{"id":27139,"date":"2026-09-18T13:57:49","date_gmt":"2026-09-18T12:57:49","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27139"},"modified":"2026-09-18T13:58:10","modified_gmt":"2026-09-18T12:58:10","slug":"una-idea-que-persiste-pendiente-de-confirmacion-3","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2026\/09\/18\/una-idea-que-persiste-pendiente-de-confirmacion-3\/","title":{"rendered":"Una idea que persiste (Pendiente de confirmaci\u00f3n)"},"content":{"rendered":"<div style=\"text-align: justify;\">\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/agujeros-negros-gigantes-7\/\" rel=\"prev\">Agujeros Negros Gigantes<\/a><\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/06\/%c2%a1interacciones-fundamentales\/\" rel=\"next\">\u00a1Las Interacciones fundamentales!<\/a><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\"><\/div>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/CvZOj0H7TgnQxY5qzYDfAf3lhrSTf04O19AO3jvLRTkF1gL9hy2IYobMZcW8bqkMtbWB=s151\" alt=\"\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nuevas evidencias de vida en un meteorito marciano?\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSHx9pEI-o-jUG7j_zFFwdbGbuVjwaobdmrvJXZl-MbtjZv7jyL69XCapjtPtsMDmPAS3Y&amp;usqp=CAU\" alt=\"Buenos augurios en la b\u00fasqueda de antigua vida en Marte | Cosmo Noticias\" width=\"265\" height=\"202\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Los pol\u00edticos, como siempre, queriendo estar en la foto de cualquier acontecimiento<\/p>\n<p style=\"text-align: justify;\">Un d\u00eda de hace ya m\u00e1s de veinte a\u00f1os, all\u00e1 por el a\u00f1o 1996, el pueblo americano escuchaba con asombro a su presidente, Clinton por aquel entonces, que en marte pod\u00eda existir vida. La noticia de que un antiguo meteorito ca\u00eddo en la Tierra y proveniente de dicho planeta, as\u00ed parec\u00eda confirmarlo al contener f\u00f3siles de vida microbiana. Como podr\u00e9is comprender, aquello impact\u00f3 en la opini\u00f3n p\u00fablica de todo el mundo y, la noticia, fue objeto de todas las primeras planas y tambi\u00e9n, de todas las conversaciones en los corrillos en el trabajo, en el caf\u00e9, por las calles y en familia. \u00a1Vida en otro planeta!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/_gMI6w4XIzZo\/TPn8rU-50UI\/AAAAAAAAAag\/drABVAgdQBw\/w1200-h630-p-k-no-nu\/estromatolitos-franja-central.jpg\" alt=\"Sobre esto y aquello: Bioconstrucciones arcaicas\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Bioconstrucciones arcaicas hechas por las bacterias (estromatolitos)<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Arriba\u00a0el testimonio f\u00f3sil de unas maravillosas bioconstrucciones bacterianas denominadas estromatolitos. Hace unos dos mil millones de a\u00f1os (MA), cuando en los oc\u00e9anos ya emerg\u00edan millones de c\u00e9lulas vivas, los arrecifes de estromatolitos comenzaron a expandirse y a segregar un gas que fue causante de la primera extinci\u00f3n masiva del planeta. Este gas era el ox\u00edgeno y provoc\u00f3 un cambio tan dr\u00e1stico en la Tierra, que permiti\u00f3 una expansi\u00f3n vital sin precedentes.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Apuntes de Evoluci\u00f3n: \u00bfEs la explosi\u00f3n c\u00e1mbrica un fraude sigmoide?\" width=\"357\" height=\"160\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Descubren el secreto detr\u00e1s de la explosi\u00f3n C\u00e1mbrica - Quo\" \/><\/p>\n<p>La explosi\u00f3n biol\u00f3gica C\u00e1mbrica<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0De forma un tanto s\u00fabita y todav\u00eda insuficientemente explicada, la vida estall\u00f3 en un sinf\u00edn de organismos complejos, algunos precursores de los que actualmente pueblan la Tierra y otros ya extinguidos, en el C\u00e1mbrico temprano.<\/p>\n<\/blockquote>\n<\/div>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR1m-q9c2ZrA_JPEP5Bap8hz_fVnxe6-PTZdfothKZESQ&amp;s=10\" alt=\"El descubrimiento consiste en ver lo que todo el mundo ha visto y pensar lo que nadie ha pensado.\u201d Albert Szent-Gyorgyi Os deseamos un interesante 2021, lleno de nuevas ideas y descubrimientos.\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">Aunque no lo podamos saber todo y no estemos al tanto de lo que pasa en el mundo cient\u00edfico (las noticias saltan cuando hay un descubrimiento relevante), lo cierto es que, durante los \u00faltimos a\u00f1os los cient\u00edficos han llevado a cabo una espectacular puesta al d\u00eda de sus ideas sobre el origen de la vida. Todos hemos podido leer en los libros de texto que, la vida, comenz\u00f3 temprano en nuestro planeta. Seg\u00fan todos los indicios (los f\u00f3siles encontrados en las rocas m\u00e1s antiguas as\u00ed lo afirman), la vida ha estado presente en la Tierra desde hace ya unos cuatro mil millones de a\u00f1os.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"Recreaci\u00f3n del impacto de un meteorito y el cr\u00e1ter que produce. | Nicolle Rager-Fuller\/NSF\" src=\"http:\/\/estaticos04.cache.el-mundo.net\/elmundo\/imagenes\/2012\/04\/18\/ciencia\/1334742176_0.jpg\" alt=\"Recreaci\u00f3n del impacto de un meteorito y el cr\u00e1ter que produce. | Nicolle Rager-Fuller\/NSF\" width=\"470\" height=\"313\" border=\"0\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 Encuentran microbios a dos kil\u00f3metros bajo tierra en un cr\u00e1ter en EEUU<\/p>\n<p style=\"text-align: justify;\">Parece ahora que los primeros organismos terrestres viv\u00edan en el subsuelo profundo al calor de la joven Tierra, enterrados en rocas calentadas geot\u00e9rmicamente en condiciones similares a las que podr\u00edamos encontrar en una olla a presi\u00f3n. S\u00f3lo posteriormente migraron estos organismos a la superficie. Sorprendentemente, los descendientes de esos microbios primordiales a\u00fan est\u00e1n all\u00ed, a kil\u00f3metros de profundidad bajo nuestros pies.<\/p>\n<p style=\"text-align: justify;\">Hace algunos a\u00f1os nadie pod\u00eda sospechar que la vida pudiera estar presente en un ambiente tan inh\u00f3spito escondidos en las rocas bajo la superficie de la Tierra y\u2026\u00a0 \u00bfde Marte?.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Un nuevo an\u00e1lisis encuentra mol\u00e9culas org\u00e1nicas en ALH 84001, el meteorito proveniente de Marte encontrado en la Ant\u00e1rtida\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0Fotograf\u00eda de un trocito del meteorito ALH 84001<\/p>\n<p style=\"text-align: justify;\">\u00bfC\u00f3mo empez\u00f3 la vida exactamente? \u00bfQu\u00e9 procesos f\u00edsicos qu\u00edmicos pueden transformar la materia \u201cinerte\u201d en un\u00a0 organismo viv0? Esta compleja pregunta sigue siendo uno de los m\u00e1s grandes misterios de la naturaleza y quiz\u00e1s, el reto cient\u00edfico tambi\u00e9n mayor. Equipos de qu\u00edmicos y bi\u00f3logos desde hace a\u00f1os, est\u00e1n abordando el complejo problema y tratan de desvelar el secreto tan celosamente guardado por la Naturaleza. Muchos de ellos, han tenido que concluir diciendo que, las leyes de la Naturaleza, est\u00e1n predispuestas a favor de la vida y dicen que la vida se formar\u00e1 y surgir\u00e1 en todos aquellos lugares que tengan las condiciones id\u00f3neas para ello.