forma que les permita resistir en condiciones desfavorables<\/p>\n<p style=\"text-align: justify;\">El exponente de Kleiber tiene una consecuencia importante para los organismos con TMB espec\u00edfica (la TMB dividida por el peso corporal) decrecientes. Esta relaci\u00f3n limita el tama\u00f1o m\u00ednimo de los animales homeotermos y facilita que las grandes criaturas puedan sobrevivir en condiciones ambientales adversas. La ingesta diaria de n\u00e9ctar de un peque\u00f1o colibr\u00ed es equivalente a la mitad del peso de su cuerpo (para los seres humanos, la comida diaria representa alrededor del 3% del peso corporal), y los animales de sangre caliente, de tama\u00f1o menor que un colibr\u00ed, tendr\u00edan que estar comiendo continuamente para poder compensar las r\u00e1pidas p\u00e9rdidas de calor.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Los grandes osos\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">En el otro extremo, los grandes mam\u00edferos pueden pasar varios d\u00edas sin alimentarse, recurriendo a las reservas de grasa acumuladas para mantener su bajo metabolismo durante periodos de hibernaci\u00f3n relativamente largos.<\/p>\n<p style=\"text-align: justify;\">Los casos de separaci\u00f3n de la tendencia general ilustran varios modos de adaptaci\u00f3n al medio. Para regular termicamente su cuerpo en agua fr\u00eda, la TMB de las focas y las ballenas es el doble de las de otros animales de su tama\u00f1o. Los mam\u00edferos del desierto, con sus bajas TMB, se han adaptado a los periodos de carencia de alimentos y a la escasez recurrente o cr\u00f3nica de agua.<\/p>\n<p style=\"text-align: justify;\">En su colonizaci\u00f3n del medio terrestre, los cambios evolutivos de los primeros habitantes del medio acu\u00e1tico derivaron en extremidades locomotoras pentad\u00e1ctilas con adaptaciones espec\u00edficas, tales como las manos desgarradoras de los \u00farsidos, los felinos, etc.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQsCrs8dapXQDbtXm6KX6HcEz5DKD08JiXJ4A&amp;s\" alt=\"Descubren por qu\u00e9 el metabolismo basal de los seres vivos var\u00eda con su masa  - Ruvid\" width=\"296\" height=\"242\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/static.wixstatic.com\/media\/d9cdae_669363af08b94414bc59def718cc118c~mv2.jpg\/v1\/fill\/w_848,h_526,al_c,lg_1,q_85\/d9cdae_669363af08b94414bc59def718cc118c~mv2.jpg\" alt=\"CU\u00c1NTOS TIPOS DE ALIMENTACI\u00d3N CONOCES?\" width=\"373\" height=\"231\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/cdn.kastatic.org\/ka-perseus-images\/f600a29d5db0390652b34b398b75ce184ed40dca.png\" width=\"717\" height=\"482\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">Naturalmente, la TMB representa s\u00f3lo una parte de las necesidades energ\u00e9ticas. La digesti\u00f3n eleva las tasas metab\u00f3licas de todos los animales y la reproducci\u00f3n requiere aumentos peri\u00f3dicos de energ\u00eda (como tambi\u00e9n ocurre con el cambio de plumaje o pelaje en los p\u00e1jaros y mam\u00edferos). La b\u00fasqueda de comida es una actividad ineludible para todos los animales que no est\u00e9n hibernando. Simplemente por estar de pie, la tasa metab\u00f3lica en los p\u00e1jaros es un 15 por ciento superior a la tasa de reposo; y en los mam\u00edferos, exceptuando al caballo, esta diferencia llega al 30 por ciento. El l\u00edmite metab\u00f3lico, m\u00faltiplo de la TMB durante el m\u00e1ximo esfuerzo, es mucho mayor durante la carrera, nataci\u00f3n o el vuelo.