{"id":28442,"date":"2022-08-04T04:46:52","date_gmt":"2022-08-04T03:46:52","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28442"},"modified":"2022-08-04T04:46:52","modified_gmt":"2022-08-04T03:46:52","slug":"final-de-los-misterios-de-la-tierra-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/08\/04\/final-de-los-misterios-de-la-tierra-2\/","title":{"rendered":"Final de &#8220;Los Misterios de la Tierra&#8221;"},"content":{"rendered":"<p style=\"text-align: justify;\"><strong>El metabolismo heter\u00f3trofo<\/strong><\/p>\n<blockquote><p>\u00a0<img decoding=\"async\" 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\" alt=\"Aut\u00f3trofo - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Organismos aut\u00f3trofos - EcuRed\" \/><img decoding=\"async\" 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\" alt=\"Aut\u00f3trofos; Qu\u00e9 organismos son, nutrici\u00f3n, clasificaci\u00f3n, ejemplos\" \/><img decoding=\"async\" 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\" alt=\"Introducci\u00f3n\" \/><\/p>\n<p>Son esenciales para toda la vida porque son los\u00a0productores primarios\u00a0en la base de todas las\u00a0<em>cadenas alimentarias<\/em>.<\/p><\/blockquote>\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 metano-g\u00e9nicas y los hongos Ascomycota responsables de la fermentaci\u00f3n del etanol (alcohol et\u00edlico).<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Ascomycota - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Ascomycota - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Hongos ascomycota<\/p>\n<p style=\"text-align: justify;\">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 procariotas 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;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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alt=\"Prokaryota - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Im\u00e1genes de seres vivos procariotas\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Seres vivos procariotas<\/p>\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 style=\"text-align: justify;\" align=\"center\">\u00a0<img decoding=\"async\" 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\" alt=\"Una explicaci\u00f3n termodin\u00e1mica para la ley de Kleiber generalizada - La  Ciencia de la Mula Francis\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBIVFRgSFRUYGBgYHBgYGBkcGhgZGBgYGBoaGRgYGBgcIS4lHB4rIRgYJjgmKy8xNTU1GiQ7QDs0Py40NTEBDAwMBgYGEAYGEDEdFh0xMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMTExMf\/AABEIAM4A9QMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAAAAQIDBAUGB\/\/EADwQAAEDAgMFBQcDBAAHAQAAAAEAAhESIQMxQQQiUWGRBTJxscETFFKBodLwQlPhFSNy0TNigpKTorIk\/8QAFAEBAAAAAAAAAAAAAAAAAAAAAP\/EABQRAQAAAAAAAAAAAAAAAAAAAAD\/2gAMAwEAAhEDEQA\/APsiEIQCEIQCEk0AhJNAISTQCEJIGhCEAhCECTQhAISTQCEIQCEIQCEIQCEk0AhCECQmhAISQgaEpQgarbiNJLQQS2Khwm4lYO1tjxcQAYb6DTitmpwgvYWscAM4cQeWit2DZPZtvBebvcBd0TSCc3UghoJ0CDchYdnbiODiXvbDiAIZkPkVd7s\/91\/Rn2oNCFn93d+6\/oz7UnbO\/wDdfpozj\/ig0JrP7u791\/Rn2o92f+6\/oz7UGhCz+7P\/AHX9Gfao+wfP\/Ff0Zz\/5eSDUhZ\/dn\/uv6M+1Huz\/AN1\/Rn2oNCFn92f+6\/oz7Um7O+B\/df0Z9qDShZ\/dn\/uv6M+1Huz\/AN1\/Rn2oNCFm93fb+6\/ozh\/in7u791\/Rn2oNCFn92f8Auv6M+1Huz\/3X9GfagvTXHxdsDC5pfiCl4w5paZc7DDxADZdMgQJMlQPaOGKpxsQFpIIoBOZaDZkXI8uKDtJrj421Qytr8Vwqos1uY1u240kWlPacR4a5zHuIZdznBtNs2tgCToTMDmRCDroUWmwTQNCSEEZTUZRKCSFFEoJKJRKTigz9mgUusO87Jpb55+K3LD2aRS7LvO\/UXeeXgtsoGov9R5hOVFx8x5hBNCUolA1EZnwHqnKiDc+A9UE0JSiUDUWZDwCcqLDYeAQTQlKJQJ2nj6FSUHHLx9Cq8fHDACZMkNAGZLjAzQXoXNf2vgtNLiWkTMgkNIElpIm8X4WMFWbP2jhvcWAkOBiDraZBEjjz3TwQXnAYapa0ybyAZsBfjZDsHDEuLWjUkgaXkn6qA2plJfIImxF5JAgCMyeAUG4TnkOeIAu1mccHPixPLIcyAQEWYddgKMO5sKS8nM27reeZ5DvS7RYBgvAAADYAFgAMgAtkrJ2of7T\/APEoL2ZBOVFuQTQSQoyhBGUSiUICUSs2Jt2E14Y57GvMQ0kA3y66cVplBl27tBmEJeSBS90gTZja3fQI2TaS+p0bn6DkbSHh1zcOBHBWbRszH99odAcL5Q8UuEayCQpsw2tbS0QBkEGfs\/EEP3h33fqn0stftBxHULHsJMOme+7On6U6eK01IJ+0HEdQk7EHEZjUcQo1JPd5jzCCz2g4jqEe0HEdQoVIqQT9oOI6hIPEm4yGo5qNSQdc+A9UFntBxHUI9oOI6hQqRUgn7QcR1CTHiBcZDUKNSTHWHgEFntBxHULn4nbGGwmqQJeJzihzWmofpmqW8R8ltqRKCh3aGHuS8CokAEgGRLT9bTlccQtDyxwg0kcDBFrixVGNgMcWFzQS07tsrHJXVIKzs+CZlrL57rb63tyCrx\/ZNsGtLnggNaGhzhrfQZSTb6KWLtBmhgl+vwsB1f6DM8hJDwcENkzLj3nHMxkOQGgFupQcvY3MY52E2DiBrnMqJLGuImJJquTd5u6\/Agaj2q4UzhP3hV3XbouQ18Aw6ItxtZbW5k\/mQUqkC2faA5rXEUkgEtNi0nQqntN49k+47qvqWbtJ39p\/+KDY3IIlRbkFKUAhCEEZQkiUHEOLj+9uFRbgtDahOGxri5ggGpz3PMx3W4YHF9wu4uJt+LiN2rCFLXMcYDvY1OZYyPa1y2Yce7l1XalA5SJQk5Bi2CAH5d92TS3zz8VrqWHYj3\/83aOH\/wBZ\/JaakFtSg53mPMKNST3eY8wguqRUqqkVILalEOufAeqhUkHXPgPVBdUipVVIqQV4u3YbHUOdDtyBDr1vobFr72fCQTAMoZtuHHfZYCd5trDO9s1HFwMN5Bc0EiIJzEGoRwuAfksGHh4dYw\/Y7oBdVeJIAPUADPQzbMOrh7Vhus17XGJs4G3G2lx1VtSxbPsmGwgtbcNDKpJJaIAB\/wC1vQcFe54AkmALknIDiSgm52Xj6FUOxi8lrDAFnPzg6hk2c7nkOZkKlznYkZtZ8w59j82t+p5DPU2AABAAsALAAaAIJYWG1opaIGfEknMkm5PMqypVVIqQSa7Px9Ap1Klrs\/H0CdSC2pZe0T\/bf4K2pZu0D\/bf4IOizIJyoMyClKBoSBSQJCSEHne09rwjt2BhjEZW0GplWFWAd4ClxrkgTuiwkkgFejXG7Q7QczacDCDw0PDiWSwV5\/pc2p+X6HNpzNQIC7EoMXauJjtA9iKjTi2gEVBhLJJy3o8U+z8Jwa57++8y4Q0RSKG90AyWtaTMwSchYbEiUHN2V\/fiDvu\/WXelvBaKjwHX+Fm2dx35nvuzp5ZU6eKuqQTqPAdf4Sc48BmNefgo1JOd5jzCCyo8B1\/hFR4Dr\/ChUipBOo8B1\/hRc+JJgQJMmAInMxZKpIOv8h6oMY7XbAJYZIc6AQYa0F8mYglomOMjMFXu7RYGl53QDSZzkAE5TlN+EGclfXzVeMxrxS8Bw4G+WSC1rybiOv8ACGOMCwyGv8KIKpdjhoAzcRutGZjPwHEmyC3aNpDGl7yABzPQCLnksbNpD2HGfZjKnUXtRcl4i7hHdyB4mCLmYUmp8Od\/6tB0b6nM8hYTw8JjW0NaA3KItBzEIB+1tBDXWdMQZJmDHdBzF\/mns21Ne0ObFwDGRAM5iOII8QRooPwMMxLGcO63KHCMst53U8VPDY1ohrQ0cAAB9EF1R4Dr\/CKjwHX+FCpFSCTXG9hnx5DknUeA6\/wq2uz8fQJ1IJ1HgOv8LPt7j7N+WXHmOStqVG3Hcd4eoQdVhsE5UGZKSBoSQgiiUIlB5\/btqB23CYAZbuuh7ALiptTPahxG879BMibC59BK8\/2hj\/8A7cBhlsBwbLsAVkgk0BzvaAN1oG9MGwXoJQCCq8TGY3vOa2xNyBZolxvoBc8FDC2hrqqb0