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/a\/a8\/ALH84001_structures.jpg\" alt=\"File:ALH84001 structures.jpg\" width=\"450\" height=\"304\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 Vista\u00a0 microsc\u00f3pica de la estructura interna del ALH 84001<\/p>\n<p style=\"text-align: justify;\">As\u00ed que, no s\u00f3lo en la Tierra o Marte (seguramente en el presente en el subsuelo), tambi\u00e9n la vida podr\u00eda estar presente en cualquier luna o planeta que, situado en la zona habitable de la estrella que los acoge, con atm\u00f3sfera y elementos qu\u00edmicos y los dem\u00e1s ingredientes necesarios como el CHON (Carbono, Hidr\u00f3geno, Ox\u00edgeno, Nitr\u00f3geno\u2026) adem\u00e1s de la presencia tambi\u00e9n de alguna clase de actividad tect\u00f3nica-volc\u00e1nica, una capa de ozono, la presencia de gases con efecto invernadero, agua l\u00edquida, \u00bfun planeta gigante?, existencia de un campo magn\u00e9tico\u2026<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRPDTd11dC8PtdHPrmRV-ZBP1vXudUVUF3TveVNOt-hNEDfEaAknel1pEo1OTnVBfjo7wM&amp;usqp=CAU\" alt=\"Que compuestos qu\u00edmicos delatar\u00edan la existencia de vida en otro planeta? | Actualidad | Investigaci\u00f3n y Ciencia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcToLbwDpXsk6uhmv4Vi45y9i0-SR3JNtBDpxgU6UN1MN0OjJc_V7vscoCEZnnhKFbhiWo4&amp;usqp=CAU\" alt=\"Lluvia de \u00e1cido sulf\u00farico y vientos supers\u00f3nicos de metano: \u00bfc\u00f3mo es el clima en otros planetas?\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00bfQui\u00e9n sabe lo que en otros mundos podr\u00edamos encontrar?<\/p>\n<p style=\"text-align: justify;\">La tect\u00f3nica de placas y el vulcanismo activo de nuestro planeta habr\u00edan tenido un importante\u00a0<label>papel<\/label>\u00a0para mantener el clima\u00a0<label>estable<\/label>. Estos procesos act\u00faan como un gigantesco termostato natural que regula la cantidad de di\u00f3xido de carbono de la atm\u00f3sfera, y manteniendo el efecto invernadero a raya.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoGBxMTExYTExMWGBYZGhkZFhoWFhogGhwbGRkaGhoaGxkaISskGhwpHxwcIzYkKCwuMTExGiE3PDcvOyswMTABCwsLDw4PHRERHTApIikwMDAyMjIyOTAuOjMwMDAwMDAyMjAwMDAxMDAwMC4wOzA5MDAwMjAwMDAwMjAwMDAyMP\/AABEIAMIBBAMBIgACEQEDEQH\/xAAcAAABBQEBAQAAAAAAAAAAAAAAAQMEBQYCBwj\/xABHEAACAQIDBQQGBwYDBwUBAAABAhEAAwQhMQUSQVFhBhMicTJCUoGRoQdigrHB0fAUI0NTcuEzkvEVFyRUY5PSg6KjssIW\/8QAGgEBAAMBAQEAAAAAAAAAAAAAAAIDBAUBBv\/EAC8RAAICAQMCAwcEAwEAAAAAAAABAgMRBCExEkETUWEFIjJxgZHRFKGxwSNC8OH\/2gAMAwEAAhEDEQA\/APZqKKQGgFooooBKibS2lbsoXuMAOHM+Qqi7b9p3woCWlBdgczwrzPG7RxF5i9xyxPNsuenAUPUiR2o7Q38Vfbdd0QGFCsRkKiphMRuyL92cv4j8\/PWu8JYLGTrn8\/P51c2rc5dfwoTKBXvzndu8f4j8D0P9qkJiLq\/xbv8A3H\/OavTgMtOXz\/WlVO3MKRDaDj93xoCNc2peGl67x9dvzqZs\/tBeJ3Wuv0O8351nsNirTgMtxSpMTpoY9bMU+rKpBV0n+sV4DXW8den\/ABrn+dvumtl2XxTNG85PmT+NYXYe17Ljde4isPrrnGXOtRsHaNhWA760NP4i8PM1JEZG0oqF\/tfD\/wDMWf8AuJ+dRL+30S4yMCoG8Q2RDKqI0r72j3D2hXhEt6Kp8J2jtXJyYEW+8YQCAImN4GCY\/Iwcq6sdoLbq7Qw3NzemPXMCGndPnMedAW1FU57RWoJhoBAJIAGcxmTlIBOeWWcU5hdv2rji2N4MYyIHFZzz6EeYNAWlFLSUAtJFFFAFLRRQCUUtJQBRRRQBRRRQBRRRQC0UUUAUUUUBku3uzkYJePpA7scxP31Sv2fAthwOuY91bzH4JLq7rgHiOh4Gs5tG7ug29Iypkl22MZbs7jaaHl7M8\/0auNmYYMw05Zj30wcPLSfh9+dW+xcJ3ssmSoYJHONPxqvxY9fR3LnTPo6+w5isBuCZqrxWFVhusPhl1q9xOGuHJjIqqxGAuKatwUJmVxuz+6MAALmRAAHi+6ajXT1P6+6tZ\/sxrmRWfdy\/OnW7IArMweX+nGvMEsmd7O2puA8eHD0q3Wwye+Exzy65VT7P2C1kkopJzjp5Vd7F2bc3wSCI1JB+U\/CvSLNRSUClrw8OYHKk3RyFQdr37yBDaUMS8MCGPh3WOW7oZAEmBnmRrUW9tHE7pK4cZKSJZj4uA3QsnX5GOFAXG6OQ+FIEHIfD3VU4Xa15rgRsMyqSBveKMwSTmumXGNY1ypL21b4IAwx65sYiQT4V0kTlJI9XMUBdUtUQ2tiDP\/DNk0etpAMiVE5yJyjKnLO2LpcKcM8FlG944hplvEgyGWsa0BcUUUUAUUtJQBRRS0AlFLSUAUUUUAUUUUAtFNXLgUFmIAAJJJyAGZJPAU0cdaA3jcUDOZIERJMzpEHXkaAlUU2lxToQfI8sjXdAJWU7a29xrdwGA3gbziQfhPwrV1mvpEj9kLcVdCM\/rQfPImqbsqDa7GjSpO6KfDePuZfHXQqGDLHIe+t32c2cLNhE4xvN5tmfy91ec7Fvo2KtC46qgO8S7ACVzUSctYyr1a2wOlZdF72Zvk3+014SjVH5v+hq7hFboelR32ZOpFWFLXRycgg2NnBalLZUcKcorzIGxZXlTlR8TiVQbzExMCASSTwAUEk+VNDalmQO9STl6Q1y8J5NmMtc6AmUtQrO07Lgst1CACSQwgAEqSekgidMqVNo2SoYXEKmM94Rmu8J5ZCc6AmUlMjFWyQA6knQBhJjkOOlPUAUtJRQC0UlNNiUDbhdd6J3ZG9GecaxkfgaAeorjfHMfGjvBMSJ5T5fmPjQHVLSUtAFJS0lAFFFFAFFFFAFFLRQDOIsh1ZGEqwKkTGREHMaVX4ns\/auenvk5yS+Znn+suFWtLQFdgNj2rO93YILRJnPKYz6TTi4EjS9d\/zKfvWptFARP2Rv51z4W\/8AwrD7bZr11t+7ddFLJZRAm85A8bAhMgDqfIcDWi7ZbSKWxZRt17u8C3sW1H7255gGB1Ycqz+Gw9xt5bRFqFAuPxtpEpZX60eJjlmaz3T\/ANUTrW55ztTZbpg7eItXLpupPfbxPits5C3F+qD4COoPCr36PPpDuWd21f8AHaJMEDxLpmOY4kdTHKrbZGGZsLaS6qujo\/ddZ3hdstlo6zHUdK81v4E4e69kksoPhbiVbxI3nukH41RB+7lcnQcs2OEt1\/37n0vh76uodCCrAEEaEHQ05NeM9he19zCt3by9o5lOOfr2549OPnnXsOExKXUW4jBkYBlI0IOlaq7VNepjvp8N7bp8MfqNisSEGcknJVUSzHkB+Og1JAri7jJYpb8Tj0j6qcfGecZ7oz00BmusHhAksSWdvSdtT0HsqOCjLjmSSbSgZXCNcH74xOaojEbkaHfWGLcyCBnGeZLN3s3hm9K2TnI8b859rSSTGkk86tqWgKq1sCwskI0kEEm5cJgsHOZaQd4AzqOFLb2Bh1UoLcAkE+JsyARrM+sfiatKSgKG7h8FhyrZK1uSoDsSDubmk+zz5k6kmqnG9p7lxyLTbq8oBJ+Iqg7SYtrl+4dPEQB0BIqFhru776xWWyeyJpGtTa93KXJ86uNmbdDQr68xWR2ddLGDFWOyrbXWHdwFMTciR\/6Y0Y\/W0H1sxXldk+oNGtxGNCkKoLXCJCLrHtMdFXqeUCTlTN\/Za3AWuQLjKoLJwCsWAUsDxPLPkKk4TCrbEKNc2JMsx5sTmT+QFSa3ECjudlbB0318QbwkAkqBE5Z6fM86LnZaySCC6wZG6VEZz7PPn0GgAq8ooCJs3BLZtraQkqsxMTmSeAA41LoooAoopKAKKWigEopaKAKKKKASilooApKWqXtXju7s7oJ3rh3BGsH0iOsZD6zLzrxvAM3jL5vX3urDbxVLQ4FVJ7sH6rNv3j9UJzpm\/hu+Vl73cw1qd5yRN27qzSdc\/wBcgKYCrAZt5FI0RBAvXRyAgW16KOdMNg1xCks3d4W0CtoZDejIuScszx\/vWGeZNsthyhns3adcPZRm\/d3hNtv5V5Sd34ke\/wCNZr6QMHu3LeI3YVvA49mS2X2X3x5FK0WwbDCxbts37u+oNs\/y7wkr5SR76729ghicO6sApuKSfq3EhLvwIS59g1CC2RdbLF0n6nn2DbMCc1Ph8uI68\/OvSPor2tcvrdwpLIqMWB0dlYjeCH1RvGS2vjyg515dhbsrD+G4hKuOIZZBn3iK0\/ZLa72LiXVzKmHX2kOTj8R1Aop+FPL+RuhV+pqlBPdbr8Ht9iyqKFUAAaAU5UXA4xLqK9tgysJBH6yPCOFGMxa2x4tTkoGbMeSjj9w1MCuktzjtNPDOr2LRCquwUt6IJzOg+8geZHOujiUAkusZcRx0+NZ\/beLWV75LgLKwItEEbsjwsZHQkjIZiY1rymGb+FeLFxl+73mM5kiYWConQrvDQGh4bE4hJgsoJ0zHU\/gfhRibwRGc6KCfgKxKthmbdKXiS53TFoktEkmdJn0Tl4dBJm0x2PN\/B3EsqwYKFgxMDlBOcDjB6ZivJbIGMNzvXLHViT86eOyjG8Ka2W0CONX2BviADmfdXMk9ywzeEsXhdud8VNqR3SrOkZ95Iz6DTWeFeh9nLZZQx4VAtbDN3gAOdaHZ2E7pAsz7q0Uxk5dTR42SqWkorYQFopKJoBaKZvYhUEuyqJiWIAk6DPjXSXAZAIJGsHSgHKSg0UBS43GYpIK2gVDOGJ3Sd0se73FVwSYKiDEnlrSDF4o2ySiK+U6eEFSSYL5Qd3Mn2vCYE93+z1pySWcSScmHEnQxIAnQZZDkKZudnrCsd53BuQoEoM1z8ACiDAIy9WaAeN\/Gbixati4d\/eEyoIjc9YZHPSdBpJIjpjccWKiyhiJZhAmDod7xjIZiIJjP0qnYHY6Wn3wzE7pXOOc8ACT+MnUzVlQDOGLbo3xDcYGX4x5SaKeooApaSgUAVh9v4vvsS2cLbm2p5QJuv7tPNbfOtP2g2h3Fi5diSAAo+szBFmeEsJ6V57+0LuEEkqBvXee6D6Jnjcf4qoqub2weokMd\/wAPod4st\/0sOnor0LanzoxQtOguX23LQEWLckSAIDEDOT91RzdgN3vGLmIPT+HZH5fnUXEKlwG\/iWK7wPd2xOS8MgJ\/1qlw2Jw+JEvY9o\/syWi0rdWbZn0LyyYngDHyNS7eI3vFHpjvd2P4lsbl5I+sk1TbK3kREJ8N1Q1s+zdTMfMe+phxRBLqNYvoOTL4bye8TUYw2XyLL3\/ll8zA\/SBgTh8SLqZpdBk8CygSftIUfzY1WbL2obbTMr869H7Q7JtYm0bbkhFIdXUjJRJQgmR6Lshn2RWGxXZi2q94hui0W3RcbdMmJB7sASNOPERNey6GumRbROcPfj2\/76mn7L9u2w7EWyGVs2tuYE+2DwPlr8x6V2a2xZxQNxXLXI8YYAMoPAKCQE8idMyTXzhetXLLlSMxmIOTDgyniPn75rU9lu0JtOrI5RhkGGcdGGhHOi6qsY3RbbOvUZco4l5r+0fQAFEVlLf0iYW2q\/tTd27eyjujR6ysoOXQ5j5nv\/eZsv8A5r\/4b3\/hWpTTWUznOLWxqYri\/cVFLOwVRqWIAHmTkKw20vpfwKA9yt663CE3F95eDHkDWS7Qdv7m0AlvuVt21YMVDlixggSSBkATlGvGoTmorJKMG3g1G17Fr9oPdXbbI2Y3HVonhkat+zuD3b6zBEcRXk2yL72sQ+9AQzcUCADPQcZyrc4zajd2w39CFMDPMekDOUMRwrn2WqE0yxVSfB6oKWvA8DtPaRZktYm8sEgs15yojgqyZnKK0ey+0m0rKEviRebMxctJu8IHghvfvVreqrXLI+DM9YoryVvpWxienZw5GcgB1OXXfMfCn8L9NImLmDPnbugz9llHwmrY2RfBTlHqdFYDCfS\/hGMNYxCfZQj5PPyqwf6ScCVO7cYOclD2rkbx0ndByGp6A1Lrj5jqXmX2Mw4v7y7zqEJXeQiSWWGAkHQEZ85HAiop7L28\/wB7ezn1gdQQdR1qpXt1h0Xds2796B6W5uhiTmSzwZJJJgcdKaPbHFb0DD244eJifKcs+sVNKT4T+xFziuWvuazZ2BWym4pYiZljJqVXn+1e2mOtI91rNpLaiWJS40cNQwnONBTFvttjLqBv2de7YBvC722dSMoJDFQdcjOeo4+9Em8YY8SGM5Ru7mKJJS1DMMmJndXzI9JuO6M9JIkGu7GECneJ3nIgsdY5D2V6DzzOdY219Ia2lCtgbqqMh3RVgPkK0+wtvWsUhe1vAiN5XEMsiRIBOR5jkeRqL2eHsyUWpLKeS1opaKHolFJNFALQKKKApe2OH7zCskld57Ikaib1vOsJtPZl3DQbpDICIuKIAIMgXF4eeY8q23bxCcFcgHJrbGJyVbqMzZcAoJPlWd2Nt8Ed1fzkQGIy8nn79OdVWdOUns+zNFVblFtb47dygvMSAWBa2JuNuiTccnKQPVjzAGVRrty3ncxJ3rjjwqM90cB+vzq57TbNt4aLlkskn0NbZjofRJ6ZVnDcFxi7BZ5gffWS3U+G3Frc3aX2ZO5KyL9315H8MrBAk5Ooe2fZuqJjpNSGxkgXANCLqjofDeT8Y61WsxUFR\/WvRlzHxGXw51ylwMTMhAd8LmDDFQ4B5A\/rlbCyLgunkpu0sldLr2inlv8AHmSbmD\/aSgNx1s2ixAUiXUklS6MRvKBOmZAPutNsYXvMNctwAQvhVdAVJKqvTfViPqkCq3DXGJSACQN1W4yDNsxGUZA55hjWhwhByGjDwnkCIB91u1P2qTi0tzNKxOXurC7IwjYe3isMqnIrnMCUYZb45qwiR0ngKyV+w1t9x\/C3Ag5EcCI1FXli4+HvMNCrEEe+CKtNq7Kt37LXLYgHOInun4x0IA\/QFQhZ0vD4Ze49SyuSn2dtcG33OIUuh0PskZAjkdf71BxuDNsyDvIdGHLryNQ2ZrTFHGY1HMcCDyPOpmCxO6fC0qeB6nQ1a49O6K8qWzI6CcuP3eZqbhnUMoB4\/wClTxZw7enaC9UJHTTQ0qYPDJnO8OTEj7oquViezTJKuS4wdbQthvQYb6mRJAJGpXzmrG1tQvaYMJLDlxOY\/saijtJhbYgYdSR7QBPPXOucR2ztMIXD2xrwFUOuUkl08E1LD5Re4BgtuwOJUM3m+uXmYp\/GXe6uJOSv0jMeX31jW2u10yiRBy3Zy+GQqXitp4m5uhgIXSd0QeeWc1VLTvqyxK+MVu0WXaLDLG8NT14\/\/rKu+xmxkabt1ZIbwTmMhrHnVWcVcYeOPdNTNi45rVwEmEMBhz61s0U1XNKe6OLrberPQX3a3D2Ftht1EbeAkLDHnprzzqhwNu2zb5ndEhQdS0wSBy4Trrzq77Q4V76qlsCZETrJEj4CT7qpLto4fJhmOOcmrfaGOt9K9CGitjF5sNDgcXcXJXcKoggMYy4RyArm5fuSgJJLazyiarsNtFDCzC8Z1PEyedSLWJRrjNM+HwjoMtPnXOjfdW9m19TrSWltxnDLazti4AEkFHByZQ3LKOR4iowxBO9AEgwBoMhIy\/Cq79phLfEqxnqJzPw+6m8ftJbbb0jdYe+R\/bjUo6jUZwpP7kpUadrLSJ7bYLICTr6QAyPT9aUxY2+2GuretPrPUMMpRgNdPkDVQmGu3CzJHdkzLmB7uY91SsF2bkHvb8LwAEnnI+7SrfDsTVkm\/qE4fDFfZGysfTHZyD4a4Dp4HVs+m8FmrrB\/SThXibWKSfasMR\/7N6s3sbYG4v7m0qA+u\/pt15+VdY\/EC3l3wZuSLkOGbcB01mrndKKy1t67Ea9M5vGdz0DA7as3VLIzQDBm24IMAxDLPEUlZjsPdLWrpJz73n\/07dFXK3YPT4eDc0UUVcZxIrzftb2e\/ZW7y2P3DtEfy2b1elsmI5HLSI9JprEWVdSjqGVgQwYSCDkQQdRUJwUo4ZZVbKuXUjyPEYlnti2xyHokzlPA8h91Uq4cXN+23oaNB16Aj5n9C77V7JbD3CqljhyxVbmZIb1re9xYab3IEZsG3aiRBIERAgcvwrjXpwe\/J9hoGrKmo\/C\/57ocvYdUVVXRQFHkMhrXd\/Zd1SDG8mZBXMgHMiMjHl\/eri3sK1etq9tmWQDrIk+fXrRb2VftDwXVcD1WBjSMj6p+VX6eu6vfGUzme0baboKMZYlFtYawVqKAszoeQGeUnw5ZH49TFW+zWG6knhB8pAI\/7dt\/jVZhtx9625KvvTAPHOQOBp\/CDcO62hIA5EEm2fI7rMfdxrdZJN9Pc4Ki0slP20wCriFeINxTvR7YifgGWoGwcSbdw2zpoRzHCeFXvbYb9m3dgyrq3+dd58\/NlH2apL2GD2hft6rlcA9knwtHQ5HzFYZrszZW8xTI3absyWAdPR4En0Qc91vqzOfCayBLW2KkEEZEHhXp+wtsBRuXllGkZ8YzIEcQOHGqXtTse3vbgM2yA1m4B4gupU845fDjVlFzS6ZkbIJvMTJWca\/ogzNTreEZx4mjyPOncHs7u8vCT7S5yPfmPKpiWh14\/rKrJ2JfCZZ2yWxFt9n0Orn5flVlhOz9hTJG9\/Vn\/anrNuK7N7p+jWadtktkyl2tbj620AhVHkBA+Fcv4cyFUZ6gTUO\/tIgwubcgJOkaCuLWCxFwgkbumbnP3DWpU6W2x7LJXPWTS5wSTiB05eiI\/wBK1Gzdn2u5VjbtuQN6f1yrM7PwFq6gdLzOMxIgCQYOREgVY4TZKoQRceQZALHh0UVsr0fhvMpR+5T4ups2w2vkXGD23ZLtd\/dujEpZ3VJndjeOXCRH2etVHaR7l654bVvcgCclOecgySKu9mdnbjgLbtBE4eHcQZyYAGfuGtXdnsfaGdx2Y5nIAD5zWqcKZLu\/lsvuW11XJ5eEvJpN\/ZHmR2NcALAiOuZHnGVWGC2I0AtcT7+Hx+VaHtElhD3Vklj6x3pA4wIymqtUIMrkc\/z0rkW6iFc3Fxz9cndq9iQvrjPPS\/ls\/p2OLWyt7IB38up5LnVhhuzhXxGyiD2n3R9+dOYftTfRChgmfC5AEDyAzPX76rMTinunedix6nnn7h5Vp\/WpQXQsfJJfuQXsbon7\/bjLbX0Rc21wdvO7c71uSSV9xEA+c1xd29aX\/Bw6g+08TymBx99UqKXYIoLu0wqKSxnLJVz8zoONa7Y30fO4V8RcKAiTbQDf0GTPmF4ghQfOoKdtvb6ls4UULd59Ch\/b8RiH7tS7sdEtjrAJjID6zGOdaXYn0fk+LFPA\/lWmPwe5r7lj+o1r9mbLs4ddyzbVF4wMyebMc2PUkmptaIURW8t36mO3VyksQWF6EbBYC1aQJbtqqjQKoA\/v50VKoq8yCUVHv4u2hAd1UkFgCQJClQT5Aso+0Kc79faHxHOPvyoByoL3TcYpbJCqYdxqSNUQ8+bcNBnJXvEBnhUYBT6bKfFGUKsaE+1wGmZkSLVoKAqgAAQANAKAh4\/Zdq7ZNh0HdkbsDKI0K8iMiDXlPaHYT4W41t8wc7bxk6g6\/wBQyBHlwIr2Oq\/b2yLeJtG2+XFGGqsJAI+JBHEEjjWbU0K2Pr2N+g1s9NPP+r5X9nkOztoPazTT1gdDHStDa2kLtpmTJgDImSDqKz+29n3MPda24gjjwIPrCeBpnC4jdacyDkwnVSII\/H4Vj0+olU+mXHdHX12jhdHxId90\/MLqEZmePn\/arPD3\/CA+anINHrRO6w4NyPGqTFY5ldbapvhvSaQNwcCw68ulW2w7RbfDCUIgg88oE86611cbI9S58z5qEpQfRLgex1vvbTWWObAhCfaZnZM+e8UHkJ8sdsLa3dubT6Zggjh\/atfiUe1lutct5QRmwA9oHUdapMZsTD327y2SlzWVOpnih\/CKwSinmMjTBuO63RxtOwLaDNu7fO26zKPqp6QfiJqr\/wBoM6RnwYcgx1j6p++tdsvZsWWt3XDJJEboGkRBJMHOu8HsnCWskthj1BbrkGyqhNRXS+SclKXwoyOHtsxyBPPL45AfKrHD4BzojHTRTz5xW2sYK+4i3h3A4EgL7xORqQuycUTHcAebrHyNeOM5cRZnelf+0l9zILsW6fUjXUgcflTh2Ex9LIccxw6zWqs7NQn99ibS8xaMn\/Mch11q52fsHCMN5R3sZSzE59Rp8q2U0yju4L6\/gzz01Xeb+n5Mbsns6Wys255t6KzrmxzY9K0GH7Isf8S4qjlbXP8AzN+VakBVEAAAaAQB7hwpq5eFbOlyXvt\/LhHsVCHwRS9Xuyrw3ZjC21hbKzM73r9fEII8hlTqWWtZr3bDjvBUYfbQbp8t0edGJ2jmVRd5hqSYVfM8+gqFiL6rneuBuIBgII5Lx8zPupiEUSzOT7skJt5GMbrAnIFwApOYEPMP9kmou2rlzumIuAdN3w\/mx+R5VX47tLbgqoL8NIX5\/lnWfxe0LrSEbul9lJ3egg+j9mJqizU1rbJso0djak19\/wAEK\/iGLlmJJ4n5acBUq1dG7NVt5iPSzzgFc5J08OsmYAE51o+zHZG9igS7d1bBzGRueXd\/wz\/Xn9U1yHpZWyzHjzPpZa6mFXvbNdiluEuwUAknJVAlieQUZk+VajYXYK9dhrxNlPZyNw\/eqc85PQVttidncPhR+6tgMfSds3bzY5x0EDPSrWujVpIVrfc4Op9p2W7R2RXbH2HYwy7tm2Fn0m1Zv6mOZqxoorWcxvPItJRRQBRRRQELH7Nt3SpcE7sxBI9KJ010B8wKgJ2Xshp8RXdZd0wc2iWnXQae+ryigIWz9l27LOyTLhQZOULMR8TU6kooAooooCg7W9mlxdv2bi+g34HmDXkWNt3LTtadStxSQVPDQyY9Xj1kRXuWMxO4AAN52yRZ1PU8FGpPAczAOa7V9jRiE71CP2kZ7xyW4PYI4KPV5cZkk5b9Op+9Hn+Tp6LXupeFP4e3p\/4eZ2VgcZkycs+tW+xMUc7Z45jpxOZ4VTgRIIIIO6QRBDAlWU8iCIjnNPYHFG228BPAjp586lVqIwqSnyR1Gllbc3WtuX5fQ07Nx8+HSouJ2fauekoJyzGR05iusNiFdZXyicwdYM8fkacJ\/GtGIzXmjI+qDxwy47JdncObO+6b53m9ImIy4D7jWosWEQQihR9UAfdVR2VeLH27nyNWTYr9fOpRrjHhFMrJPlskHlOdZztltZUtmyHhzG8FyhZ0PnyqN2s289uFtkBmBlhqFnIDlOZ91Ym\/dLGSx1146datjHuVSlgk3cYeHCfll+udd4DtDfw5PdsIORBEjLP41WO\/6jnTef6Puqwgaq326ux47Sk9CRrnxmkvdqrjZQFnUiSR8ePurOWrcZn9Rl+hXWep6ddM6qtahBy8i2lOycYebLnF7dYjctDcXn6xniTw86rHuljJMnmTnnTJfiTpOZ0y58quNidl8TiYKJ3ds\/xLoIEayiDN\/kp51xM2XS8z6TFWnj2X8lT3kZzGnTURx41e7F7HYnEQzL3SZeK6p3jOu7byP+bd99bbYHZDD4YhwO8uj17kEj+gaJrwz5k1fxWmvSxjvLcwXe0JS2ht69yl2F2Xw+GhkUtc9t83zyMcEHRQK62xtC1beHtsSACHAiCTkouEgKYBJzGQ61cVxetK4KsoZTqGAIPmDWtJLZHObbeWU2A2\/bLLbm4xYtBYJ4d1N8qd2IyHHOj\/APqbUIQrneMR4JHh3tC2c6ACSSDFXsURXp4UlrtNaYSEuQN6clgbok5luU6cuolE7T2oBZXE7o0BElZOc8NM46TnV5FJAoCPs\/Frdth1mDOuuRKmfeDUmgUUAUUUUAUUUUBVXtvWkPjyG8VGYJyZkJKjMDeWNOI6wo2\/Z3gu8wYtugFGne5RHz0yNRsd+0KSwWww3yfEAIWQEkls2IynypuxcxLgP3dkNDEKybrzvQpEud2desDScgLnBYtLqC5bMqZg+RIOvUUYrEBBJkkmFUasx0UdfkACTABNVWG\/bEQAW7Y8OYAWA3GIcZfGY4a1Z2LElbjj95uAETkpMFgvmePQUAmEwxBLvBdtY0UcEWeA58TnlkBLoNLQGF+kLsmbgbE2F\/egDvUA\/wARVEbwHFwPiABqBXnAEiZyP49a9\/rzb6Q+ygtFsXZXwEzeQD0T\/MUez7Q+1zrHqqepdUeTqaDVqD6J8Mx2GvsjbynP5HoelX+z8cLgjRhqPvjmOlZ4fr767s3CrBgYPD38D051lpvlW\/Q6Wq0sLo57+ZvtiYki1H1m\/wDtn76gdp9quqqqPukmTBMwMonhqKg4HbNoJqc2YxBkTwnSmMftVLqldwmcgSRl8OtdT9RWuWcH9Ha84TKq9cJMkknmTr7653v1+uNciT\/rz\/WlI5z\/AFwyrYpJrKMDi08M5b8+P507atn9fhXATn066VcbF2TexOVm0SNDcbw2xn7XrcoWTzr3OOTzGeCvcZa\/d+NTtidncRiyDbSE\/mvISPq\/zPsiJESK2+xOwli0Q9\/99c+sIRY5J63mxPSK1YyrFdFWS348jbRb4MfdXvPuZvYPYfD2Idx310ZhrgG6p5omi+Zk9a0tJS16oqKwiEpSk8yeWLRRRXpEWikooAooooAooooApaSigCiiigFpKKKAprvZuyxJO9JZn1GrMGOo5gRMke80Hs1Z3lYbykMr+EjMpmJy+POTVzRQBRRRQBS0lFAFcsgIgiR1rqloDyXtv2T\/AGV+8tj\/AIdjoJ\/dsT6H9Bnw8j4eVZsgfrpXu2Jw63EZHUMjAqysJBBEEEcqxx+jOyCd29cAnIHdMCTAk5nLKdcqw36Vt9UDr6T2hGMeiztwzzzDjI+ZHwzp39fHPhW9X6M7Y\/j3Peq0v+7RP59z\/KtUPS2N8fuaV7QoS5\/Y8\/Iy+fuqZsfY13ENu2bZeMmbS2p47znLI8BJ6Vutn\/Rxh1feuu90DRCAqzzbdzbykDmDWts2VRQqKFUCAqgAAcgBpXVq\/wAcFFPJw9RPxrHLGMmT2L9H1lIbEkXW9gCLQngV1ufay6CtbathQAoAAyAAgAdBTlFett8lSSQUtJRXh6FFFFAFFFFAFFLSUAUUUUAUUUUAUUUUAUUUUAUUUUAUtFFAJRRRQC0UUUAUUUUAlFFFAFLRRQBRRRQBSUUUAUUUUAUUUUAUUUUAUUUUAUtFFAFJRRQBRRRQCUUUUB\/\/2Q==\" alt=\"El vulcanismo: Qu\u00e9 es,tipos y cosecuencias | MUNDO GEOGRAF\u00cdA\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"tectonicas de placas\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los gases de efecto invernadero tan satanizados hoy en d\u00eda, son absolutamente imprescindibles para la vida. Los m\u00e1s importantes son el di\u00f3xido de carbono, vapor de agua y el metano que atrapan el calor del Sol que de otra forma escapar\u00eda al espacio. Sin estos gases en la atm\u00f3sfera, el planeta entero ser\u00eda un gigantesco congelador.<\/p>\n<p style=\"text-align: justify;\">La capa de ozono es cr\u00edtica para las plantas y animales bloqueando la mayor parte de estos nocivos rayos de alta energ\u00eda procedentes del Sol.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/img1.picmix.com\/output\/stamp\/normal\/4\/3\/0\/3\/963034_64f9c.gif\" alt=\"WATERFALL gif BG cascade fond - PicMix\" width=\"480\" height=\"480\" \/><img decoding=\"async\" src=\"https:\/\/phoneky.co.uk\/thumbs\/screensavers\/down\/places\/waterfall_xotk46t8.gif\" alt=\"cascada Fondo de Pantalla vivo de iPhone - Descargar en la aplicaci\u00f3n PHONEKY para iOS\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 Ya nos dijo Tales de Mileto la importancia del agua para la Vida<\/p>\n<p style=\"text-align: justify;\">El agua l\u00edquida es absolutamente imprescindible para la vida como la conocemos. Los oc\u00e9anos proporcionan el ambiente l\u00edquido perfecto para que proliferen los organismos vivos. A pesar de todo, existen algunos organismos vivos ex\u00f3ticos capaces de sobrevivir en ambientes mucho m\u00e1s secos. El agua se filtra a gran profundidad en las rocas actuando adem\u00e1s como\u00a0<label>lubricante<\/label>\u00a0natural en los movimientos de las placas tect\u00f3nicas.