<\/p>\n<p style=\"text-align: justify;\">Tendr\u00eda que mencionar ahora la reproducci\u00f3n y sus distintas formas, que var\u00edan de modo continuo entre los casos extremos de la cr\u00eda generalizada generada de golpe y los nacimientos espaciados de un \u00fanico neonato. El primer caso maximiza la producci\u00f3n de individuos que maduran con rapidez, y estas especies son m\u00e1s oportunistas. La mayor\u00eda de las bacterias, as\u00ed como muchas especies de insectos, pertenecen a este grupo de seres que se reproducen de forma oportunista e intensa. En condiciones adecuadas llegan a invertir una parte tan importante de su metabolismo en la reproducci\u00f3n que acaban convirti\u00e9ndose en plagas indeseables. En unos pocos d\u00edas de verano, peque\u00f1os insectos como los \u00e1fidos, dedican el 80% de su metabolismo a reproducirse, en una estrategia que reduce de forma importante la vida de los progenitores y tambi\u00e9n las posibilidades de reproducci\u00f3n repetida. Los endopar\u00e1sitos, sin embargo, son una desafortunada excepci\u00f3n a esta restricci\u00f3n: la tenia, debido al f\u00e1cil suministro de energ\u00eda que recibe, se reproduce copiosamente y puede sobrevivir m\u00e1s de quince a\u00f1os.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.jardineriaon.com\/wp-content\/uploads\/2019\/06\/Pulgones-en-el-env%C3%A9s-de-la-hoja.jpg\" alt=\"Resultado de imagen de \u00c1fidos (pulgones)\" width=\"635\" height=\"476\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>\u00c1fidos (pulgones)\n<ul>\n<li>Causan <a id=\"_GPLITA_7\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/27\/la-biologia-en-la-tierra-%c2%bfque-maravilla\/#\">da\u00f1o<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> al chupar fluidos<\/li>\n<li>Peque\u00f1os, color <a id=\"_GPLITA_6\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/27\/la-biologia-en-la-tierra-%c2%bfque-maravilla\/#\">verde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> o amarillo<\/li>\n<li>Producen mielecilla (sustancia pegajosa)<\/li>\n<\/ul>\n<\/li>\n<\/ul>\n<div style=\"text-align: justify;\"><\/div>\n<ul style=\"text-align: justify;\">\n<li>Trips\n<ul>\n<li>Se alimentan de flores y hojas<\/li>\n<li>Da\u00f1o causa peque\u00f1as \u00e1reas descoloridas<\/li>\n<li><\/li>\n<\/ul>\n<\/li>\n<\/ul>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de \u00c1caros (ara\u00f1uelas)\" width=\"319\" height=\"183\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de \u00c1caros (ara\u00f1uelas)\" \/><\/div>\n<ul style=\"text-align: justify;\">\n<li>\u00c1caros (ara\u00f1uelas)\n<ul>\n<li>Da\u00f1an hojas<\/li>\n<li>Dif\u00edcil detectar a simple <a id=\"_GPLITA_5\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/27\/la-biologia-en-la-tierra-%c2%bfque-maravilla\/#\">vista<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a><\/li>\n<li>Algunos producen seda y dejan telara\u00f1as<\/li>\n<li><\/li>\n<\/ul>\n<\/li>\n<\/ul>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Mosca blanca\" width=\"339\" height=\"190\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Mosca blanca\" \/><\/div>\n<ul style=\"text-align: justify;\">\n<li>Mosca blanca\n<ul>\n<li>Causan deformaciones<\/li>\n<li>Producen mielecilla<\/li>\n<li>En el rev\u00e9s de hojas<\/li>\n<\/ul>\n<\/li>\n<\/ul>\n<div style=\"text-align: justify;\"><\/div>\n<p style=\"text-align: justify;\">En el otro extremo del rango reproductivo est\u00e1n las especies del tipo selecci\u00f3n-k que se reproducen varias veces, espaciando los nacimientos y cada vez con cr\u00edas poco numerosas, y que maduran lentamente. El resultado de esta forma de reproducci\u00f3n es una tasa <a id=\"_GPLITA_3\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/27\/la-biologia-en-la-tierra-%c2%bfque-maravilla\/#\">baja<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de crecimiento y poca capacidad de colonizaci\u00f3n, que se compensa con la mayor longevidad, competitividad, adaptabilidad y frecuentemente por un comportamiento social altamente desarrollado.