kNm0OljXy0jMQ4DxBQYNnsX2jfOgHDh6q6pZcCJfYd85NLeHHPxV1SCypRc7zHmo1JOd5jzQW1IqVL8QCJOZgZkk5wALmwJ+RUTtDPjaPEgERnIOSDRUoh1\/kPVVtxWnIgxnBy8ehQH36eqC6pFSrqWd2MXy1hgCzn5xxDOJ55DmbILsTHM0MEu1+Fg4u9BmeQuDZ8MNEzLiBU45ngOQGgCqL8PDZJMNBEm5MuIEmJJJJF027Th2FbZtaps3ytKDVUipZxjszrbET3hlxzyVlSCTnZePoVKpVF2Xj6FOpBZUipV1IqQSa7Px9ApVKprs\/H0CdSCypUbc7cd4eoU6ln21247w9Qg7jDZCi3JNA0IlCCMolKUkHF7SxANrwGl43xutqwgZaTJDXb5EE92bgZXI7i5G3DD95wi7Ee15BoYIpfSbzrIqm2QEnRdWUGbb9gZjCl5cBS9piLh7Cw\/QlW4GCGMDBMCTfi4lxPUlWykSg4uGRU+\/wCs5PLuHTwVnXqVQx+8+8751B0HRWVIJ9epSd89NTxUaln2raKA3dmp4abxSILqjbIU\/VBqexpidDIubHiDNsyPmVU7ZMM3LNZzdMyTMg2u4n5qnD29jnBoDpdMSBoCTrlu5qeHtTHOcwG7c\/zXI9EFmHs7GgxMnMyZJ48Oiq2TZm4TS2owLkk5ZzKsxcZrRU4wPqToANTyXPw9tw3lr3HdcRQyDmDYv4mS2NASMzBQbrv4tZ4kOf6tb9TyGdwaAIFgLAAkADkoseHXBB8L89ORB+aeaDPs+y4bARJILmuuT3g4FsRrUG8yeJKmzZ8MgOjPekOdqHGQQct92XHwVezbG1gIkmXB19HNNo+Y+d5mSnhbLhtggRbifhpmOME31lBaNlw7GkWggy615EX4kn5lWgAWHrEZCOiye44dt3Ilw5Fwg\/Ty8VD+n4e7Fg1pbGdrkZ5XJQbjpnnxPBPr1Kw+4YYgU5SBxhzYcJzMga8bRaNkoJdepR16lQqRUgkNc+p4BPr1KrDs\/wA0CdSCfXqVTtfcd8tTxCnUqdqO4fl5hB6BmQTlQabBOUEpQlKSBSiVGUIOTtzcFu04Rc97XvyAAoeWghtTnCxzs03hdiVxtseXbTh0PZuGl7C4h8uFQLW1gEwc6Xd4i1115QSlJxWLtPtD2IBoq3cR0Awf7bC+AIMzEcuaewve8OxHHdd3Wx3aZa4zqDAI5eKDnAmp8z3jnTwGUKVSoqAe\/wDzOTXN0HHPxVe0bQWgENLpdBzEClzqjY23fqg11JOd6eaxnbm3hrzF7DPMWvnl8pOhRjbaxoaXSK6YBBneiAYyzQbalQ9zWGQ2XO0Gbo1PIWuVW\/aL0sEu1sYaDq7\/AFmeWYrdj4eGRUSXPIFRBk6DIWF8sroNLGXreQXZD4Wzo2fPM8hYRwsBosQDBJEgaudBsAMkzBIde06GCDmCI\/PmVQ3AAINbzAAuTBjjbO2fEygn7phGLTDaQZkhsBsA8gEO2HDIIItEZ5W\/menAKDNnApNbyRr8UxnaYsNdEHZ278ueaw4HlUKbWziM5yHBBa7ZMOcokk2MXdp\/rhorsMAAAePW5+pWV+zgkmt4vUOR5SLA6jVT2cBrYlxyzknIDP5INVSKlVV+QUVfkFBYXZfmhTqVJfl\/o8CnV+QUFtSKlVV+QUVfkFBYHZ\/mgTqVIfn\/AKPAJ1fkFBbUqtqduH5eYRV+QVTtD90\/LQ8Qg9K02ClKgw2CcoJShQJQgJQlKJQVDZsOovobUSCXQCZADRBOVgMldKUolA5SdkiUig88Tvv\/AMj8XAcU6lW52+\/Lvn9RdoOnghzoEkwBmdAgtqWXFdXZsQDd8AwZuGTmeeQ55KMl\/EM6Of8Aa36nkM7shAsBEDggi\/DcGhrCGwZM3JFLpuZkk03M85yMXtxCSYZbuzJh189Ygn5hvNXSiUEXOxLRR3RIvd+sHQKLHYlpom1UTAzy46fzpZKU36eqCtjsUhs0C7S7OQJkiL306rRUoSiUE6kmOsFGUmmw8EFlSKlCUSgkXZfmhTqVZOX5oU5QTqRUoSiUEg7P80CdSrBz\/NAnKCdSr2h26fl5hOVXjndPy8wg9Qw2CcqDDYeCkgcoUZQgUpJIQNCJQgcqLniadYJjWMp+oWLtHZcR4AY+jdxGzLrF7C1pAGcGD5K7ZtnoaJguvJ5EzE6gANHg0IOHtD6XPLie\/rEmwgANz81U3DLrvsMwzhwLuJ5ZDnmtz+xnF7sQPguqizYbIAt0zzvwsp\/0t89\/XgMoy63QZUnf681qHZWJ8fw6DMHe6hH9KxPj4aD4p8kGZC0nsrE+P4tBr3eif9LfPf14DKIjrdBlS16eq1N7LxLS\/hoL2v8AVA7KxPj0boNDfqEGZC0nsrE+P4tBqd3oh3ZWJff4xYcLfVBmSbkFr\/pb57+vAZRl1uk3srEsK9G6DQ36hBmQtP8AS8T4\/oOMx0smeyn33\/i0Gp3UGQ6fmhTWn+lvnv6zkMqYjqhvZeJaX8JsPmgzIWkdlYkd\/RugzBv1CZ7KxPj+LQand6IMg1\/NAmtTuysS8P46DgB5oHZb57+s5DKIjrdBlVW0d0\/LzC3DsrE+PRug0N+oQ7sl5sXznoPikfRB2WmwQotTlA0JIQKUSooQNNJJBIFZ+0MdzMLExGtqcxj3tbc1Oa0uDbXuRFuKuCEGPAx8R+K5paWMYQQb74d7RlJ0\/Sx\/\/UPFbUpQgksG3ba9j2sayoOY5xN90jEwWSeQbiPeeTCtqaDN2e97mDEeC1zw15YZllbWmi5ORngJmwWqVFCCS5DNtxsRww6CwODt8VCmH4zZF+GEz\/yjTPqpoHKJUUIKtqxyyiBVU8NI5EONucgdVR2bi4mIPaPloIA9nBgEEkuBJnUCI\/StqJQNEqKEHO2jbsQOcxrJh7GAgGaXMwyXeIL33y3Ct+AyljWVF1IAqddzoESTqVOUkElRtuM5mG\/EaKnMY9zW\/EWtJDbXuRFlahBgwMbEfjEEFjGDKLYldQEuOUUhwjR99F0ZUZQgksO3bViMe1rGVNcx7iYO6WvwWiSLRS97ozPszGRWxCCjs9zjhte9pa54a97CXGhzmguYKjYA2jxyWlRQEEkKKEAhNJAITSQCEIQCaRQEAhAQgEIKEAhEoQCEIQCEIQCEFCAQhCAQhAQCEIQCEIQCEBCBwhJCD\/\/Z\" alt=\"Sobre