<\/p>\n<p style=\"text-align: justify;\">Este es uno de los aspectos m\u00e1s importantes para que la vida pueda desarrollarse. La zona habitable de un sistema estelar se suele definir como aquella regi\u00f3n del sistema en la que el agua puede existir en forma l\u00edquida. Distancias menores a la estrellas provocar\u00edan que los oc\u00e9anos hirviesen y se secasen, distancias mayores causar\u00edan que los oc\u00e9anos se congelasen.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lamula.pe\/media\/uploads\/c5a0655d-cf9c-49c5-8d26-c9e5a0f45145.jpg\" alt=\"Noticia: J\u00fapiter nos protege de grandes asteroides y cometas que colisionar\u00edan con la Tierra\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">No pocos de los asteroides que llegan al Sistema solar son atra\u00eddos por la Gravedad de J\u00fapiter librando al planeta Tierra de una gran cat\u00e1strofe. Hasta el momento hemos tenido mucha suerte \u00a1Que siga!<\/p>\n<p style=\"text-align: justify;\">Algunos cient\u00edficos opinan que la existencia de un planeta masivo como J\u00fapiter en nuestro Sistema solar solar protege a la Tierra de impactos de asteroides y cometas. J\u00fapiter actuar\u00eda como un escudo, absorbiendo la mayor\u00eda de impactos de asteroides y cometas, capaces de provocar una enorme destrucci\u00f3n en la biosfera.<\/p>\n<p style=\"text-align: justify;\">Un planeta habitable necesitar\u00eda un campo magn\u00e9tico capaz de protegerlo de la embestida de part\u00edculas cargadas del viento estelar desviando la corriente. Sin la presencia de un campo magn\u00e9tico, el viento solar o estelar podr\u00eda arrancar la atm\u00f3sfera del planeta que escapar\u00eda al espacio. Un campo magn\u00e9tico tambi\u00e9n protege de la radiaci\u00f3n c\u00f3smica\u2026<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/es.sott.net\/image\/image\/s5\/104151\/full\/El_campo_magn_tico.jpg\" alt=\"\" width=\"599\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La creencia en que la vida est\u00e1 inscrita en las leyes de la Naturaleza trae un d\u00e9bil eco de una era religiosa pasada, de un universo concebido para ser habitado por criaturas vivas. Muchos cient\u00edficos menosprecian tales ideas, e insisten en que el origen de la vida\u00a0 fue un accidente an\u00f3malo de la qu\u00edmica que s\u00f3lo se dio en la Tierra; y que la posterior emergencia de organismos complejos, incluyendo los seres conscientes, es as\u00ed mismo un resultado puramente fortuito de una gigantesca loter\u00eda c\u00f3smica. En este debate est\u00e1 en juego el lugar mismo de la Humanidad en el Cosmos: \u00bfQui\u00e9nes somos y d\u00f3nde encajamos dentro del gran esquema?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/_d1c4TVPzQa0\/TEV76peBT8I\/AAAAAAAAAlc\/90b4C87UlwI\/s1600\/snetido+de+vida.jpg\" alt=\"\" width=\"533\" height=\"400\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Bueno, ahora estamos vigilantes y queremos desvelar ese misterio. En cuanto a que todo esto es el resultado de una gran loter\u00eda c\u00f3smica\u2026 me parece que no. En una loter\u00eda sale un n\u00famero y, sin embargo, en lo relativo a la vida, sabemos que actualmente s\u00f3lo viven en nuestro planeta aproximadamente un uno por ciento de todas las especies que lo han poblado a lo largo de su existencia. Y, si es as\u00ed (que lo es), \u00bfC\u00f3mo es posible esa diversidad de criaturas en un caso fortuito? \u00bfNo ser\u00e1 m\u00e1s l\u00f3gico pensar que, la vida, es consustancial de la din\u00e1mica del Universo?<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" src=\"data:image\/jpeg;base64,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\" alt=\"El mejor lugar del universo para encontrar vida\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT1oWXoXz0ox1qD-U_-4T8GXDhdvtKAuUapkA&amp;usqp=CAU\" alt=\"Por qu\u00e9 no encontramos vida extraterrestre? Porque el universo no tiene suficiente f\u00f3sforo - Quo\" \/><\/p>\n<p style=\"text-align: justify;\">Ah\u00ed est\u00e1n todos los ingredientes para la vida que &#8220;fabricaron&#8221; las estrellas. S\u00f3lo necesitan Tiempo<\/p>\n<p style=\"text-align: justify;\">Hemos conformado un modelo del universo y de \u00e9l partimos para poder explicar su Historia. Hemos inventado un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>\u00a0que, en parte, nos explica el suceso de la presencia del universo y de c\u00f3mo pudo surgir. Su nacimiento explosivo estuvo acompa\u00f1ado por un inmenso destello de calor intenso. Durante la primera fracci\u00f3n se segundo emergieron las fuerzas f\u00edsicas b\u00e1sicas y las part\u00edculas fundamentales de la materia. Al cabo de este primer segundo, los materiales esenciales del Cosmos ya estaban formados. El espacio est\u00e1 repleto por todas partes de una sopa de part\u00edculas subat\u00f3micas -protones,\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">neutrones<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">electrones<\/a>&#8211; ba\u00f1adas en radiaci\u00f3n a una temperatura de diez mil millones de grados.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"What Lies Beyond The Edge of the Universe? \u2013 \u0412\u0438\u0434\u0435\u043e Dailymotion\" width=\"330\" height=\"185\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Detectan la luz de las primeras estrellas del Universo \u2022 Tendencias21\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Bueno, lo que en realidad estamos llamando el principio aqu\u00ed es el universo cuando la temperatura rondaba los 100,000,000,000 K. El universo ya hab\u00eda existido al menos por una peque\u00f1a fracci\u00f3n de segundo y estaba dominado por radiaci\u00f3n con unas peque\u00f1as trazas de materia. La radiaci\u00f3n estaba en forma de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>,\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">neutrinos<\/a>\u00a0y antineutrinos. La materia estaba en forma de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">electrones<\/a>, positrones y una peque\u00f1a concentraci\u00f3n de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">protones<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">neutrones<\/a>\u00a0(denominados\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a><\/a>) \u2013 aproximadamente un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucle\u00f3n<\/a><\/a>\u00a0por cada 1,000 millones de part\u00edculas-.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTY_rXs-14n_y2zkY5sEMGynl4OwmRcu0Ru8g&amp;usqp=CAU\" alt=\"Origen y formaci\u00f3n del Universo\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">A estas temperaturas y densidades tan extremas (la densidad equival\u00eda a unos 3.800 millones de veces la densidad del agua), todas estas entidades se comportan como part\u00edculas. Eso significa que est\u00e1n todo el tiempo colisionando entre ellas, casi como lo har\u00edan un mont\u00f3n de canicas que estuvieran bien empaquetadas en un gran caj\u00f3n cerrado. En el universo primitivo no exist\u00edan \u201cparedes\u201d f\u00edsicas que contuvieran a esas part\u00edculas, sino que el elevado n\u00famero de colisiones y la rapidez de \u00e9stas jugaban perfectamente el papel de \u201cparedes del universo\u201d. Sin embargo, esas \u201cparedes\u201d no eran est\u00e1ticas, sino que a medida que se produc\u00edan las colisiones el universo aumentaba de tama\u00f1o. La expansi\u00f3n del universo produc\u00eda una disminuci\u00f3n de la densidad de energ\u00eda que ten\u00eda que distribuirse en un volumen cada vez mayor. Este proceso implicaba a su vez una disminuci\u00f3n de la temperatura del universo, proceso que contin\u00faa ocurriendo hoy en d\u00eda.