<\/p>\n<p style=\"text-align: justify;\">Independientemente de su posici\u00f3n en el rango reproductivo, los rasgos comunes que presentan las transformaciones bioqu\u00edmicas asociadas con la producci\u00f3n de los gametos y el crecimiento de los embriones permiten estimar la eficiencia de la reproducci\u00f3n heter\u00f3trofa. El m\u00e1ximo te\u00f3rico de la eficiencia, para transformar los mon\u00f3meros procedentes de la alimentaci\u00f3n en los pol\u00edmeros de la biomasa, est\u00e1 en torno a un impresionante 96%. Ineficiencias inevitables en la digesti\u00f3n de nutrientes y en la reproducci\u00f3n de recambio de tejidos reducen <a id=\"_GPLITA_4\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/27\/la-biologia-en-la-tierra-%c2%bfque-maravilla\/#\">algo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> esta eficiencia, que siempre se mantiene por encima del 70%.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/2.bp.blogspot.com\/-5QXMVt6S5Cw\/Tbq-H9NjNpI\/AAAAAAAAAAo\/1vIuAYvdVJE\/s1600\/SERES+VIVOS.gif\" alt=\"\" width=\"499\" height=\"332\" \/><\/p>\n<p style=\"text-align: justify;\">Los protozoos son organismos unicelulares, pero a diferencia de las bacterias, tienen membrana nuclear (cariomembrana, son eucariotas). Son organismos complejos, con un <a id=\"_GPLITA_2\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/27\/la-biologia-en-la-tierra-%c2%bfque-maravilla\/#\">sistema<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> reproductivo, un aparato locomotor digestivo y la capacidad de producir energ\u00eda por lo que durante muchos a\u00f1os han sido considerados \u201canimales unicelulares\u201d. Esta forma de vida todav\u00eda viven en colonias, ya sea de forma individual o como par\u00e1sitos. Se encuentra en agua dulce, agua salada, en suelos h\u00famedos o en otros seres como hu\u00e9spedes. Pueden causar enfermedades a los seres humanos.<\/p>\n<p>&nbsp;<\/p>\n<section><img decoding=\"async\" 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FLe0su\/Yb7Y6rwviS1Xr0XqRUpsGonlI8lWVU1QI9WqQeYCr06WbqUMDwmuakXgtIq1NtTeaWYwQAQawqkSSxKtrTa+mnsNsN4mVYtSppqYIfUbEhYQGN7sJ6RIO+CmZJ1qJ0oimBO4VYAad7yR8YGZfJin5uZqtoDldILLI0k6TzQoJhYv2uDJPZtdEfJTdUErulEJSnUKRUMtMtY0KVSvVUqCZ5mQXMc47Sc6lcFVNQeZpRq9SkwEPXzKlcugBvZenTSDvfGxzdWiKjU\/KZWRqpZat3KakZ3oLJSpTZykoSDCiI0xjO5nj+bBalThaiU1qCnTtTrUDARqLCHpPEQoJBIIjphhrlnyBYvxPwxaZU09OhQtIkRL1VBao8dV5gJ7aRuMZ5mxqOP8Aig16IozrUkMpdAGpkWKAqIcEAQwAIFj1AC8PyhdnC+tVLKO7Ai32n9MUdJQVQyzordLhE0NYR\/NBKmSQVdXBAA\/iVx7g0\/fBTOsoXUx\/FchyoCkJVRdLE6SObf4PewFrM5qmpKGogZp1abQZCp05nCwCY6Hck4yvESp0xUFQxzWMgiABJUSPgnbAi8nyTGRsfn9kb4Dkmr16dCYYq8Eqlh5dSpuTquZn5k2EY0p4ctOmctRzHlMDL1QYYsd4GoaRsB7e5nGC8N5tqWZSohgqrxad6NRfvfG\/otQ4lSY0GFLM0xzob2B3F5NOTvupPXrLnEbf0snFQmR4I4a+f9brVZLNI+X01XSq9NOcjSC6gQHIkif3j3g2nAd8lqBfK1iBuabc4HTZiSv6jsRjn1Q5hHNOoull6AD7gm0djgxljWVEqamRpOlwYPYwR9o+mDR+HYrJxYLiM1fda2hm2EU6wF7GLCCY9LE2+DHtjV8L8LUvUykEEHeQNJkdfSbGx7YFeEOGnNXzNMQokEqFJIO+ndHDKbiJjaN9nVrKpWmg97b222i2w\/TBXyGkXA4BvrvF8k\/iGf0gj8sGI3MAbC07jAPO5gHQp2YLJO+hmKoLdfV8Be9xDxHNa6nlElDKiA0EsTeO5MkE906dM3mc5BZgRpT+qSAJkVG0jlOkCzggSulhG0iBDlskkItV4gS212DalBB8tVZDAMjcEQJj0kxMClTz5hCCDYArpOksGDFmJJblUpYwSQTscUKOXrZgkU1\/tOSx3OoqZiFlWixMxJ2GNdwHhpoo5YhiYfTqkKeYEKSBF2a5uSSbTiDd6bLgRxQrIZTMMhYMzGDEyYu0z7iSsj94i3QoOAvyszBUleVSNQC6t2NraugvcH2u1M3qUmYAIM\/5mbGbHe4HTEGWzRKEmCFFgIvblA+ZiO6gz3jKN1NnZW6HD6NMq6nSqySLXuYBJE2N47x7YnSpTRpT2m5NgNuw6n3g4B6lajMkklidKwAdI3GqwgERf1HYXD2dhENqYgWbsx1dz3AA7OBAg4s1Vfas+cTUY64Khht+9EGBM9RPQX6GXZSgSjAiNRCjrI\/N\/dEL06DocMpUgFN2OptJncwbbC5HSe09TjM8d8SUiWoqyjQpApAgs55gZhjYhtUdo62EyGlRpoarTDjCpyqhYDqKZIM3JlTF98e45FXz1ZmZizMSSSZiZ6wCB+mPMKek+5WtvNdKyOWWijKrMdVTWS8eohRA0x1WY9zg3wrP0guvXq1XgiIsABB6b\/rjLVMw\/kK76Wl7FlCkWsfbb7YpFyrMAuoj6C20b4yH4twNhet9EEjSCUc8SZ9aoCAmNVwenx98P4ZxNKVJZczTJuN9JIGk2uvNt0j2wDKMSpZSxYxdoHTeB2xQr1i1SEQhWuDJuAT3A6g4BHPKHGQIxgiLBEeGqveMcpUrACoJpCWDAerVGho\/KwuLEA6pi2OV53Jc8moGNRipsehgG\/8ALHV24m2zTAsZBiJgfQ3xneO5akY00403hOoMRdvgfrjQixd7pGfA+GwVe\/oi4S3lVKwgGXUHSrSGVQPcw9NTB2g\/vHBSt4Kpka1prQZqxqNU1sxqBgNIMkFCXc8sRKkQdWLvgdzTy5dizM7aQOwBVQIG4Ek7Rv2wYz7EEsTK6pBMdKgYKfcEyPjDjZQRmtJCIh+VePWUw2\/tEkgapAAO4674qVuMpq8tjDfhqVZWJHmkhZF1DELbUNyJicXalUMQyqDzeki6ksys4J+Z\/wA8DmyZYRUAqupVgzgBi9MlkIK7wQSFn80WxYOpGcCRVLM5lpp1P2XU66KjBFDavNaoVmkxBNNwS4ZTaLgWJA7P8Oq1ajKTINWlAZhISiJquFFwXZVsouYPXGxzXBlPqcqBrAXSFUo8C4NtQkwwM\/cghsz4WVGc6lUu0ggEXLs48yIU3ggm\/KBJ3Ni8jdC7gONhYrL8DqPUqs6kVGdiYAHltK1KbJN4POu1oFj0PVckqszpRZKrczEwYFiVj8oX2H6xgnmKZphgrOxWAxS566SFFwTNt\/1sJrOhvl6qkoj\/AIZZQwZ5gy8EHmHzHTCzs8h02TAjZALOpQjiPBxJP7P+0GFg0axkiOUBUB3idvcYyOcVNZ0Kyr0VjJB6gmBscbLifmy4fVoNZFg\/\/hpqDK9tdgOtsZjiVEgCoYBYnUOxJLifoY\/uHDQuqWXK0F1hR8EzDU66OmksNUBtro4M3HQnG2y\/GKGtaj0NNVCCKlE3BHvYke0sCCR1xiOF0TUqhF9RVyI6labtH10x9caDhPC6oOqpVCrG3qj52E\/Xt8YG8Nu3aLPxUkjTTD8Fu+LcMXNUkq6V1soZTccrXkiAJIMwbdcWPB3h8tSVa1MP5VQlJMyHgTY3jn+luls1wbjCJVp0Uq1nDMF2Z1AJANgNIHvFpx2nKZXyaQsDp\/yubbSZJHTB4nByThhcXZz8lV4jVXL0goljGi7XKiYBJ6nbVf3nGfzuY11YBWKIudiz0pEEnf8AEIF7QDJkiSddHzF0F0HKW21S1zEjptG8SMT0OF5dZYp+I2pjJ1cznU0D5kCegjBX0Qn2brL5rJ5jQWVHbzFUVNIaYIJrAQfWbjYEGYu171bwsHAenUNJgtpWWW6yTzCWPNLGdx2uY\/4iQTTA0khtK\/xDUzRtMn4G9+uB9LNTUa8QG1XJlCpi8QBYfQz1wEENRaJU3DaVGgGQMSZBJIA1FVJO0RYTFtjiOjxDW7WhdDWMi2gsIIPcbz2jFKhmTzMTPKxMwACQLEdubT8kzJuKNGrp1sDzEAKY\/MADqj2gi\/UjDDKIQH6FW6VZhTZwRygq1rCdLIYH1URHSL3x4oBV9diQpWDtIBJltk9Nz\/Bedo0pHRF+Y3udyXOr3kE7z6MX6eXjnETvaIBA0wZFosY25cQDrSk6i0zQSy091TmeerSCwkTzSoQA3EG2+LtAES8qGYe8Ko\/MdW1gNoi9tsUM\/wARo0F5225o3LNJIgzt0EnuZ3OM3xHxI9YVPLqKpUHfVtMg8okHe2x3vbEuIpVza6q34i8QzTPl6lEFKbELHZjzD1MC6mbrqMQTI5tmeCLWc1ErnXMll0t8el7RYT8YtUeLq9U0DeAR2lgWYqBJiNlubg35reZXhuiuz8pR1KssXbVDAgflMhSZ7HvhW3F1Ks0rY9XaK5To1YGtKNRurk1VLe5UUyAf8d8LBDK8BOgaaXL0uf8APCxfuncwkP1Bvsn5LVUK0VKaPvdiD3tAj2E4JZajRDNqlbEgAwNxJ9z\/AJ4ydXjOqopWCxse97i+LOezAWmXDAuikgMbapmTJ33gbTjy2V2YD7r6RIwcD8kXbN0SCCrrF7jVMRsBv0xTy+hU1ByEBJCkR+naZxmsrxB3WQUWFBNSpMS19MsYG0kj93scV63GVDFi4q8oACXjsJ23tti\/op2CjvGNG61OdzFNwVB1Dft7iP8APEnCeHoupS+pHjlIBMaJbmiIEgyvYYxGQ\/aK1ItRo1GUEyygwDvE\/bB3g+ZqiPNVh01MsA26k+wNh2wdkbodl2dkoytK3nA+HhKZAfkPpJ9Vy3f2IxHxGmCpBqlZBYibiyGwXoCGEHq33z545\/6foEeoxAvHNJnSOsEGAb4IvkhAdCdVOzJI6hQQ078qgyNwAd8NxO8FBJywObJ4iosu0HSqseZg5BhlLEtqCn8hK97z9zPDyxuJgAsOk+kgXuAbiMBkphQCCKgEFQtmG5gSbqA5jaMFeH5owW1axe5EMIgQ3vYmfjBWOo6qZAXDRXWUW5rACDJ6zBn2j9b9MDeJKGFiRMk6Ygn+Idel\/bDamZEgExFtiNrGP03xHWVWurgkWJm46bg7yRYjabYJnzghUazJRKz1UhAvLUeVUro9JadWlHlYIsQDp9Pe2KmbzWVdS7agywampZdNxzqst1tUhl374JcTVFsyBNZuyiVJ3BfTdSf3vcCcZfjddS5JJBpXDj+sVWU3VhIqUheVI1bbixMxopKzyuVGvmGViKZLA8ypqHMt+ahUjS4AAmk4PURgbxOor0Syxp2BA7GwhjKxqgpJC6gVkEx7XqhSxP8AVyDVRdhqiMxQ7G4I9zGxwO4zmId6cgksPMYRD1ELqKiRsGVgT7k4Is82SrXg3NrRzlGo5hV1gx\/FSqIOvdhjf53J0MwNSGN+ZOn9pSN+txPvjleUUlgAJPYC9gZ\/STgvk+KNROoFnXqBYgfw+4xzWMd6yx+0BKXftmjS6T4C4GVzJZyKyhSFhALFWBDDaTYSD1Nhjo\/G80fLi6tAMSIklQR7xqmfYY5z4D8RoldQ51JVHI47i4BA3Pxe3zjoPGKPmJKkN1meg3+mx+nvgxiDRTVOBlc6O378VFwqstCmZMncxsJ6PE9Iv74p5ivp5yTr08oNyCW0huQGw3H1GBvPQ0lZ0n1QdnWQpUj8sEzvv84d\/wATRUBqELFr2F4G6wBJmfePqJwpaAcvaFYhaj6v4UJGzt62EAxyztvHtiGmukMRctyCQOpDMeo0wFG\/QntiLNcXWRTOyiNOoWAG8CwF+g2xQzPiJFOnWgJmAJm0gzI9xzAEb\/UVEqe8a0EkokoI5QwMGYAm0mNUj0\/w942vhpphb2WLkTuBJgzbaZ+nbGZHGnq6lUMig3LaSSOgAAFzcDtc4G8ezxYIgYmCq6e9R7EA9pw0zw6JCXEsqxqeC12b8TZemGKDWqmLd7WvFvicZ7N+MalWQQFUiABEwe\/T\/Dc98ZLjXEhSYIsTEn4khfqYJ+uIMyhqU\/MosWXYjqDaVPv\/AIjA3PANoRM72jgEdPE0MaiojvHSY64iVKDERE9OdtzvpLTBMnbecY6hl2q1PLphjU6iNo3J7AdzjV5DhIoAEw1Xq52H\/tjf+8YPaMS59C6QnM7vV0hCtZfIUaOtyBTBjW5did+7SRJ37nBrhWUy7KWDAgRJDHrt+W4OKXAM4jVly1RtZqyq2kKYJ0n+BoiCSZI6TipxKjmMtmddMgohg049aMJ0v12P0