el metabolismo de seres muy especiales. : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"center\">\u00a0 \u00a0 \u00a0Representaci\u00f3n de Kleiber del metabolismo basal de los mam\u00edferos desde el rat\u00f3n al elefante.<\/p>\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,\u00a0<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>\u00a0(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\u00a0<em>p<sup>3\/8<\/sup><\/em>. La potencia muscular es proporcional al \u00e1rea de su secci\u00f3n transversal (esto es, proporcional a\u00a0<em>d<sup>2<\/sup><\/em>), y por tanto, la forma funcional de la potencia m\u00e1xima se expresa como\u00a0<em>(p<sup>3\/8<\/sup>)<sup>2<\/sup><\/em>, o lo que es lo mismo,\u00a0<em>p<sup>0\u201975<\/sup><\/em>.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"El sistema circulatorio y c\u00f3mo se reparten los nutrientes por nuestro cuerpo  \u00ab PonteMASfuerte\" \/><\/p>\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;\">\u00a0<img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"El peso metab\u00f3licamente activo: entre la ley de Kleiber y la segunda ley de  la termodin\u00e1mica\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"El peso metab\u00f3licamente activo: entre la ley de Kleiber y la segunda ley de  la termodin\u00e1mica\" \/><\/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 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;\">\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTJ-us4tmblW1YflrwVh1oRoR-HPB0ZXRGRNA&amp;usqp=CAU\" alt=\"Alerta ante las agresiones sufridas por las focas refugiadas en la costa  asturiana - EFEverde\" \/>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubren un nuevo grupo de ballenas azules a trav\u00e9s de su canto | National  Geographic en Espa\u00f1ol\" \/><\/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 t\u00e9rmicamente 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;\">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;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Los diferentes tipos de bacterias (y sus caracter\u00edsticas)\" \/><img decoding=\"async\" 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\" alt=\"Im\u00e1genes de Insectos | Vectores, fotos de stock y PSD gratuitos\" \/><\/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 style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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alt=\"La Biolog\u00eda en la Tierra \u00a1Qu\u00e9 maravilla! : Blog de Emilio Silvera V.