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" src=\"data:image\/jpeg;base64,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\" alt=\"\u65b0\u7814\u7a76\u6307\u51fa\uff1a\u6211\u5011\u5c0d\u904e\u53bb\u5b87\u5b99\u7684\u6240\u6709\u8a8d\u77e5\u90fd\u662f\u932f\u7684- \u6fb3\u6d32\u65b0\u805e\u7db2\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTkVM_thWe2-8heLUA4_v3fpBM6e4o8oNlktQ&amp;usqp=CAU\" alt=\"Ilustraci\u00f3n de la expansi\u00f3n del Universo. El Cosmos comenz\u00f3 a 13,7 mil millones de a\u00f1os, en un evento llamado el Big Bang (izquierda). Inmediatamente empez\u00f3 a expandirse y refrigeraci\u00f3n (fase 1). Finalmente,\" \/><\/p>\n<p style=\"text-align: justify;\">Las colisiones entre part\u00edculas ten\u00edan tres importantes consecuencias. La primera es que el universo estaba en equilibrio t\u00e9rmico. Para dar al lector una idea de lo que esto significa, vamos a fijarnos en un vaso de agua a 40 grados. La temperatura de un objeto es una medida de la energ\u00eda media del movimiento (energ\u00eda cin\u00e9tica) de sus mol\u00e9culas. Pero no todas las mol\u00e9culas la misma energ\u00eda cin\u00e9tica correspondiente a una temperatura de 40 grados, sino que existen mol\u00e9culas con menos energ\u00eda y mol\u00e9culas con m\u00e1s energ\u00eda.<\/p>\n<p style=\"text-align: justify;\">PRIMER CAMINO<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/luisjonu.com\/wp-content\/uploads\/2016\/07\/fusion-2.gif\" alt=\"LA FUSI\u00d3N NUCLEAR EUROPEA | ME GUSTA LA F\u00cdSICA\" width=\"479\" height=\"508\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\">Los n\u00facleos de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('deuterio',event); return false;\">deuterio<\/a><\/a>\u00a0colisionan con un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0formando\u00a0<sup>3<\/sup>He, y seguidamente con un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>\u00a0formando\u00a0<sup>4<\/sup>He<\/p>\n<\/blockquote>\n<h3 style=\"text-align: justify;\"><\/h3>\n<h3 style=\"text-align: justify;\">SEGUNDO CAMINO<\/h3>\n<blockquote>\n<p style=\"text-align: justify;\">El\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('deuterio',event); return false;\">deuterio<\/a><\/a>\u00a0colisiona primero con un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>\u00a0formando\u00a0<sup>3<\/sup>H (habitualmente conocido como\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('tritio',event); return false;\">tritio<\/a><\/a>), y posteriormente con un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0para formar de nuevo\u00a0<sup>4<\/sup>He<\/p>\n<\/blockquote>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/i.blogs.es\/7a7a42\/fusion-nuclearr\/450_1000.jpeg\" alt=\"Qu\u00e9 es la fusi\u00f3n nuclear: el mecanismo f\u00edsico para imitar al Sol y la  carrera tecnol\u00f3gica por la energ\u00eda definitiva\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\">Este n\u00facleo fue el m\u00e1s pesado que se form\u00f3 en el universo primitivo, debido a que en el momento en que esto fue posible, la densidad de energ\u00eda ya era demasiado baja para permitir que los n\u00facleos colisonar\u00e1n con suficiente energ\u00eda para fundirse. En el momento en que comenz\u00f3 la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('nucleosintesis',event); return false;\">nucleos\u00edntesis<\/a><\/a>, la abundancia relativa de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">protones<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">neutrones<\/a>\u00a0era: 13% de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">neutrones<\/a>\u00a0y 87% de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">protones<\/a>. Todos los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">neutrones<\/a>\u00a0fueron utilizados para formar los n\u00facleos de Helio. Los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">protones<\/a>\u00a0quedar\u00edan de esa manera como n\u00facleos de hidr\u00f3geno. Por lo tanto, tenemos que en el momento en que se complet\u00f3 la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('nucleosintesis',event); return false;\">nucleos\u00edntesis<\/a><\/a>\u00a0primigenia, el universo consist\u00eda en pr\u00e1cticamente un 25% de He y un 75% H (en peso) con ligeras trazas de otros elementos ligeros.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">El paso final en la formaci\u00f3n de los elementos fue la captura de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">electrones<\/a>\u00a0libres por parte de los n\u00facleos para formar los \u00e1tomos neutros (proceso conocido curiosamente como recombinaci\u00f3n a pesar de que es la primera vez que se ligaban\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">electrones<\/a>\u00a0y n\u00facleos).<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.iaea.org\/sites\/default\/files\/fusion_isotopos.jpg\" alt=\"Una idea que persiste (Pendiente de confirmaci\u00f3n) : Blog de Emilio Silvera  V.\" width=\"563\" height=\"316\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\">Pero los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">electrones<\/a>\u00a0ten\u00edan a\u00fan suficiente energ\u00eda para y el proceso de recombinaci\u00f3n no ocurrir\u00eda de forma masiva hasta que transcurrieran unos 700,000 a\u00f1os. La captura de los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">electrones<\/a>\u00a0para formar los \u00e1tomos tuvo una consecuencia important\u00edsima: sin\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/05\/05\/una-idea-que-persiste\/#\">electrones<\/a>\u00a0libres, la radiaci\u00f3n electromagn\u00e9tica (los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>) ya no ten\u00edan con qui\u00e9n interactuar y el universo se volver\u00eda transparente al paso de \u00e9sta. Esto signific\u00f3 que los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>\u00a0ser\u00edan capaces de expandirse junto con el universo. Esos\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>\u00a0que acabaron por ser libres ten\u00edan energ\u00edas alt\u00edsimas que se traduc\u00eda en longitudes de onda muy cortas. Pero la expansi\u00f3n del universo caus\u00f3 el alargamiento de esta longitud de onda. Esos\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>\u00a0de longitud de onda alargada debida a la expansi\u00f3n son a los que nos referimos cuando hablamos del fondo de microondas. \u00c9ste es un remanente del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>. Hemos sido capaces de medir la intensidad de este fondo de radiaci\u00f3n que se ajusta casi perfectamente a lo que predicen los c\u00e1lculos te\u00f3ricos. \u00c9sta ha sido una de las evidencias m\u00e1s rotundas a favor de la imagen del universo que proporciona el modelo del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/04\/12\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p><img decoding=\"async\" class=\"aligncenter\" src=\"http:\/\/lh6.ggpht.com\/_CGpuide4fUc\/TEVop_ftIAI\/AAAAAAAAFYA\/HL9oVaHbCPw\/4729216613_30d0fd630e.jpg\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Unos doscientos millones de a\u00f1os m\u00e1s tarde de todos aquellos sucesos, el universo estaba m\u00e1s fr\u00edo y los \u00e1tomos se unieron para formar las primeras estrellas que comenzaron a brillar en el espacio interestelar del joven universo. As\u00ed, durante diez mil millones de a\u00f1os, se fueron transmutando nuevos materiales en los nucleares, las estrellas masivas hab\u00edan explosionado y dejado el rastro de nubes moleculares gigantescas, nacieron nuevas estrellas de II generaci\u00f3n situadas en Sistemas solares que posibilitaron, presididos por una estrella mediana, amarilla de la clase G2V, que en un planeta situado a la distancia adecuada y con todos los ingredientes y par\u00e1metros necesarios, surgieran seres vivios a partir de la materia \u201cinerte\u201d evolucionada y, en alguna de aquellas especies, cuatro mil a\u00f1os m\u00e1s tarde, se lleg\u00f3 a adquirir la conciencia.