IBG2Bd446Bc9sTgHPJo8StpluBUqih6ZrlGuClatp3vAUwLzbvOFjKpSy1UeYtdUDX0vVKMp6hlBF5m\/XfrhYpnd7KLkahuRzW\/4gFMCVUxJa9hc3DFrnp0vGJH8Q6XPm0lZGMwL2BmARYwe+ABTk1TYGCQLCe\/vP8AjiLNZvTCBtQGnUDtMAn6Xj6H4woIA4r2T8SQKWizPiJqwBgNaI6wI6HpYbdhilkcsAGLp5Qa4tqJLQRoBiBgXmaqtAEU5jYACOhjt\/lgjls2mnyqjqQBA36RHNvAiO0YgsyDwoYfnPiVvJZc02fygalK1qgE7QZKm15iDgllGzLV0U09Ks2lVLkgNALb+x\/XFR8\/Q\/q9BKAyrU9QkG0hW3ggi\/viyKoC0mpKQx8zSTuRUq1kW0kzpCjfcdb4EbNlwTEbshGQq1kqjuHBUqSCuoDpYGJ+GHxO2LnBKuYAYP6LaTIXlkqZncRcD2O2Aue4wFpu1MPNlU3hIeWJE7ONuog9DibhGdWrTRlsZWmSLtTqMSVPxKyp6w67nHNjcNQmXTtfod\/utQ\/FQ4QlV6aiom7KVHMYHU32MRhJXJJeQRMkq0kHfnK9RcbRgQub8sMGUFp1aUUMAGmXQbvSYgErJKm4vfC\/aaNQKTpbVOlgzIVG5UVEtF\/zgfzxxZZslTmAGgR3McUpgzVF4nUh5va9r+18Q1aiaw9N0qkjlZhpKzP5wLzB5SMZ3N06KtpWpmOYEi9NlvAEwwJgkzvifhWVpKVRq4uvNAYEmxUkMCtvsbjvgtuCUfK0HUIjxJz5erZjuO9uxkTufjvjF8RzxLcwXl5h3sQCwBsG\/h237yC9LOtUVh6TT1rUQm2pH3E9GBW20ocBm4O1eialMEuGIjuB2w00gbpXEt\/bEjeKB8Tz51lKfLTQMid9DtrZZ6rqJj2jAuRgrxDIFLQdQ9SkXHxgW0jBWnNqs4ikb8FIpzlJW2ip9xQqlf1jG7reFcrUYuWqoeunSVP\/AG7\/AGxzPhGc8qqtSSpWbgTurKRfvMfXGnH9JWaop5a0aBW\/M6sSRM30sB1wwwjLRCxMZh5pMQHRkDw8Vpsr4VoiUp1qrT08sGG6MDEA++Ntks69Knoqy4gAGFXSBHTUZ\/MfsMZ3IZauaa1azZdSwVvwyQAHAIuSBsd9rdcN4rRpuuk5hSALjzwI+dLX6bjE5m7Nd80nG\/EREuew\/CvsrnHOP0wG0uNU9dgDuZJAPt8Yw+eqU6zMz1i87gae5+e\/6DFPPeHFYlqdUkDcoVcD5I\/nimnhutulUN2kEfqsjA3tP8k4JhMPCaPLVEKVLLrZVW\/7zTb4nbrtiQVDYB0VeoH+hA\/TES8DrMACmruVI\/39sEeF+GigNatIprOlWF2I3Y9dA\/7jbviGvrSkmWucdSlSd6dMoYkkkGIKhgJn3Omw339sWMvw0mnTeBI1T\/bLMF+ysD9MCvEWVSpSp1iSab8wnuSQ0x1BUj641PAspp4aCqg+YXZQBvyiku3fyycc9+hpEiaN3Xp7tqXOs1QSrUaoWNz9gLAfYDB7wxwMtS1Un00w7BmIkEQsgD8xtt0I6Yt0uBU\/NXMimzIpIq0gLMxUhQdgGBIMEw0YZn+L1q6NTFKpTK6VFMU2BCuG0CAAIOkwFEG++Eszjt\/S1H5HsGU2Pcm8Q4zlqdQ0aTqvuQdM9AzAXPubDvgXn6dYiSQ6m9iIP2sRhy+Ac1XqF2XyKZBOpwZ0ruQijVERc6RffGy\/b6VBKdFQa1SmulQKYBchlUwFBUEFlBiTa95wdzhW9pI4QaOYNTvaF+BuCVFZc7mFFCjSlk12LkA6Wgi1MTOo7wAJnAzOcR82tVzJmmhPIWjmQWWQehAmD3xb4vxStmmWnUVpLRpSSuvorTcsO57bDFLNeGM5UprVpkOp2XSbNPp1EEa\/a0YljhuVMsZee6Armqjcfyk3Ck9SAf8A+ce4HJwTPRbKVD7inI+6gjCwSm81X9PZyPz\/AOJeSYgNY723+cQ\/sF5LE\/QdcXMLDHcsHBT6dP7RVN8gCANRttYYlyWWFMz6\/Zvmen2xPhYnumEVSj02e7zK3Vz7GIVQAoUATAAva9rye98R8Szb1iDZAohQo2A9IJJkkd9zc9cQYWKejRclf9RxPtlWcxnWabKCeomwgAg3vt1x7wDNjLOz+WtXUukq0geoMDbqCojFXHsYnuIxwXfqOJu86NcR8SPVUDy0UgyGUtItG8\/7tihU4i7A6guozzgEGSSSTBg3MxislMk\/G\/t7\/GNzwfgWWp0teanUTyooLMTBtA32U6hYhxfFHYaIalqMO08a\/TP9vwsJVLNpnTy9dO\/zeMeOW737x\/r7Y6AMrk3nSj0hYzUSRBBYekzsVJ7XmNiH4n4cIU1KZV0G7IdQ2G8CQZOxAjHdzFeyC\/FYrcusLKIGAYBvVvb\/AF3wQyfE2p0\/LCrcRq5gYPwYxUqrGGjFnYeJ24VfT8QW1nNLzNanqeYWg\/HtGKlTIBrk\/pi5hYuImDYKgxUoFWqNPLCkfMHNpBsQIMiL\/fETcRVx\/wDboFHUEj\/D4xczzkU3I3j\/ABsf0JwCqgqNPe8j3wJ7QHaJyCR8jPEb1V7J8XWlrVUGlxcE2ttirw7iZpVNaqDuIPUEbE\/Y\/QYoqu57YbiKRxCzXTfdEavFH1hkBpsPzIxBH26e2DOU8aVFEVKVOqej3Qn50QJ94B98ZhHAvefnFjh2UqVnFOmASb9OnvifcqvijDfENB9Fqqfj2sjXpnQY0q1RjBBGzMCxECIJO5xZzP8AShWdr5elpi4l\/ppIIgDtGBnA\/DddqitXpxTW\/MReOgHUYJ5nwpljUaoXKIb6BAAnoGPv0jFaA3SUmLwrXZHa2OGvwUXEPGLV6XkVMsqIbg6nmCweRPvefc4IN47rUMvSprl1NNECI+pgeUETa2rcz3xbzeUoVCvmU9RWFFytiNgbTiSKRQU\/LVqdxpiQAvzecDtvNJDtFjaLWGuI4fBZ7hnjBiQVyoqNTUmTUYW\/MSEAB6\/7GLy\/0q1R6cvSQcs6SRIQELMQTcg3nYYJZVKNMakpU0DLLFRYgHYk4hbw\/kWJJoQbbO4EnaLx9sWqN3EIjO0oWEjIQOFfXis5V8ZO7sa1PzEaJpFiqmIgHSJ0yNt4tOHcc8aNmGL+TTpjSU002ZRDGkTMf+0B8GOmDvGvC9LMkMH8pwNI5ZUxsI3t3wH434N0qpy6tUhYeDcn94A9Dew7YJ3OlhMQdqYd1C6J58PiqOZ8XOxB8tBeSBMH\/mf2m89dVp7Yr8O8U1KBU0xBChPUbqtU1bjvJj\/ziCv4eqqiuVIDekEcx+nQYfkeDiZqMKcbzv8AbFLazROOniLbu1oOHf0n5mlTWn5VNtM3MgmSTeLdcLApqGU7sfef9MLFMzeSB30fsH6q1hYWFh9Z6WFiSnRJIEeo6R\/a7fOHZfLliB8knsAJYn4AJxC5RaceYsPQY+UwB\/FJWkvVgpgt8TYdyD2w6rR0sU9TD1Rsp6yfa\/2xNKSCN1Vx6uHOMNBxyhHfCio1dQzABQzk61kBEZjokhgYU2hwdiIxsDTapT8yimkBqiciwwGo0qYpkwA6DVAuNhG4Ge8A1orVAxt5FS2pgTy3CgG5gna9sbnJVFV0hCyNrd2sdDnVM3IAILmDcSsmNlp5MhtaWDiMjdFg69JilasgARPLprPKxVW0g0xaQfUyx22AxfyBNPMKebUwYTe+nSYJkEyS4jY6TbbGlyhZ6z0szTRRq0BgQGVNkYNJuTubTDH2xFQ4IodFjcyxK+oqVqahNtGrywLk8h7k4kyt2KnuiaKyvj3gwpVA6rCvfpE\/w7E79u+MgMdX\/pLtll6c4XcdmtbtGOUYvC7MwFJ4hmSQgJYWFhYKgJlSkGBUkKDuT0G+BOZ0LUA18oAExMx1jtgpm3hGNjA6\/OMzWzDN6jMbDtheQW5P4RhIvgk5ZpiY3Pt848y9BnYIilmNgAJJPthIoJAmJ7D7Y23g\/wALuHGYqWRYZf4pHLHt1xLGFxoJjE4lmHjLnHy96oeEvDLVGZ61M+UAVvaW9vjGryHCcvlgfLXmgks3M0fTptYYI5jMm4mYE9Sb7WG+BearWKzAlUALQJN+XRLA22OLTPbGKb815mTFTYpxJNA8Aps1XgGTFgvq08zGbfmBxUrVQWO41OFkCDyC86\/UPjDXbnm4mpJgBDpQbmbuPcXwO83lDWsruD+WWMCGe6n6YQJLjqiRQCuutwrlPOAwZEFmYxLC20l\/R9MOTMWB3hC28mWJA01Dy\/fAx5kxJZaSra5lzPqaFOLWWpa\/MUHVJSnCjXEDm1KYUfIxUikx6ONx11aupUudyQqrNi1zN55D9MXUqAkkQR5kGOYco6hvT9MCqiatJEMpq\/21AQXM2CY8pVSQjk7K7yb7mBFT0j4jEIEkHXXl8EVSry6rRDGZldzHMbjFqnmdPWLC\/S\/Zuu+BOo3JJ1BFW8BpYg2c8p+gxcp+o9CXA6qTpF9xz\/TBI5HNOiVkiHHrrmijlXs89bj\/ABGMn4t4YyorUgzLsxgTM2Nu+D6VQB0uGaI0nf8AdNvqTi1SrmSNtv198aTSyUU\/fmhQSPw7w4ajkuQNVvffrbrhY3+f8FUqlRqmtl1nUR7nf9ZwsccG\/kvRN7Wwlak\/JBcKMLpPbHQ\/Cnglf67MxpUggXIggFdQG7NIhexBO4DVfI1gtyHDC6R1NVbwh4eNVFqMn4bB1qgkjVp\/qnTtUBaJ2gN3IO2\/+nsuKLzR0l1NMjVcqwksIkEn92BuRh9XiMLt5NJYIY6T6ZgKvfaJi6wBGPafE\/PDeWXpsiSgdbkMI1oSLmI5iSJMSN8ZTsQXu0K3WYVrGbbIXxHwjT0FqBhmC0VO3k0RaFBghiq+xJLi2oxnvEXg8UEUKrlAOVKYLFyPzVHIu53NoFgosTja8HYFPPYmkWU\/unToLeY4LdIC366VMbAZjhPij9rpVUrB4YPUVSY\/DLFlFgNgdNuoFzIliN77vklp4oyK4nZc4zKEGCNPt2xAcEuL5VUeFiNxE7fXA4jD4NhYwRTgPEfJrJUkhQeaNypswjqYNgbSAemOqvTJM6oRwNrqSWHMxDAkRpE8twp2AjiwaDbHRfAua86h5RY66JAAQ6WNOAafNvPmQOog7YFK2xadwj6JatLla1YGH1Lq1GJBBIPMwdpEEJqK7nfm5ou5KoNLRBYALN+YqArEb7wY62I6YFf8OZkLQQC8kSTp1aipBmVCGCpH8NgNmaXes6Kz0NBkiAQ7XapCtq6EtIM302CyUpBeq049DRVHxnl6lXKVTvoK1e5KzpJkWMLe20e8Dl2O2UcyztVWoKRpnlOliwZDqDIdR3ETqAvpPaByjxLwr9nrsguv5e+nadzabT7YYwsgILUjj4aIchWFjycejDazVW4l\/VP8fzGMxGNVnf6tvj+Yxm3qDb\/ZwB+608EfAR71f8P8KNeqiAgajF5sIn\/P7Y6rWUU10L6VWAPYCBjK+ACrVHjlCJ83a0\/YfrjR5syY7mNptubH4wzF4YS7iVgdqzOlxAjOzf8AarVmmwvzKCBqbpNwu31tiA2ZbkEuzQCgJCi0hZ1r+uLCvIVrm7PudhYaSAB9GxWHKpn8tMkiyiXMcypLA33BxmyalCYNKVN2CqG0gAI7zsssSBzVOdTiF8vIMTq0IgtLc1zzvyMP88Xc4hGroYp0xZQbwWAeoTrG9onDmoKzbXOYgwGcQgHqFXSF+UBwC1oRb31z\/KHmkHqRAYGvBIDOB5Y\/NqgJ8i2LPCqRPlky0GpVBJDQFn01Fimtx+bFiiNYp1SQ2nzmLFtYH\/yWVPgg4sZTKNoMKSVy6gG12qsSI1FaD2Pzij36J9sYpRPShVmSyUGYEldQNRoswiid\/c48rZa7CLjy6VomIDGVqRTO35AcXs5loJpweapSowYEqihm5Kv4Z\/8AjE4dRpgusjepUqCVmyC3LW5x\/wDGPjAw\/igyx6qjRoksLeqrJAm6ptK1b\/8AQPjD6LwFt0dyBJHYEq\/4n2thxqgBRuVpMx9TXqEjZvxh0uIGIXX1LcwFTYm55jdT5g\/vHBWuWbKwDTrrVPBJUrvyKNIGoAsQTKHmH944sI0zBkaoJEQAg+kfriCQTMgrrJvDKBTH7y+m\/eTh1MkweumxPNd26MIbb2GG4jqlnjrryRCm5IB7\/wC+mPcVLm4Jjb8vS3f2wsaveJQxDmE3wPw5dTZirGhQw5o0gAAu7SCIUERY8xG8EY6kECotVhUNMKAKcibtK1Gk\/wBZF97DVMkjGQyuT002y9Mg+VRBZzGhazamXzGJg6CdQUeosp2UTr6OWVaSUqK8lEQqBWC6QLG6ksYkATzTNxjExTi\/UL3eFZkbXzWY1+bUeg0BRqZ1Av5R5Qzs882qZi2xMiSH8OQUQWVWJqcrNJnSgK0wNyFECIvqa0QY02YlWioqGmynk0jkTTzAsd\/ygbai5ty4z3H2bydOXJLVCUBUaSfM9TxExpkSINyR0nObE4yADZOmTK08UzK51swlenScQaT0lOnZRTYCB7yeg9J3F8ZrgFB2\/ZKy2LUgrghtJRgisDBt6gfTEhSBYTo+G00yNDVVPoW0wJJWLR7NHXrFzeDg\/EqbBlUBUHMXB5UpKOYj+7YCIBIN7kaYcQCANEi9vq5t1jfGeWNKsVMd4Hv3\/wDJ+dsZwnF7jXEmzFZ6zfnMx2HQYpYfjBDQCseQgvJHNLBXw1xT9mzCVLlfS6jqjWYfYyPcDArHs4tSqHEGwu0V88QCFqUp02LQEKQArSDIUzAJmBbqMeUc2Q0DUoZdSyhAAGogMYP8JJglYO+oDGH8JeIgoXL1yfLB5GEDTF4J\/dm\/6GxMatKR9RdjUXUFOwLaTGtYN5VW9XNEkkrypSQrWinzahPXMqazUVSoGDBwWPLAf8Uo5MQVT0GNjsZwN8b5QVKcD1AEgKBLlTyiRYUgpJN9MqoB3wa13szpq1PeQsNpAQPrkOTphgIhoNyZAeInWpVpBTGtuiyqldXm30G0CqZJ5TblBxXDNDXK+LNs23XNxj0YlzVLS57dNoI6EEWPyMRYfWKVBnhNNx7fzGM15dxjT5kqEbUCVi4Bg7jY4A5nObBQEHYC\/wBTucBkPiWhgyctALZf0coA9aTMqpMHYSRjR53qQDYE9dzA6An7frjHf0cZqc4KbE\/i02pj+0BrT9Uj643ubpkyoW4sRF5G4w3GM0GXksDtRpjxeY8QPwg+bWzC5stMTeZufWQrfacOqDUCo281VsWgBd\/QAU+pI++J9BDier6jtJCr2i\/6HEItpJ\/KrVDJNmNlu51DfqIxmvabQ2u0664KKivMuw11WcwUkqg\/h1a+vUHENJdIpu0cqVKlweUmQpAqE1V2GwIxaZWVSIiKcbWLVPblRt+hBxG9Ew4BmNFEQTvu0eWPMX7nfCrgnY5RsOugV7LLTZibrlwoYm4LusxWYHcE8pTEtdL1VkrreigMlb6ROlqko0joqiZx7VIZ2j\/1KwWZF0pAyddKSRtaoce8PfmRzI1O9djZZCyFkpKtt+ZhgJT7Ja3VnzArpHKGr1CBGgkIgHocFnv1TTirRY+Wq7\/8u5I5p5mIH4Z\/H7X1dsQVOVAsemkxIAAlqxifLB0Ex1D48end0AlR5dALGpQBDMSvKy7bhj+uOa0dde9S+UFeZpTzrMgJSSBLQZG6L+Iux9Rw4NLEzI83ezAaF7pGn+9OJaNRajAxK+cXvzAJS7FdJAsdw2Iqa2V4uEd73uxgQygMP+nBmi1my9dfBNRuUNvCOwbeNRizqJ+y4nUXb5QWN7fvFTq\/6sMKiCOuhUEkGTZmAIIefYxj05ulqh23YkQfgCTF\/i+GoxqlXWbr6fNXEoSJ8wCZtLd8e4EVciCSQxibYWH9eSFk\/wDX0XQ8rQOumCqsTdaQjyqY0i7aQA5WOZrzpiTBxps\/UMFkLaHhppCWbSpLKZkQwXTMAj5M4x1GvWFNXamvOPK1tyKFGptCKTrWiqjmLaWYptGkYJ5zi7CmVVmpqEVAdnl2Cq8bBiPNeN+TGPKwuNL20bgAlxriIo0z5tXQWAVAdLaNcqdagEbgrIsBG\/McVuH+IE0FKdGrUpoShflAJEly1QkaiTO3sN74y3E8759ZiWIo0xorV4ADm5KDSDq5RpJIb0gzcYp1OM1alMJlE\/Bpk\/ivK01Hd3PqaYMAk8p9RggrYGge9COIcSa2RbxLxM1npU3UM5aaOWpNMjbVXaLKNR2IB0vJIwH8R8V8tDk6b62MftFSd2XakpMcq9bCSTYSRgYOIpQVhQZmq1B+LmGnUduWnN1Wwv7DsIEjDTI\/kkp57sD5r0DCwsLDCRSwsLCxy5eEYOcM446nmkheZfYjSQAZEcyKYvMtaTgIxw4tiFdpI1W\/y\/G6QMFgyAmomr1ClUZfNpmAeZXAP1BvBjO8Yz7qBL66jKVNVRpFQKxGqBH4trtAJUr3MgCThVauwP8AsxH6iP8AoGKhoBsIneFwpPeszeoz7\/59ztviOTj3DcWQrUHEG\/Cf4\/mMZrSTjT5uPLae38xgRpCqH9RmCDt7dcBlPiT+EdlYfNV+GZt6NVKiGGRgyn3U2+mO2VK61kXMUjy1RqHtPqU\/xAyD8Y4nmawiIAJMm2NF4L8UHLzRq3ouZBj0N+8PY7EfXBsNLldR2KX7VwjsRFmYPEPqtsKUKS7b2juD9cV4mYPVJiZAHbTzAfJwUq0gwDAgg3BHXFbMltGkAfbHYnDka8F5mObgVSKybxetf0303HRr\/Y4brOpC1yC9XmBJHQRqOsC3QEYtJGgsxOoSI9jvPeb3xBl6ZqAhVsFC+wE3tI\/Q4zHM2TbJPp\/Si1EDUSZWmbyRzVCBcgQTE7piWLMsxISgNlF7tuChm\/5BvhjuJNt3G0+lbADTDTfaSN8Ppny2lgVOpnPS+y3WJPyDgeVHbKRr1z\/K8zlTUb7PVkAiAUojorSp\/u6dsVVc8pN2UNVgySCxhbNLAf2WGJa1PSgJBCaSswN2uzMBCkdNsRZQisj6SoACCCf3dwAZT7D644M4KTIXC+HQXqodhdlQJNy2p7mdnFv4sTmoJMkXgTcgqkWDCCCT0YnbABfEoNQF1UKraiCST0upm1u2K+fzgrtFBWUe57EkGT84KGUi+jSE+IV7+C0XGs29HmK7yel5jeLSNtjiirLmKgc0wgURtE9rDDMtQdiBVJqREe0AD+WLeb4hSy41MQzdAO+HYo+J2QQMvhYLdzCO0xAA2wsc0zPHs0zFtUT0GwwsH9IHJWHY0x\/mFtKHiRp1sFbUfLKMAVWgkEUwp6O0aj1C+5wq3FaFQL+G6t5wrkBgyyjKqKBVViQU1WnTfbGcGPQ0EH3H+IwF0YWi2Z4NWj\/EuPKarMtMNEgGrDmQwOsLAp\/lWxQ+kEQcCuIcSq1iDVqF42BsB\/ZVeUfQYqY9GLNYAqOlc7cpDHuFhYuhJYWFhY5clhYWFjlyWFhYWOXJY8InHuFjlK8GFGPcLHLrUdZQRB2\/1GBmeZFIHLFjyz\/PF\/Pehvj+YxmtJJ22wvILcnsKzMLte1tyZ6\/X5xGScTupYaogbT74hK3jELQBRzgPiirloT1059J6d9J6Y3\/D+PUKyqQ4Ut+ViAbbjHJSh7YQU4PHiHMFbhZuL7LgxBzbHmF2ipRBxV8nT6SRjm2S8Q5mmoVKh0joQD9L4NZLxu+k+ZTDN0K2+4xWTupOFFY7+yMRH6pDh1zRbOh0YMjAkGb9xtgbxDz60a3Bjr1+px5T8YUmnXSIPsAcV63iin+Wn9x\/rhYxVsUzFBiGkeDUcdFdqHMOul65KxHW\/wA98QpwkQRrYz2wJq+JX\/KAPoMVK3Ha7fnI+MQIzxTTcLiOFDryWjo8DpoLqvyxxK2dy9IeqY6LYYxVTNu3qYnEQE4I1oCN6A52sjyVpuI+KSw005UYBVc0WMkk4n\/4JWjVokRNiMNocNY\/5Yl0l7lHiZh4h4KTBW+fthYn\/Zotp\/XHuB2FfO1HDhj\/AO\/vhYWGyslu69U4cMLCxwXFLCwsLEqEsLCwscuSwsLCxy5LHmFhY5clOPcLCxy5LHmPMLHLgo8x6GwO0CTYbdsLCwCTdOQeqU5hygdO2INAk2H2wsLFGpiNeFR2w4IOwwsLEqxUqIINh0w1UEbDCwsVKrxKiqUxOw+2PDSXsPthYWLhGCYaY7D7YQpjsPthYWOV+C98sTsNu2JVQSLD7YWFjjshPRijVa9zv3OKS+s4WFgKQZu5T6R2x5hYWBrl\/9k=\" alt=\"Resultado de imagen de heter\u00f3trofos unicelulares\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de heter\u00f3trofos unicelulares\" \/><\/section>\n<p style=\"text-align: justify;\">Los rendimientos se pueden medir f\u00e1cilmente en los seres heter\u00f3trofos unicelulares que se reproducen r\u00e1pidamente: los rendimientos m\u00e1s altos son los de las bacterias (50 \u2013 65%) y se encuentra un <a id=\"_GPLITA_8\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/27\/la-biologia-en-la-tierra-%c2%bfque-maravilla\/#\">valor<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> medio en las levaduras y los protozoos. No es sorprendente que los poiquilotermos sedentarios sean, entre los heter\u00f3trofos superiores, los m\u00e1s eficientes en la transformaci\u00f3n de nutrientes en zoomasa: sus tasas se aproximan frecuentemente al 70 \u2013 80%, que es la m\u00e1xima eficiencia posible.