\" \/><\/p>\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 baja 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;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"300 Profase II. Los cromosomas vuelven a condensarse por completo. En cada  n\u00facleo existe un n\u00famero haploide cromos\u00f3mico y cad\" \/><img decoding=\"async\" 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\" alt=\"Fisiolog\u00eda reproductiva y cambios evolutivos con la edad de la mujer |  Revista M\u00e9dica Cl\u00ednica Las Condes\" \/><\/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 algo esta eficiencia, que siempre se mantiene por encima del 70%.<\/p>\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 valor 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 zoo-masa: sus tasas se aproximan frecuentemente al 70 \u2013 80%, que es la m\u00e1xima eficiencia posible.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"La Biolog\u00eda en la Tierra \u00a1Qu\u00e9 maravilla! : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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ICedZlykWxUoybe9bev9FwooorREKKKKAEvbFM2AxPlaZv5Rm\/SmmHuBkVhswB+ImjEWg6sh2YEH0Ig0q7I3ScJbRvbtTZb962SnzAB99LuT4n9V9h3RSniPD2uOGBXQAAmZtkNOa3+IjTWNhykHR\/07FQQb3IRqTBG8SNZPik+zEDSmUGGP4dZvpku21dejCYPUdD5ilTcGv2ZOHxVwKP7O8vfr6KSRcH8xrNOGYoT+3319p9PBlIEzucpzcssgSxpxh1YIoYywUAkczGp186TRiUE9yq8AucWCst+0sSSrFx3gEyAR4g3TUg9Saqvau1j1utcxCaMwAdC0ZVOZAChlRAYkc\/F1rrVIe0nDL2IOHVO77tbme5nLTAGmVQPFILAqSNxrpBFsGOOlVd\/U5tiuGrdY6XQz6myPAGOpJIYSimCSZEanTWnfAcM6P8AW9nS5aw66KQ4uXFF1RE6ZSjgqfs9Jp3xDguNu4lrjrZuWmtm3ka86jUZSdLRZQQScoJ1IObSmnCeALaKvcIZlkoqgrbQkQSqkks5GmdiTvESRTKyk3yx9RRRQZEnG+y+Cxmt+yrN94Sr\/wAykEjyNK+F\/R3w7D3kvIjl0OZc1xiARsY5++rfRQAUUUUAFFFFAHlVztbgbmW3i7AnEYYl1Uf2ls\/1to9cy6j8SqasleUDTpkbh+Nt37Vu9bOZLihlPUESKk1V+z39GxeIwX2G\/pNjoEdouoP3bvijpdFWikgapmu6SFJAkwYG0nkKo3De2N+8z2MoFwKG7wIVVeTjKxaWDaD4kaEG+1RP+irhb90KZ71muz+\/cc5QOQUZV9AKHwVwRUpqLM+6WcxEtzZvEx9WOtD2EO6qY8h8q2Vg9wAqPvGB8Cf0\/KpnraUlR7cx72Vnv7iiYAnvST0UOrEnyHSscNx65cMLiLgPQpbBMbxNvWJExtImJpH2qLqbV0LmRcwcQDE5SCQQRHhIn8VQ+F8RfE3rIQeG1uy6rAWAWMDxHUR0YxoDRbJPHjvhexbnu3Dvdun0uMv+gisUe4uq3boPU3Hf5OSvxFeGtdvEIxgMpPQEGi2b8PHxS9h\/wjixc91dgP8AZYaBx+jgbjmNRzCuqotxxmCEb6g+Y10I1DDcehI2plwTib993buzKSVGaJDhQ4ggSQVLbzqBW1I4c\/TablHgtFV62fq+OZTpbxXiXoLyLDD+K2FPqhqw0v41w1cRaNskqZDKw3V1Mqy+YMVpnBJNq1yjRxLhRuvnW4UMDYfaUnKZnTwtcU9cw+7UJeB4gkhsS+XQaMxLCWktJgGCBp750NS+A8Ta4GtXQFv24FxeR6OnVG3HTUcqW8R7TOj3URBocqEnnMEsOm8R0FRy5o4o6pM3j\/MaS77Gu7hB3rIcYyuqH7wCqSpIzFtNFXSeXup9wdf2ZIu96GYkNJMDQRJJ2INc0xPGBevFEtF2WTdCFQCZ1P7V1G+4BMHptTrshxxUuvZMgZgGVxlZHI0kbQRGo02INcUOuetKSqL7\/Xizu\/BSWNttWuy8joVFLeI8asWSFdvEeQBJA6mNql2MSjoHVgVIkHlFeipJ9zgtXRvFFJbPabCNcW0LozsSFBBAJ6AxGvLrTkNQpKStM1TSsyooorQhJ2j7SYbBIGvMZb2UUS7RvAkADzJApBhvpQwLGGS8nUlVYD+ViflVB7R40Yjidxrx8AuMgBmMlvNlXQ6A5ZPq3WpfHLeF+rFVVFuKGIMRlAkjKcx30lc0QNhuMuVNIvjwOcXJM7DgMdav21u2nDowkMP+aEbEHUVMrmn0N33jFW\/sDu2A6M2cH4hF\/lrpdaIHla7t1VEswUdSQB860cUxqWLNy8\/s21LHqYGw8zt764Vi7+K4jiSXOZzJAJ8KLvlQemw3MEnmaBpNukd+VwRIMjyrOuAcPx+K4dfHdvEalQ023GkqwGk6xImNYOhjuXCMemIsW7yey6hgOY6g+YMj3UBKLi6Yl7aDuhh8cN8NdBc\/4FyLd73AFX\/+2KsoqPxHBpes3LLiVuIyN6MCD8jSvsTi2u4GyXM3EBtXP\/MtMbb\/AOZCffS7hyh7SLtJhzC3hqLYbOPwGCSOpUqDHQtEmBT2lHaP+pA5F1kddz+YB91DHCTjJNFbD3G2GUdXEk\/wgiPeZ8qiY26ttg1y6QYIARAdCRJIIY7gCdBrHOmVVvjzX7V43ERnR0CEqpfKfENVAnZiQfxN6Gf0OyOWU5VJ0hxhrzXFzJcUjbW2wIPRgWBBgjSBvW0LcH3PSDr750+BpT2Ws3YuXLilA5XKhEGBMkiBBOaNQD4R5U9p0KWWabSkJuLYlwVWVLRmFsCQYO7TqQBmOg0KjqKmcXtXLeGa6xgqygTDqASAHUooYkFo2ExERrW5cIguNciWZQpkyMo5Acp59a9Rbt66MKLsIUIYkAkLp4doZiuYjMDGWTMimqIzlJu2xY2KGIt2\/aUl1IZGBGZW8QVhryIhgJEjrW97tu1iUJuFM7IzmMygqVys2ogHLk0PMGIBqxWOyVm0G7lnTMcxBOdSx3Ouo2GgIA5Coy9h8O1wXLxNwiBHiCsAZhwzNKzGmkwJkUaWXfUwlGndluooorZwibjfC+8y3bbd3ftzkuRIjmjj7Vs8xy3GtVBuM\/X7ps5Mt+0ZAVvCw2uEExMEKRMGGOmhroxqNirdoftHCDJrnaBl6nMdtKllxLJFxfDMJTjNSg6fc5Kb7W7b2AwJBZkYvkuIxZmE+HkSRIOqmCOZw4Lg7qm5evXBcd8qnLBAC5iADAkyzEnSvLlkNiL7MwYPdc5gZBBYlSPKI0rZYv2lcKr6GQx5RE7+vSvBntcVvvvtyfSZ8U\/BcoNVpv1MOKMxnUqPmfWk1vE3EnK7gEFTBIBBmQSNOZq0th0IzJqOUbVqw\/Cbl14VSx6AfmdgK6cGa9kj4jL00pZVO36CTBo12Lhci4jAg9NSyxPOcxGtbeF8Sazca41xhcmc5JOo3zMTty1nenWG+j7FvcAfJbSdWDZjEn2QOfrFWjA\/R7g7dwOxuXIMhbjKVnzCqCfeTV44Mkv8I+1z5+mUZRcrTWySW3qWnCXC1tGO5UHXTcTW+ilHEeP2LTd3mL3eVq2M9w\/wrt6mBXpcI+elJRVs5B224Q1nGXwykI7tcRtgQxzeE9VLQekeYpIwJjMxYDkYj5Ac6ufb\/ij4hkRwiFCf2SnO6SB\/W3B4cx08CzHM7VUu7GgJIEiSNTE6wOZpOTSuinTOc8qg3UX7+x1P6KeHG3hHusIN1\/D+4vhH+bP7oq80r7PG39VsC2ysgtqAyiAQABtJg9RyNNK0JlX+kif+mX46259O9SflXHMHiXs3M6eQMGDoZEH4j311n6R+LWreEawTNy6BlXooYEseg0gdT6GOSKZ5UnXDMrMsc1T37BicQ918zCImBuZO5Op5yd+Zrrn0WXSeHheSXXA9CQ\/5ua5INa639GF22cDlVgXDuXUHVSWOWR5qAffTVVsVy69Xx8lwqtdl\/BieIWOS4gXVHRb1pGP\/AHBdPxqy1WsJ4eMYgf3mEst70u31\/JhSZhcMmdrsfdw+CvXLK5roWLYjN42IUGOYEz7q+ccZxfGG6zXMReNwMZJuNIYEgxBgRqNNK7\/2uxjLbYqASpBAOxhgYPkdvfXGeL8C+sY4jDRkuWxiHdzlS2GE3GduSZpP8QFTk7NY2hx2T4riLuEvIxaQfBe71ldSdSCCChExqY3PqK43aviKMQcQ0gxqEO38NX\/BdkMLatArjsisq5kUC4c2pJOUk5iMukQMtUbtDwkPxFrNhSEbLkZzOZQoDXCYG7K5IjQyN9KTdclpShSrnuXLsRjrvEVNu5duB1B7woVtjKSMvd5ROaM2vVROhqy4DCvZRLb3HueHMHuLkuQWYRcX7wiJ5\/nW+yPDLmBW69q7bJAVmL2z4pJUIIYGCYjXcTtpTjG8VxNx85VYVQgj2czZySR7eoUeGSPCNRSU0R8WIwxGIRBmcgD\/AJsNyfIVXzirys91ZDZyw3mIZRoOeQ\/Gt7Ek5mMt16DoByG3wEzRXNly6tkcefI57LYtnAOOFly3JJBiTudBrVjRwRIrmdu4VMirlwDGFgAathyt7M1in2Y9ooorqLnlcy+kC9d+urbYnujbBVZ8JMnMY2LDT00rphFRsXg7V0RcRXG4DAGD1E7GpZsbyQcU6Ojpc0cOTVKNrg5HdsFlFqypZ3mABr1P\/vWjh2EBWDpp8\/Ouw4Xh9m1Pd21Wd8oAPyqDxPs5h75LMpVjuyHKT68ifOK899DNR2e56kf\/AFMTWhwqNV\/qKNwBR9ZW0ii5mVpUkhdEJEsJK+IKJjnTbDXcbh5BD2lJn\/4YYhf57FwNA6lBVn4PwLD4YHu11bdiZY+U9PIU0y11dP03hx35PJ6+WPNkUseySryv2KbZ7RXWMDHYIHo9q5bb+V7oNMrdnG3NsbZA\/wAKyCfcWuMPlTy\/YRxDqrDowBHzpdd7L4Bt8LZ91tR+QrqpnF4cvO\/Vo0Hs6H\/r8RfvfhL92n8tkLI9ZpD2j7QWMCpw+Dtot37RVQFSRz+9cjkdpk9DK7S8HwOFwty6tgBtFQBnAzMYGgbYb+grmBsDmJ9daEgUZLdRXu\/4MHMkkmSTJJOpJ1JJ5ma1XGHUbj86kCwvQfCvLieyPP8AIE0pXRfD4mtNUq37vgz4djrli6LtklXHOBB0iCDuIrpHZ7jWLx6sBetYcpGZUQvcMj2lNw5VUmeTRFc4y037J4k2cbYYGAXCN5q5ywfKSp9wrVEtLfLf2Ld2j7N8ORRdxV+7niM7XM1x\/IKQR10VQBJrnOKFsuxtqypPhDEM0dWI0k7wNBtruWHHca2IxN283NiF8kBIUD3a+pJ50uu6An\/k8qNkimPGnJJLk0WkGp86k4TFXbTZ7VxrbdVJExtIGjDyOleJbgAdK9y0RjSotmnrm3d\/x2Oz9meMri8Ot0QG9l1+64AkehkEeRFQ2\/8AnKeeCf5X7cfmap30c8Q7rF90T4byx\/GoLL8s494q4Wzm4y\/4MEvxe+\/\/APOhk13NParCu6OqmGOxO29Vq\/gks4XCpaVf2invHChS4ttKA\/hDOSBPSuiY7DZx51TeKYG+O6tLbU20LEPmIYKxJZcp31ykHyA03PPki6aJTT0tCm1jZslG0i6H16EMn+oiteLwgy28SXC9w72ip5rdCPMzoQ6t65ql3cKw3ExS7E4e5mMFgpKyoJAMEmSOcaVy+JXK7Uc3iOC3V7UbMRdbVFB1KMT5RcAB121PxFeLjCAysN3SIBJ0zg+7xzWWED5fFvJ\/M\/pHxrcyyCJiRuN6wpO79CcLbTb\/AOHtFR+GuzqVb20OVvXk3oRrTSxw925UJNlp45Rk4si20JMCrh2fwpEGtPDOCcyKsNm0FECuvDia3ZXHCt2baKKK6iwUUUUAFFFFABRRRQAUUUUAU36Tm\/o1kdb4\/wD1Xf1iucZa6T9JSThrJ6Xx8O7uj84rnuWmhGjLWvLL+g+Z\/wDQfOpREa1qwqaZjuxn\/b5RWXu0i2P4Yyn6L1DJRlrdlrbhcI1xwi7nWeSgalm\/CBqf9yK2RINpZUHfQanfasCuZ45LqfXkP1+FbTCIoUGYAUHfbn6czWyzZyiNzuT1POsPd0Xh8EXN8vZfuzDLRlrdloy1sgY4W8bVxLo3RlceeUgx74j31c+xeJxl3ifEHuKhtoVs95BBYIXa0FG0lLoZj5rA10p2SusdknDYKwYg5AD5lfBJ6nwistGoypNDqtV2wrbittFAhNjMHZWMzqsmBmIEnynflWi7wNdduu\/KpPGbNtioa61ssrLoAZQlMwMqconKJ09rrBEU8Csne8xEg6lNkUJ06AAk8yfKMPHFmdKMP\/D89KzTs8PKssNwaxbcOLhlWnVhE9Og3j0joDTrv0mMwn1rPhRFoRVuLcBa2VxNlczoIe2P7W3uQPxruvvHOnXCbtm7aS7aIZWEg\/oRyIO4OxpgrAiRqDVfxuCu4a42Iwy5lYzesDTOedy3OgudRs3rrWtKjujoVTiovlcP9mWOioPDOJWsRbFy22ZToeRBG6sp1VhzBqdWybTTpntFFJMZg8Sbxe2yxmkEuwhRbju8mUqQXlsx+9t4RQId0VX7uDx52vKNAdNswYE\/YkiNI0nyqXw2xi1eb1xWXKdBAObNpso+zp\/zQAa0UVizgCToKAPZoNVvjHbDDWJg94RyXb48\/wAvOpPZftFZx1k3bUjKxRlO4Ig+8Qd\/XpWVOLdJm3jklbWw8ooorRgQ9s8N3mCuxukP\/KQW\/wAuauZZa7LftB1ZDswIPoRBrjmIPdg5vaBywNywMQPOQaLocYuTSXJExIzEWxz1b93\/ANTp8akZa9wuHIBLe02p\/QDyFb8lEfNlMsltCPC\/V92R8tT8HxBbOGxYjx3Ft216kMXzgfw\/mOlQb94KcoGZzso\/M9B51hawrZwzQTB1+70C+RBM9YFJu9kOONJap8dl3f8ARrsWDOdvaPL7o6D9TW\/LW\/JXmStJUTnNzds05a8y1IyUZKZg0Za6h2PYHA2Y5Aj3h2B+Yrm2Srh2E4oADhm01LW\/OdWX1mW9CelJjLpRRRSAT8b+q5kN86gNk0JjVGJEA6yixSf6pgfYzXRBC+yd18YzeD7IU+1p4Tz1q0X8LbcguitG2YAx6T6CvPqdvXwLqZPhGpIIJPuJHvNAFcDYDMFDMp0VSBOrOx0UqdZJEkbOPdOw\/CMLdthknIwYcoILEmcw+8J841kUyXhtgbWkGoPsjcbcuVb7NpVGVQAByAgdaAMcJYFtFQEkARJ1PvrfRRQAi4hwQlzfw79zf5mJt3Ogup9r94Qw68q14XtCFcWsUn1e6dFLGbTn\/Du6An8JhvKn01qxWGS4hS4qup0KsAQfUGlXdFFkTVTV\/dG4UoxfDrpd3VlBaIY5s6jKFKKV2UwWnWCx051GPAr1nXB3yi\/3N0G7a9Fkh09zQOlejjeIt6YjC3B+Ox+3T+UAXB\/KfWi65H4V\/K0\/0ZmOGYjIP6Q2eBJkgHRg2nKZTWNMpI3r3F8WXDqlpnDXcoBLHnG8DUsd4HviRMfgfa3D4pnto2W6pIyNoWgnVZgkabbjmKpHb3BXDezjMZEgjfMNDtzgKfj0qWWbULiVw9PeTRk2JfaPtPdacpuQoOaT3Yza6BV1AHmTSF0twrm+9yYzqzFiCeXOGiY1HKZ5oxbu5Ge47KNhnBOc9ADvzk7fEVqSUYBiWCmRDAgEeW\/xriUtnr3PV\/DKNKFDLtxwrFYSQWV0YwGiGE9fOukdgOz9rh+Gy2iz97F1y5GbMUHswIgdN+prm3aDjr8Re3hgrZsyrHUAjU+7X311HE8Yt2kFsGcigMw2ECDB2nT0HntVuli0nsef1sn8KfPcsL8RsgAs6rJiGIBnpB3NTaomFuIbiYm5byoDmlwXuEQTnaZIA3CgefQVLx3a7T9mFtKf7bFHul\/htEi458oUeddbku5ywwynwh9xbitrDpmuEyTCqozO7clRRqTXMb9hmxF27cXK5uOQkhsksSRI0LSTJqzYHH4dC2IAv4y9lJN7u8qBdyLbPltqnkpJPOarV4Yi67uxW0HZmhfE3iYtEnQb9DSuy2jQquvNv7JcmN+6iCWIHTqfQbk1H\/a3Ngba9SPGfRfs+\/4VNsYFEMgS33mOZvif0rfkrVN8ktcIfKrfm\/4IdjCqghRvudyT1J51sy1IyU04HwJcQLzTlZciq0TB8RYEcwQy\/AVrglKTk7b3EeSjJUg24kHcEg+oMUZKZkj5KMtSMleFQBNAGjJUjh1om9bAuC2cwhzJAaRl267a6cudZnDXJy93cDHZTbcMfQESasvCeyalc2JEk\/2YJAA\/EVOp8gY9d6QFtopHf40y4sWMogkCSeWUlj5GTbAHOaeUhhRRRQAUUUUAFFFFABRRRQAViyyIrKigCFg+GWbX9Xatp+6ir+QqHxfAWypzDwnfSY9R0pxRSpGtTu2c+4h2ZFxRlIdRsDLAehBDD0mPKkWI7KsCJtXAB9wrc\/1ZW+Rrqd3h1ljJUA9RoflS\/i3BmfD3Us3biXGRlRsx8LEEA9d6jLBGXKOjH1eSHDOSXccbGKvG1aBxLQqWyVlF7sLnukaCAGcrOmYTHOycE4bcVVfFvmjVUjKJ5EruQNIB10kwdA97L9g7WHVmunPdZszMIWTM65QOeuUaA9T4qtFjhdhDIQT1Op+dUjGlSIznqdsV8Lwa31c3beZGGUBxoRz0NT8HwPCWjNuxaQ9VtqD8QKYiva1pRlTklSbI+Mwy3Lbo05WBBjeD0865zbgiRMSYmJiTAaNMwGh8wa6fVL7Q2QMU8faVW98FfyQVpGRNkoyVJyUZKYiJcEKT0BNdC4Zg0tW1VFVdBOUASYAJMbnTeqHibUow6qR8q6TSYzmbrLMerMfixP615kqQqaVjeU5WjeDHwpiItmSJIg9PI6qfepVv4q32bcvbB2NxFPozqD8jTLjGFCX3UCBlSPQIFH+ioRBEMN1IYeqkMPmBSA6LRWqzdDqrDZgCPQiRW2kMw7pZmBPWNefP3n41nRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVU+0GuJbyRB83P60UU0AtviFZhuAT8qEwoSbYJIRmQTvCsVE+cAUUUCNtq0M9scjcSfTOulXmiihjKBZXwj0H5VsNoEqOrKPiwH60UUCGHaJP6TP+Gv+q5S7LRRQBaezzThk8syj0V2UfICmdFFIZ\/\/2Q==\" alt=\"Toxoplasma y toxoplasmosis - ScienceDirect\" \/><\/p>\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 sido 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 empezar, as\u00ed que, volvamos al tema principal de la libreta: la f\u00edsica.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\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%2F2022%2F08%2F04%2Ffinal-de-los-misterios-de-la-tierra-2%2F&amp;title=Final+de+%26%238220%3BLos+Misterios+de+la+Tierra%26%238221%3B' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F08%2F04%2Ffinal-de-los-misterios-de-la-tierra-2%2F&amp;title=Final+de+%26%238220%3BLos+Misterios+de+la+Tierra%26%238221%3B' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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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 [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28442"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=28442"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28442\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28442"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28442"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28442"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}