<\/p>\n<p style=\"text-align: justify;\">Personajes como Fred Hoyle, Brandon Carter, Eugene Wigner, Erwin Schr\u00f6dinger, Martin Rees, Bernard Carr, Freeman Dyson y Tommy Gold, Lewis Wolpert y Sydney Brenner, Jhon Coway y Manfred Eigen y Grahan Cairns-Smith. Todos ellos grandes especialistas en sus campos que abarcaban desde la biolog\u00eda, las matem\u00e1ticas, la gen\u00e9tica hasta la astronom\u00eda y la astrof\u00edsica\u2026Todos ellos y m\u00e1s tarde otros,\u00a0 como Casrl Sagan, creyeron ciegamente en la existencia de la vida por todo el universo. Para ellos (y para m\u00ed tambi\u00e9n), era una regla inamovible y consustancial con la din\u00e1mica y el ritmo que marca el Universo para que la Vida, est\u00e9 en \u00e9l presente.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxITEhUTExMWFRUXGBUXFxUXFRUVFxcXFRUWFhYXFRcYHSggGBolGxUVITEhJSkrLi4uFx8zODMtNygtLysBCgoKDg0OGxAQGy0lICUtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIAMoA+QMBIgACEQEDEQH\/xAAcAAABBQEBAQAAAAAAAAAAAAABAAIDBAUGBwj\/xABMEAACAQMCAwUFAgkICAYDAAABAhEAAyEEEgUxQQYTIlFhMnGBkaEjQhRSYnKxs8HS8CQzgpKT0dPhFTRTdKKyw\/FUZHODtMIHFiX\/xAAaAQADAQEBAQAAAAAAAAAAAAAAAQIDBAUG\/8QAMxEAAQMCAwUIAwEAAQUAAAAAAQACESExAxJBUWFxgfAEEyKRobHB0TLh8ZJCBRQVIyT\/2gAMAwEAAhEDEQA\/APEic04keVBh86IbzruZQkHXcI9VJTSaLIOlJRJoExUUglwpOy1k08KI91MJFItNCKH4gNGgRt2\/KQCRp8YOKay4pDlSb4HHMKxu2Ium05waAxmkzE1MtDDmmU0ZMelDFBafjyptlw++vRCm0ltWdVd9iEjc0Fto6mBk1ocS0dpH+zZriM7Km1gZC7IzsG4y0chy5VjgVsaK7sGmuAAlLzNBIUEq1owSeQxzpgEmnuhV3sRJNq6OmcZyIynOQflUOxPvJcGSPaAyOY9nmJHzrvU4jrLaMe6Tura3vszdB2Q9xj4dsZAeIHiVT50w9oNYO5c6T2tnd\/aSGL2xsISCFaFlSRgFue4krPnImt0RC4aLQJ8LkTg7lGPUbaYxTPhf08a\/u12Gvs6rVac2vwcKysLy7XXabaKybbaKTuaWgkAQEUHkK5+x2d1DAlUkBghhk5lQ4IzlSpEMJBkRzFWHNIy6cvrmks9XtdVf+uv7tSW+53ZDhc\/eUnlj7vnWje7MatGYG3hSQWlQuCZMkjEKWzyWCYBqM9nNUYAsnP5Sek9cASAT0nMU2mGyYkGnWuqFQ3WfxX\/rr+7TS1ucq8fnr+7UNxSpIIggwQeYIwQaDcqXeZhoI9UQrAa2Jw58vEv7tGbMcnn85f3aqoKvaThrXPZ5Vv2fBxe0Uwmyf3ep\/nNIkC6ha4nRWH9Ifu0FNvqr\/wBdf3at6nhTLM0yzoZrt\/8AD9tdiBpAttEJB40TbFhXkKGBAESQZJYCMAdCT8Kgvadk5iB616F2G4It1gsCSY\/7+ldD264HpvwfwIoYEHcOpKw490hSBW+J\/wBPwMMt7MXHvDqLDYIvCjvDU6Lxcr1pAU68sMR5Gms0+leG5oa4g0IMRtIvW11skfdS3jyH1oGhtrFzjPhQng9aaRT1getRGtMT8QSa+39QE8UudOkRHWmirdSKyOoHkkEBTmoXBQEVB8JLDHXwmjupwWmKaOaprxQkSUI8qIaRyphojH+VNuIQ6lB1f0ShGcUKBqbTAbs8sT1PPoJE\/MUgS50FCAaBFXLgizaI\/Gunz\/2fQ1J2i0yW7oVF2+FSRuDQSMyQSAcTAY8\/gK+p\/mLX593\/AKdaHHDrgeG2hShWH49qCpU3Wht4YeEAi4SXmB1k+6THOoG4reIUG40Lt2ieWxSqx7lJFUxHrQxWZFqig9k1r\/8A7PrAZF95jbOJjqJic9fPFRpxnUDdFxlD5YCIMLtHhiAIgQPIeQrLNCoDg2Qaz11Ca2D2k1Xim8x3CGJCncJJhpHiGeRxSHaLVQoF0+EkggLPi27gTGQdoJHUyTNZOKUmmQDe272QjcYkknJOTTd1ImjaiaTZc+AboVjSlI8Ven\/\/AI70Vh7QkwQpbPWMsMcsbvlXmuv0r2tgcgb7aXFgz4XErPrVrhnFntKQDjp\/lXudi7Qx7e5DgBlo4CLGs1sscRpNV6T2l4Or7haKMZYR3lpTE4IVmBMisnSdlb0hTadSQSAUYTHPbjNc5otS17cxPgTLM2ACeQ9WJ5Cux7PceS2pDciu0iY8jjyMgV7jHYrOz\/8AzvGJG4z5zXyXT2ctAIF0xHOhtllM3XlT+RbUwR+exx6KD+NWDx3tabiwZ91W+1PGReZiP78YEk\/t9a4TU3JY9ay7Vif9tgDHeB3hOulNm7RY4rQ56huvJJ86bHKiRQC18a4uc4uIkn3lXwRJFHePKkp86O1fP6VcF1ZA4pIEeVAR50sQfOm7akmIIA+tLITtvyoyM+VBYg00UswaBAFefLgU0RRYUFojNDfxiKlCQEU4Gmk+dA8qsPDT4bDb0Y4pQnbZoqpApAChPrWkNaQTcjQ+qV0iuOtS2CAwJnBGAQp+BIMfKmGRyqxpFDOFbqR4iQoEnqSCAPWKfdDNAoaefHUnSnNErQ1tqNQpvEqZBud5ZCFQTza0h8Xhhukz8aj4q6MgNsBUNy+VAkgLNuANwB5edWO0rbr5zbIChR3TKykCcyoAnPlWdfxYt\/n3f+nWzsIsa18QCKnf8cEp0VKMUIp9vqKCrjFc4ws4aQNPa\/nRVKYae3rS2mKjaszOGKi8X2cNUJ0TSmnAiPShu9KotDf+VefUBCaRS204L86DGoOGPyO3qdPJNbnagCdNP\/hNN\/ymqvDtALgLsSllPbfmZ5hEH3nPQfEwK6fjOi0\/f6VL7xatWAlxgCGudyzIAoEmSfp7q5njGuDtttgpYSRaSIhTzZsmXMSTOfcABj2Q5cFsiBUUvf2lZlxLsonjp\/f6najiO6Aqi3aWdiDMTzZj95jGT+gYqxwnjfcvu2Lc8LeFxInDI3wZVMdRI61hsKQEV6+F27Hw8PubN16GlrJhgFl247aWgIXRhV6p3gIKBpCZQkggIG89s8zXP8c4wNQRtthBuLfck+BEG4qomNh\/reeTm2YIuE9FBHv7xB+gmoiJiuF7hiuJFeJvp5\/aoIkU1aLGgDFD3NziDbh6bUIuKW0+lI+dKPWk9oLj9oTWFOFzFN9KEVDXuY4licJU6KAxSJqGkASUJ1NGKK0GXpWr7B\/r7JBGnN0HOl0il+ytspAI2386j+oSPoKdbSedMQZqfTWd5iYp4WUuDnCk2oAY6t9IDS4wLphEmIp7WGA5V0fBezty8xW2MfjH9Fa\/FOy9y2snkBBxT75oxHZ77R7crzTcuwdlaG+N1fRcED1mBWkNJcu6dWRSQhvMx6ADu+Z8zmB1qtfthSVic\/Sun7PieHaqPJsfCtMQl2GJdtJFb6x+lyPbkdBXFielE7h0ra1PDSmwKGnZvuiMqwy4iJUBSnPzpvGtNbtrbKGd6b8iI8bJHr7P1qh2YNw8xcQY3Rt415c1mXViFkTOelSW7JcqqiWYgDkMkwBn1py6e4zi2EbeSISDuJIkY91XOFaS4t2w7W2CtcQq0GCBcQE+6WX+sPOucvaaEzS8a3toOpVwqGosFCVYeIEhhgwVMESMdKl\/Bj3QuiI37I6zt3eXKPWruos97rXtjHeahkBiY33Ssx8aJYLo1E+I3O8A\/JIa3k+e5D8KTCylYoJpa1QehuSKx93lTSKRra1nCXZbTWrZM2bbPtkjc7sg59SdogVgXF9+OwKrLoO11hbi3bpkNaLhciP9cuWyWEZwPT41xDHlXp\/DtKusTWose1qEDmGTF29qFZSPzh8q820VhrtxLagbnZUE4EsQonyyRXP2PF8LsNx2baeW8JKBfrRVZGaDJirnFLZS6V2hSq2wVHQ92szHWZn1mu1pAgPbT716KDuUWkHhueWwfrbdRLz9K2b+g7uwxMbyGDEEwRv0zLz\/ADz0rGEVWE0tIkb66oKZspBZpH30JrHwAwRTj1omnAYNRVKeVN21OKPxAFhxQiTSfnSY+VKKozVvr8ISPPFOyaaD505fnV4ZDjuOmz+JJKPnRamqhoFsVQdDPECAQeB2fFUtU4LRPypKvkKEzzqqMbUQTS1Dvnnoi6Se1510XZzQF3yoA6Hqao6HhhO1mIRTlSfaYfkLzb34HrXUabX2tMvhBBPU5ePhhfh8zXp9mwCzCJdeZ2jmet6kYpa+WVK9B7LWbdoAMIg5FWe2OvtFDsjIFebXu0ZOVb61j8R46zYZt0chXF2zspHisDvXpYbC8AvcAEHv2BqEN0Fre7xiOnrGSJ6c4rZ4atttLf2L9m1+yFXMbWvWwYEyBk9ZgiuJ1N0sYIg103Z7UOLPd\/dLq5H5S6nSKM+5jUd2QwtPCgI3mh1XN2jEGJilzbKVtrvqbgZQP5SiqSQzM9lANs\/m\/Wrf+i7FzcCNyov2e12i2VW0XEyZ8d04PIg1jaAnvLe3mdYfXB29Kf2W17AXQ5lVRnJMyd9y0HJIycLNTpljjEa2WC6Hu7fe2r\/3kfe0CZ3N+B2wSRgd5ZBInq3mKg4aPG6qdsLeCiSMWl0DYPmFtk\/Csy7xFblrUm3I2WFG44kniXehlgyMXF8jINQX+I97Y1F5AyOLhPhbATUC2pEwDP2ETyhjisyczTRCF7Q3LOsa4RIVrt9WEldyLevW1YxGTaMjqAYPWhYe2l8LtlLdu4wgzhLty8pXdyMGM9CfPGm2rGosPdUQdjllmdu3T61GyQJy9vl+OK5e\/rQHLJDA2+75EDxWwrH3gk1m46GtBHD9pq1puEeNlBFwqbTeHkUYzJDifZ24\/Kiur7PaxXAJUA3GC27aqNijT37b9OkPPLpWBwR0XS3yjRdFli0TIAuwpB6HP1FHQa4WNNaYhvGmvtrt6NcS2ikyRgHnUOJLSANPeiIUPYXiHdatfDPeI9rnEd4sbvWPKrPZfho7u7qg5DW7WpCbfCVdLG4PuB\/KIj4zWT2XIGrsSQB3igk4AkxJNbus0j6fRXreQVaGwVJm6V3Ec4ZVX4RWgZBdiHWJPCUSmdoeA7tQe7WE3lHYBQAdzSwWZOAx+A5VDxlVuB1gB0bUOXgEsouXAqzzgbfhiuh4pf23yDya9dXlOSLm33dfnXJcG4pt7xrjS0q4mJPjlwJPM7yY5HNUHOadgrYbf1KWi0e0Nr+Tlp5KoIgZ3GyZPr9mP4FciuK6nimvF2xdhgT9kQJkhdtmf+MtPrNcumedPL\/7BFyKdGqeiBHlSKGnOYxTFek5uGHZXGusaelUVRpvxqXYImmbqMTDyQHRu4IBlJB9ab6VPprD3GCIJMMQMZCqWPP0Bq23BNQC47p\/AYbEgZKzIwRIORIrJzhAa3RNZ8Yimq0VoXeD6lI3WbizAyjCCW2gNI8JJxBjpRPBdTj7C9kSPsnzJAxjzYfMVWaSC2hHC0JKirGgwJq1f4betjc9q4g82R1HzI9DUlq5aUAx3jwMNhF94GXPyHvrTMXMykk7KiOglZM0ukdxOFQc3Ywo93Vj6KCfSpkv27Zi2u9v9o4+qIcD3tPwqveus5BJmIA5AD0UDCj0FK1bzJ+OK6sDAxcQgmTW9Lc6eikxqrdu+6tvY7m9TLe8k5NUr2oYtMkmjqbgY4x9KimMkyeldfaMc\/gww0H8gZt6zsEeUoaE+\/OKAECaZZOZPKn3D5chWJczEnHMkmgF7a8IBP8AU6igTVMySa09NqzbTTsZ2i65YDqFay0evsj5Cs1LRIgD1q9cSLKfnXf+nUYeBivDaETrFzU1GsQgkKtd1BYtkwXZgpOAW5mOUxHyqXhutFtboI3d5bNsGY2+JWnln2SI9aqPz8qDgisIyVj8b7OYMVnz0TWzwRgdNrf\/AEbX\/wAqxVHTaxVs3rZB3XDaII5DYWJnP5Qo6PW92l5Nsi6irM+ztupckefsR8aotms8bMWiT4h9DkmF0PANd9letHaAti+d2ZJcBQOcc2+tYDiBFOtXSoYDG4QfUSGj5qD8Kgmpzta2DcjyGyqIVmxedNwUwHXa3IypIMfMD5VETQLEHNF8mmQzKct5iCNCEIfGt\/j1xu50wDEA2l3CTBhUIkdawDyxV3ieu73uoBAt2kt+clZkj3zUOoQNN01TC07\/ABC6dKt1nLXPwpzuMHJtLODisAEe6phq27rusbN5flncVC8\/KBUG+qwyG1PGon9pGqtaX2b2fuD9baqooq7oh9neJ5i2I\/trVVESfiab22pcT18oSflSEYp+pslGKHBHPIP1FRsKC\/Mcwg2tWeBSCLLRppA6Go91DsRrTJ12GQnC0eFIzXQEcWyd0OSQANjbsqCciRgda6nR2bl1zYbX2\/C7LJtoVfaBcJBbaW8bEDyiQcCuJjHP4UQcGoLDNdn70Quwm7eNzdqdoRrNxVFqwM3h3oKhXhdpMsATgEnIihp790Sv4YhU27jFWQbLnd6a3f7voYbcUM7fZOCTtrj1FI+QqQ1wZPXJNddfW\/ftN3mqRgWPgREYEhHdfGCOo25wNy5rF4pw1LQVlvC5JGAu0gFFcEgnB8REeg84GfbtyQsgSYk4A956CjetsjEMsMDBXqCKsYeQwTaJ1HQ2JSpreiZlBQqZnwbwGEHyMT8JqT8HuKIYFIj2gQc8sGq6ma2tM17uvC5gz4TDLA81MivX7Jhd2S5riQRECk+tOCghzrBYW05AzmmsuBWqLin+ctKGx4kJQ\/FTK\/ICo20dssSrxnC3FK4z95ZX5xXKWtcAIqaEbBMzrzVkFtSFm26mY4k\/oqzqOHXAu7aSv46kOmPykJH1qGzZHh6yeQ6+VaYQOGC0QREzpzAv6XUXVzhTor7rm\/aIgqEbbBGTbcbXET4SRzHuqTieqtufCjKneXWWNogOVhYzER51b0HDA7EZHmPSOVXuIdnUW2GCnw5iTBqsTGEQCTz36U9tEly3gPtBvmKm0+lFx4RWMAnmuABJJJwBU2o0sZwE8pyZ8qHCOJ3dMxe2QCVZSCJBBgwfcQp+A6SKkjMA4V1nWlp2goBVe9aAhwjhH3bJI6GDHnHKo22ZIDjynbVnVcRZ1VCiLtLnwLt9sgmc+giqfnPwow8MFoqQam1jBrNTy0NEyU0bMTu9eVXE0w8BFtyrkomVBZuQ29SASM8pxVw9mNTJ2BHAIVitxIVj91t5EH6c\/I1o2LHEEtKhsobVq4rAu1uFb+eHi3gRDkz5OZPKPNGIAKXO0fPqtFzWqslQJVhMkTGdpKn6gj4VA0R1n6Vu8T0mobYLltEG\/au0rhr7d6FaGJHtTByARUOi7PXbqq6shDREsVEG53QksAslphZkgcqHkmpN\/hAWSxXpunHOPjV1dAxKja0shuAArOwKXLR0G1Sc9Kr6zRtaco4hhEgMrRIBGVJHWtC12gv\/AGc7G7pCi7kB8Jtm0Z\/oED+gvXJTS6QIvohU9Vp+7IDhgSJGVIIkgEEYOQR7waqEjnn6VZ4nr2vMHZUWFVAEXaIUQMVVUUi5zz7IT7d2Aw