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/_fbOuFvY_D7s\/TJIV_0axkOI\/AAAAAAAADZM\/j4_wg8ag8YQ\/s1600\/leao1.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La temperatura ambiental es determinante tambi\u00e9n para la reproducci\u00f3n y el desarrollo. Generalmente a mayor temperatura el desarrollo es m\u00e1s r\u00e1pido, es decir, el tiempo requerido para una determinada etapa del desarrollo se acorta. La raz\u00f3n est\u00e1 en que a mayor temperatura se aceleran los procesos fisiol\u00f3gicos del organismo. La influencia de la temperatura sobre el proceso de reproducci\u00f3n y el <a id=\"_GPLITA_13\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/27\/la-biologia-en-la-tierra-%c2%bfque-maravilla\/#\">n\u00famero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> de descendientes es determinante en muchos casos. Los animales de sangre caliente u homotermos pueden adaptarse a diferentes ambientes tanto fr\u00edos como c\u00e1lidos, porque regulan su temperatura corporal.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Resultado de imagen de especies poiquilotermas\" width=\"268\" height=\"206\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de especies poiquilotermas\" \/><\/p>\n<h1>Poiquilotermos<\/h1>\n<p style=\"text-align: justify;\">Entre los vertebrados, los homeotermos presentan tasas de crecimiento fetal mucho m\u00e1s altas que las especies poiquilotermas. Los ornit\u00f3logos han <a id=\"_GPLITA_14\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/27\/la-biologia-en-la-tierra-%c2%bfque-maravilla\/#\">sido<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> los primeros en estudiar la energ\u00e9tica de la reproducci\u00f3n debido a la importancia del huevo en la vida de las aves. La energ\u00eda necesaria para el crecimiento testicular en los p\u00e1jaros, durante el periodo de r\u00e1pido desarrollo de las g\u00f3nadas, est\u00e1 comprendido entre el 0\u20194 y el 2 por ciento del metabolismo basal. El crecimiento de las g\u00f3nadas femeninas generalmente requiere aportes energ\u00e9ticos tres veces mayores que las masculinas pero, en cualquier caso, es una cantidad peque\u00f1a comparada con el coste energ\u00e9tico de la producci\u00f3n e incubaci\u00f3n de un huevo.<\/p>\n<p style=\"text-align: justify;\">La cadena alimenticia, los herb\u00edvoros, los carn\u00edvoros, peces, nataci\u00f3n, carreras y saltos, el vuelo, y tantos y tantos conceptos implicados me aconsejan reducir el presente trabajo que, en realidad, s\u00f3lo quer\u00eda limitarse a facilitar algunos conocimientos del planeta y que, por mi cuenta y riesgo, he unido a los seres que lo pueblan y c\u00f3mo se mantienen y est\u00e1n relacionados. Pero no es eso lo que pretend\u00eda al <a id=\"_GPLITA_9\" title=\"Click to Continue &gt; by Savings Wave\" href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/04\/27\/la-biologia-en-la-tierra-%c2%bfque-maravilla\/#\">empezar<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, as\u00ed que, volveremos al tema principal de este Blog: la F\u00edsica, la Astronom\u00eda y los Pensamientos.<\/p>\n<p style=\"text-align: justify;\"><strong><em>Emilio Silvera V\u00e1zquez<\/em><\/strong><\/p>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F03%2F21%2Fla-biologia-en-la-tierra-%25c2%25a1que-maravilla%2F&amp;title=La+Biolog%C3%ADa+en+la+Tierra+%C2%A1Qu%C3%A9+maravilla%21' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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Se denominan aut\u00f3trofos por que generan su propio alimentos, a trav\u00e9s de sustancias inorg\u00e1nicas para su metabolismo. 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