\/GEf8AErf\/AFpi0UGTQIpjDIGfj6IlFzOaTdM0yadPTpSzg5t\/2hKKfs9RUa5o7atniEgfCScoB6U2OdSECMc6jINaYrcgAIk6kWQE7bimzT7Y8+VEqBNV3Jc0PEAb7yPg6FKVHurSsEXwLZxcUAWz+OPxGP434p\/o+UZ6tAmn2V6xjzrMNkiTvNNJ3WonErU4fowxAIjmDNdra7PA2FgHHKMVk8IZLpQth8A\/lflT+NiD58+c17DwTS2jayQIGK3xu0uLbCNCNi9QYLcNjTYxJ\/S8T13CNh8WfMkVh6kc5+FeodrdKu47fa6RXm2stNuM86x7NiNyZSInUdeUp4pOKzMAquiDI0hih6MCQfmK0bPEdzeMI0x4mEMP6awxPvNZdogmGMRMmibSkgfPpXpgDugzBAjjVeSWg3C9A4Z3QIzGM8mB+OCPrWtqXUoQpDegOfkc15zo9WyrAHoAKsajjbREQ0ww8o8xXPi4DrkQssjtD59T6q1x63gqq5Gc4jzkGuZ7qOoPnWueOXIjmIhleGU+4Niqpu2XMNa2E5lGI\/4WkfUVuxhbEiTpWP1XWUwXWI8ln7BzM1c\/AyQNsn4ZrW4bw0XbiohLLIyVAMeoBP6a9Ev9l1VA8RipdiYWE4gC9yL+crqGGG\/nX4Xkram9ZJi7cVjzh2BOQZMHzA+Qpr8SvvO69cM8wXaDknImOZJ+NT8W07LdY7QIJECpdTpNNbCC497c1tLhCW0KjeJABLg\/SubEOGIeaAWFd1ZKxxPAazXmqLcSusBNxztJKyxO0kRIJ5fs6VAuquBQod9oMhdxgGZkDkDIBq\/3ei6PqDicWrfxH850pbtH+PqP7K1\/iVySx8F7o5LPvQND\/l30s977OSzsWY82Ykk+8moyc1pkaM\/f1H9la\/xKTLo+r6j+ytdRP+0qy8ZYDhRHejYf8n6WX60iIzWn\/Ivx9R\/ZWv8AEokaKfb1A\/8Aat\/4lRLIv\/dqffDYf8u+lmAz8aG6tQDRj7+o\/srX+JQYaI\/f1H9la\/xKRcMs5vFP790u9bNj\/l30s1v001eea1Ut6M8n1JgE\/wA1a5DJP855VDxrRizea2CWACEEiDDIrCQCc+KhzpObYra8OoJ8iPdUWxilFGJ51Y7j1FajCc8yBTS1k5hV4olx5UGFMioLnM8I+D\/E7p8zTlApgFPgTmtcOScxjibX60SKa6mn21P+VK2B15U4pnHwNU3BLwXtudPvcdOUhMGCtjQW23jYeUCPX0r1Ls5fuMoHwrybgF2LizPPnXrnZG+u\/PLpTztjOWiumzrYvUY4Ow+qKzxTgrkFjXm3aDTFLkwSAP019AcS1Nnucc4zXjvay8o3Nz6YjFc2EXd4BoFWC8vJbsXnOuXM1ADkHlVzVuCwHxqK\/pmUDcrANlWKkAj0PUV6OLhZSXgi43VFary8U+Iqzwi79qpI8KE3D5\/ZqX+u2qIc7YHWp7F4oHG0yylBjzKz8Yx8ar2kYwACZIAgEmTyAqH9oOaCSaQTsrps1CzA1TkX8kn0pG5uPP51ImmckQCQeUAmT5ACqzCD+zrVYrzhDLEDUEiY0NNP6IQKro+z3E+5ugn2cTXe6vtzba3sYkdMCSPh1ryRbpXpirLaonxD5E\/WsnYecloFeGh9402rrz4b2+MnktDjTHcWY+1LKwyrDlg\/wR1iqXaH2rP+72P+QULGqABVxvRjJWYg+aH7revXrNTdogA9orlRYsRIgkd3iRyB+NY9qwzh4YB21rNfa37XNiYpxMRs6SsZBPXoaCtRYHn5+UfoHKpBa5SefQCT\/d9a89Unoh2zyHKfeMgZz4f2022pODygn\/v8RWtw3hBbmPLyPP4evKuk0PZaRyn4YppSuDFsnl16Y\/jzqTTWt52zk4HMlj0UADmeQ5D1FeiHsdjAz0\/j41icR7JFBgf9vL9GaSJXKXrbAlTgglSDAIIImR0z+2oSI51rWeBai5cFq3ba47E4HpJJJPIepqndtlWKsAdp2ttIzBJMHPukDpQmoC2DAj5+uOfKtXtMP5S\/5tr9TbrLxBwSTyMgQesiM\/StPtSf5S\/5tn9TbrXDIFTZQfyHA\/Cypp26mbqO\/wBTWjXgXKpJqHpTm5U1RQ8S6lqITxzoEZpBvOgTWhe0t5ykpbjDlQFyms\/WgWxXQ\/tPjc5p5x16ayllVnTv18j5\/srsuA8cAAEmf0+6uGttB\/bVi1rSCMwB1rTBe1xBe6DY612m0U5b104OP3dxIXp+s7VEIQCT5+nvriOLcUZmOZB+U1Rs66FMmZ51U1F4N\/HSniMLKtIHl5aiq6Xdqwxh+AXTWJY+UVtaXtFqbSgKVgKUU+Lwgp3ZxMEx1IMHlEmcFLhX3eVFXJ6wKgFj4DgSTfbpG6F5y6W52x1ARUVVUyS0M8MCu0KACCoj1JmDIgVCnay\/vLHZJnABA3Qg3QGEMBbAEebDrWCY\/wA6jK5pY2DlMtgibX4zT14JArodP2puWktoiIdgIBYFvvKwhRAHsiecmTUOt7RXbqFHCwQQIB8M7QSNxMHapX3O3nWKPSnb4HnQGMcS58bd32a3SlNB+VBnoFvSgYHrWDsQxDTxPtS9rbFUJGedanHzm1\/u+n\/V1mziOlanHY3WZMD8HsdJOLeMfGsMZgAkbpnbry2KSfEOax1mr+gQswHw586o7unTp\/HStTg7neFMRPp6f3iudWV6N2c0koqmMdQADkzkgSwx1rt+HcNEVzXZgjaP4\/j\/ADr0DhYGKCpCiXhQjlWbxDg4jlXd6awpFZvErIzSVQvK+0fDVSxFqVuNuDkHb4SIABH8Yrx\/WaMoxU+v8fPFfQPHbODXkPam3tJ8vj86AkuWIxy6Y55zBI+X0rS7Ur\/KX\/NtfqbdZwMZgZ9\/T3HryzWl2qb+UuPybX6m3WrA0g5uSR\/Ic\/hZK0ppMkU2rc5zIaVVE9aaKcRFBzVvoK3HBAThTVFEGgRVO8UG4t0UkAKcwoXBFACaiMssiqaczTSCU1TRDVQe1xl+qUI4o7hTDRU+VUzEgwIjhJ43myCE7djpSY0w05KYe55ynd15IspMR60wLFNeiZ86s4ocZj8RAO7elCM499AfppBfdQ2YrMh9KWGnWuqaE04rPKmmkWmswRUP656JojyrS4\/7Vn\/d7H6sVm7a1e0Vsg2CeTaawR7gu3PllTU4hOWD1\/FB\/Mc1lxtPQ\/I\/5EY+tWbFwpk8se+MsPh\/lVJRTyfjH8YrBaL0zstxUAwTOYmvS+EcREc6+fNDdNuCLibt0FJY42jxbgCpGYwZwa7LgvakAQSZET0Akcvfg\/KmoiF7nZ4ljnVXW62a4HSdqFI5\/tqS5x4N4QcmYyIkZ5k+hqU5V7jmsEHNeTdqr4YmM\/GtzjnaIEGD9a4fiGpYtuJ55B8un6M\/EUIAVW7Hlg5649K0u1C\/yls\/ds\/qbdY84\/b\/AB7q1+04nUv+ba\/U261wwDSJKR\/IcD8LLImjPpQZI50JNbuofEK6\/wA0TR202lNIIelQfEfCJ9bpoqtLrmhNI0wWgCAd4063oSiiVpsU4mpAEGRVCQpwAmg5xQHWtg4NOW4uldFl50k64oA0i5qQ9k56+iKpEe6iuKaGp0UNg1ZNEynFJoQKAfpSWtg5jiMoqbzt3KUAMTSApTSBrn8NOuJVIMacV+FAUiJ60266k9Vn4SKUTWp2gmbI\/wDL6f8AViswRyrouC20dYu617Mbwo3GIRAQMsAskwJ5xih+H4Z8925I3BXNqY\/g0011dvTy13drCAvd7I1Ktu3qCw3Eidk5gZ2kDJotZXMa9o2XCCXfxMmnt3FWJldzu6ZHO3Ak4rFrAZ+k5PX8XKoM0dx91dMdMdrbdfuYMQD3xRSAJmHIby5Azu9Cadesw1tF15l2YNN1iLUW0Zdz4VpYssjGB1kAYwE1KCTu65LATWXOjEdY6VP\/AKVvQVDHaYO05kjkf0\/OtfSaS4ysX16pDFYN8mYYgsPF4lOCCPOo7lhxuP8ApAEKCcXiSxhzCruz7IHvYUFlYKXi2Dz\/AEsW6W5k+1GADy5wMR9ah3GDjHz510AS4RbP4b4XNsfz\/iUuhLbhv8IUqASYHiX1Abe3ABl1pYFyhXvH3qACdxG6CMcwYyKoYbSYB9ES\/YOuS54z1nlitXtT\/rL\/AJtr9TbrT1OhdA3\/APRtsAGyt5mJImAADPT+6a5zUsSxJbeZ9qSZjAMtn50BlJHNFSZO9RMDR7ulPWm7q1dkmTr1uTqivupbopw5URy+NOCBANkJvuFAc6lbmKi86eIyI3GLbpQE+J99M20lpGm8teM0VHUoCBWn7ccqjNOFZ4ZbmIjTrTramU1afcYGnJyqJqbs2HhAaOS1RFE01edI1lPgn9Jp0igacOYprc6t34zvj0QjFEN7qApw61o2QRCSS56UMZoWqXWquxrtZiw+kIqDOK2eG39LsCXrbMwZzIxgqm3xBpwVbBUjxzPOcjqKLVqMAZTJ1r78kStjRXdIoXejFgFDSoYTL7o+1XoUgkfdIjM067qNCzKFtOn2kuWMrsIJgBTIAY8gDIHMcqxF5fGgvM1kcJpyxr81RK6W7quGjeq2rpGdrECT7UZ3ggZX3xnNV11WjtuHW0XUo3gfO1+8GwZ6BFBPmXYYHLn0p69KnCY14E6\/aCV0PFeJ6VmPd2NqFrcju7aEIhJcKVJO5pAmRhfXB\/DOHMWmxcAwFiPZVEEvFweIsHmOcg4Mzi3j4KrWa37T2IYOO3DzSCAfNIOkLb\/CtDvG2y+yHBDGSfY2E+LBw8xHMRUui1miClbtgnxuZX2tsEoAxfoYEeXmawOlA8qxDAxsGuvonMra0t\/STD2n2+Pl7QJuSn3sgIYMzkCo+L3tOyqLFtkgmZA8QMGS285HKIzzxyrPf2BSXpXYOxhhyZjYH\/W7mpzaquoqbweRoaj2qjrlxMLunnDFYJCYrVf\/2Q==\" alt=\"Ecos del Big Bang : Blog de Emilio Silvera V.\" width=\"401\" height=\"325\" \/><\/p>\n<\/blockquote>\n<\/div>\n<p>Por todo eso y por mucho m\u00e1s que no hemos alcanzado a saber, sabemos que el Universo es asombroso<\/p>\n<p>&nbsp;<\/p>\n<article>\n<h2 style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"ESA - Un p\u00falsar en el interior de la burbuja de una supernova\" \/>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Esta es la primera e impactante imagen de una 'mano' c\u00f3smica golpeando una pared de gas\" width=\"409\" height=\"229\" \/><\/h2>\n<h2 style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Un P\u00falsar en el Interior de la Burbuja de una Supernova<\/h2>\n<\/article>\n<p style=\"text-align: justify;\">03.06.14.- Las estrellas masivas mueren de forma dram\u00e1tica, explotando como espectaculares supernovas que liberan una gran cantidad de masa y energ\u00eda. Estas explosiones arrastran todo el material de sus alrededores, creando una gran burbuja que se va expandiendo en el medio interestelar. En el coraz\u00f3n de estas burbujas se encuentra una peque\u00f1a y densa estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> o un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>, los restos de lo que en su d\u00eda fue una brillante estrella.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/fotos.perfil.com\/2024\/08\/22\/trim\/987\/555\/burbujas-de-fermi-1858716.jpg\" alt=\"Los astr\u00f3nomos de la NASA y uno de los fen\u00f3menos m\u00e1s extra\u00f1os de la V\u00eda L\u00e1ctea: qu\u00e9 son la Burbujas de Fermi | Perfil\" width=\"498\" height=\"280\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/cdn.agenciasinc.es\/var\/ezwebin_site\/storage\/images\/_aliases\/img_1col\/noticias\/la-burbuja-de-1.000-anos-luz-que-rodea-al-sol-es-la-cuna-de-las-estrellas-cercanas\/9342389-1-esl-MX\/La-burbuja-de-1.000-anos-luz-que-rodea-al-Sol-es-la-cuna-de-las-estrellas-cercanas.jpg\" alt=\"La burbuja de 1.000 a\u00f1os luz que rodea al Sol es la cuna de las estrellas cercanas\" width=\"498\" height=\"280\" \/><\/p>\n<p><strong>En la \u00faltima imagen de las de arriba, se muestra la burbuja que rodea al Sol<\/strong><\/p>\n<p style=\"text-align: justify;\">Las burbujas formadas por las explosiones de supernova s\u00f3lo brillan durante unas pocas decenas de miles de a\u00f1os antes de disolverse por completo, por lo que no es f\u00e1cil detectar una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> o un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> que todav\u00eda est\u00e9 rodeado por su onda expansiva. Esta imagen nos muestra un buen ejemplo de este fen\u00f3meno, desvelando una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> en rotaci\u00f3n y fuertemente magnetizada \u2013 lo que se conoce como un <a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsar<\/a> \u2013\u00a0 envuelta en su sudario c\u00f3smico, los restos de la explosi\u00f3n en la que se form\u00f3.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Un p\u00falsar lento para su edad\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQayewslF7xgS7i84bP02CSTiFdBebFw013zDzRkgVxu5Ycz10iTYCsbA9n-FgzhQJyUCo&amp;usqp=CAU\" alt=\"Chandra: A Tour of Pulsar SXP 1062 [720p] - YouTube\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Este <a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsar<\/a>, conocido como SXP 1062, se encuentra a las afueras de la Peque\u00f1a Nube de Magallanes, una de las galaxias sat\u00e9lite de nuestra V\u00eda L\u00e1ctea, y est\u00e1 devorando el material de la estrella que lo acompa\u00f1a, lo que provoca potentes emisiones de <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a>. En el futuro esta regi\u00f3n presentar\u00e1 un aspecto todav\u00eda m\u00e1s dram\u00e1tico, ya que SXP 1062 est\u00e1 acompa\u00f1ado por una estrella masiva que tambi\u00e9n terminar\u00e1 sus d\u00edas explotando como una supernova.<\/p>\n<p>&nbsp;<\/p>\n<table border=\"0\" align=\"center\">\n<tbody>\n<tr>\n<td><img decoding=\"async\" loading=\"lazy\" title=\"Un P\u00falsar en el Interior de la Burbuja de una Supernova\" src=\"http:\/\/www.esa.int\/var\/esa\/storage\/images\/esa_multimedia\/images\/2014\/06\/pulsar_encased_in_supernova_bubble\/14560244-1-eng-GB\/Pulsar_encased_in_supernova_bubble_large.jpg\" alt=\"Un P\u00falsar en el Interior de la Burbuja de una Supernova\" width=\"625\" height=\"647\" \/><\/td>\n<\/tr>\n<tr>\n<td>Un P\u00falsar en el Interior de la Burbuja de una Supernova. <em><strong>Image Credit: ESA<\/strong><\/em><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La mayor\u00eda de los <a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a> presentan un periodo de rotaci\u00f3n incre\u00edblemente r\u00e1pido, dando varias vueltas completas cada segundo. Sin embargo, al estudiar la nube de expansi\u00f3n que rodea a SXP 1062, los astr\u00f3nomos han descubierto que este <a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsar<\/a> est\u00e1 girando demasiado lento. De hecho, es uno de los <a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a> m\u00e1s lentos de los que se tiene constancia.<\/p>\n<p style=\"text-align: justify;\">Si bien la causa de este extra\u00f1o comportamiento sigue siendo un misterio, la principal hip\u00f3tesis sugiere que la rotaci\u00f3n del <a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsar<\/a> podr\u00eda estar frenada por su potente campo magn\u00e9tico.<\/p>\n<p style=\"text-align: justify;\">El resplandor azul en el centro de la burbuja representa las emisiones en <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> del propio <a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsar<\/a> y del gas caliente que ocupa el interior de la onda expansiva. Los objetos azules que se pueden ver al fondo de la imagen son otras fuentes de <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> situadas fuera de la galaxia.<\/p>\n<p>&nbsp;<\/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<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"ESA - El telescopio espacial de rayos X de la ESA, XMM-Newton, ha generado ya m\u00e1s de 2000 publicaciones cient\u00edficas\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Esta imagen es una combinaci\u00f3n de los datos recogidos por el telescopio espacial XMM-<a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> de la ESA en la banda de los <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> (en azul) y de las observaciones realizadas desde el Observatorio Interamericano del Cerro Tololo, en Chile. Al tomar las fotograf\u00edas desde tierra se utilizaron unos filtros especiales que permiten revelar el brillo del ox\u00edgeno (representado en color verde) y el del hidr\u00f3geno (en color rojo). La composici\u00f3n nos muestra una regi\u00f3n con una extensi\u00f3n de unos 457 a\u00f1os luz.<\/p>\n<p style=\"text-align: justify;\">Podriamos estar contando suscesos y objetos presentes en el Universo sin poder terminar las historias que, a tantas maravillas pueden incluir. Son embargo, sabemos que son muchas m\u00e1s las codsas que ignoramos que las que podemos sabner. Parafreando a un gran Fil\u00f3ssofo: &#8220;Cambiar\u00eda todo lo que se, por la mitas de lo que ignoro&#8221;.<\/p>\n<blockquote><p><strong>Emilio Silvera V.<\/strong><\/p><\/blockquote>\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%2F2026%2F09%2F18%2Funa-idea-que-persiste-pendiente-de-confirmacion-3%2F&amp;title=Una+idea+que+persiste+%28Pendiente+de+confirmaci%C3%B3n%29' 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%2F2026%2F09%2F18%2Funa-idea-que-persiste-pendiente-de-confirmacion-3%2F&amp;title=Una+idea+que+persiste+%28Pendiente+de+confirmaci%C3%B3n%29' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F09%2F18%2Funa-idea-que-persiste-pendiente-de-confirmacion-3%2F&amp;title=Una+idea+que+persiste+%28Pendiente+de+confirmaci%C3%B3n%29' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F09%2F18%2Funa-idea-que-persiste-pendiente-de-confirmacion-3%2F&amp;t=Una+idea+que+persiste+%28Pendiente+de+confirmaci%C3%B3n%29' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F09%2F18%2Funa-idea-que-persiste-pendiente-de-confirmacion-3%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F09%2F18%2Funa-idea-que-persiste-pendiente-de-confirmacion-3%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2026\/09\/18\/una-idea-que-persiste-pendiente-de-confirmacion-3\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F09%2F18%2Funa-idea-que-persiste-pendiente-de-confirmacion-3%2F&amp;title=Una+idea+que+persiste+%28Pendiente+de+confirmaci%C3%B3n%29' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F09%2F18%2Funa-idea-que-persiste-pendiente-de-confirmacion-3%2F&amp;title=Una+idea+que+persiste+%28Pendiente+de+confirmaci%C3%B3n%29' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2026\/09\/18\/una-idea-que-persiste-pendiente-de-confirmacion-3\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F09%2F18%2Funa-idea-que-persiste-pendiente-de-confirmacion-3%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F09%2F18%2Funa-idea-que-persiste-pendiente-de-confirmacion-3%2F&amp;title=Una+idea+que+persiste+%28Pendiente+de+confirmaci%C3%B3n%29' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F09%2F18%2Funa-idea-que-persiste-pendiente-de-confirmacion-3%2F&amp;t=Una+idea+que+persiste+%28Pendiente+de+confirmaci%C3%B3n%29' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=Una+idea+que+persiste+%28Pendiente+de+confirmaci%C3%B3n%29: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F09%2F18%2Funa-idea-que-persiste-pendiente-de-confirmacion-3%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=Una+idea+que+persiste+%28Pendiente+de+confirmaci%C3%B3n%29&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F09%2F18%2Funa-idea-que-persiste-pendiente-de-confirmacion-3%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00a0Agujeros Negros Gigantes \u00a1Las Interacciones fundamentales! \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Los pol\u00edticos, como siempre, queriendo estar en la foto de cualquier acontecimiento Un d\u00eda de hace ya m\u00e1s de veinte a\u00f1os, all\u00e1 por el a\u00f1o 1996, el pueblo americano escuchaba con asombro a su presidente, Clinton por aquel entonces, que en marte pod\u00eda existir [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"closed","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\/27139"}],"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=27139"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27139\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27139"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27139"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27139"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}