{"id":1491,"date":"2019-10-24T07:05:33","date_gmt":"2019-10-24T06:05:33","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=1491"},"modified":"2019-10-24T06:05:49","modified_gmt":"2019-10-24T05:05:49","slug":"hablemos-de-cuerpos-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2019\/10\/24\/hablemos-de-cuerpos-2\/","title":{"rendered":"Hablemos de cuerpos"},"content":{"rendered":"<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El planeta Tierra\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSnZ8g1hcoppkofjuE8vQ-j58H9gkZAwkH5jqXU8KU5QcLfjTI2&amp;s\" alt=\"Resultado de imagen de El Sistema Solar\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Galaxias\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Nebulosas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Cometas\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Estrellas de neutrones\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMSEhUSEhAVFhIVFRUVFRcVFRAXGBUVFRUWFhUVFRUYHSggGBolGxUVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGi0fHR0tLS0tLS0rLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLSstLS0tLS0tLS0tLS0tLf\/AABEIAKgBLAMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAADBAACBQEGB\/\/EADQQAAIBAwMCBAMHBAMBAAAAAAABAgMEESExQVFhBRJxkQaBoRMUIkKx0fAyYuHxFVLBB\/\/EABkBAAIDAQAAAAAAAAAAAAAAAAIDAAEEBf\/EACMRAAICAQQDAQADAAAAAAAAAAABAgMREhMhMQRBUSIjQmH\/2gAMAwEAAhEDEQA\/APhpDrOEIQhCEIQhCEIQhCEIQhCEIQhCEIQh3B1RIXhlSF1AsqZWUEoSBHcBlSOqmVqCVTA4J5RhUzqpFahioYv5TvlGfsyfZkyFsMV8p3yjDpkVMtFbIv5SeUO4nPL2HRhkXKOAHlIGlnp9AbD2xTKnTvm4CQp52eq4GwjngBsCzhfBZUH0KcG3wTILBzAZ0muDsKeQdkmoCzmAyi1k7Giytlk1IAiBnbvjX0KOIO0y8oGQhBJZCEIQhCEIQhCHWRIhDh0vGmFjRBckhsapSAKISNMbp2z6DdPw+T4FytSNdfhtmYqQSNE3KPgsnwaFv8OSfAp3I2Q8I8xGgEVt2PbW\/wAMdjQofDHYW\/IRoXiJHz2Nm+hdWL6H06l8KroN0fgnzEV6Ze1CPZ8p+6FXbdj65X+AHjQybr4LnH8ozdSG101T6kj5wrZ9CO2PY1\/AZR\/KJVPC30X1NFeJdEs8XSeYlRBSpnp6nh3ZfX9xWp4aunszXGo5tqSMFU3wiOm+YtG7\/wAajkrFrZmyFWEc6xmDKj0YGUeqN+rZZ4F5WSGbaM0pMxnQer4RWKXU1J27i9tCVrKLjlbk2V6F6zNnS54L0KjTGLeGNH9Tlxbtarb9C9vHKK1Z4KVbjPAJU3vElXQNbrKS65+gOnL5J0uDsZLlLIGctdiU3+JMNWmltq3z0BfRWOSix6MWcTudSRaFvkNLAuQhDnDSEIQhCEIWiiFpZOwiM0bZvVRbS3wnp6goo2bHxqtToTt4TxSm8yWFl4\/u3FTb9GumuPsBb2Gd2o+pp29hT5ln0QhRfU0KFVGebbOpTBfDTt7SHEPdmpbwxtGPsZVvVNO2bMsng6VdLY\/RotmpbWvURtsmtbxZnk5Po07OlDdtZ9jXtrBMQpQfDNK3g1tIkIP+xiubXTNGj4b2NCjYLoCpL7NLMs6Z9xqF5k1w0ekcayc5dDMbFY31Fa1q46SSaI6z6ha1eMkk3tuO4wIWtMzLvwSnUWiWTyvi3wq4apHto1Uv6UNVpqUVlJvGw2uTXRph5VleE+UfGrrwxx3QjUsPQ+l\/EXh2kcR1e+DyNe3Wqa1OhTepLk0ySsjqR5v7p6MpVtEbM7bDF6lH2NatRhdH0xKlrjYUq2x6CrS9harbjIzEWUmEqGdwMqGNDWqUcMDVp5HqRilWYc7fL0A1W1LDWeDXVPGWxJw125GZM7iZt5b+WOu52K8sM57L1Y5eUfM0hK738q2j+op\/S\/8ABWUTsafUMqflWWtWDYtxLyCqoDgNOJVQEtBp8Cx0jIc0acIQhCHUXiVigkUUxsEWiHplIRGqVIBm2mDCUYZ4NW1tn0A2lPojctKK5Fyhk7HjxSLWlsa9tSS3BUopbLBpWNFt6LTq\/wDwW\/HXs6kZ8DVpT6L3NShQ6hLK0zhJfNmo7eEdpNvnQXtpGe7yFnACmvkPWMY+b8eddm9s8FKdRR\/Kn6hatzBvdpPdJZw+xe2c+yUpcYDyrNvD40CwloJxnBarMn3CQq5ecASSj0IcOOhlTZdSZWmshoxEOT9CZYRIxD0cqWpSI1SppyT5fHoNrk9SEWSL3cY4zJbJ47HhL23Tk2lg954nJY8uNzD8Qpw8uIww+W\/\/AAfq02PA3wp6e12eNr2glOjrg9DXgZ1alqa4WM3zrRjzo5FK9PBsSgZt1E31syWx4MivEBUjoPOGopdGqLObajPrx4FpQSHakBSovYdkxSQpXlplbvRGfCn+Z\/JdX+xoV\/537C9WGmX\/AK7EEsSnlspKOBiEtRerICXRSYvNg2y0jnlEtv0OQuQ6cOWNIdRDpC0WiFggcQ1OPsEoZHQeA9JD9vS6v5C1FdP8j1COO7Gqo1wswaNqljojUtXnZfNmdbUW9zXtoB7RuptNK0oLnVnqvCYJfkT9TE8Kpa67nrLOHYxeRxwdCU\/wNUn\/AGrHRAqiSGprCEa08mOD5MsOXkjZIRJTjkZpwSDcvgcpYO0qQzFJAvM3sWhRbYlpszyf0YVQNTnkHC3xo8\/oc+3ipeXnfcCeEuzO8Pobih+ypY\/E+NgFvHzbfPsFr1l\/Sn+FfUuuKX6MdjcvyhW7f4st6dhC9q+fjCGbiohC4nhBx7NdMOjMrww2Ztfqx27qe5l3EurNtUTdJ8CtxVMuu8vIxXq8iFSpydGuJitmUc0hOsvcPKazkDWqJZyaYnPslkz7liU5hbirli0hpjkyjXIpdS4yMVamPUzqs9er6Fr6Jk\/QOpIXZeb6g9xbZEiuMkSCQpuWiD5S0WAUgmzJIQhyR507FHVHqdQ2EMlZLxwu7D0oZ1YOEMasNRWX26\/sa41\/SKQ7QjnRGpaU0jPtsbLb6s1Lf+dhygOhM0KKNOzhjfcQtUa1vACRurb9GrYzeVg9f4ajxtu8Y6HqPDLrTByvMXHB009UMGvXpidSmaFD8S31LO1OXGWGJjZp4YhCljVhVBjMbcLGgxutFStRW1t+WDv\/ABCFNOW+F7+hrUKS8vcw\/HPhv7xFr7TyvXD0fv8A4Ktckvz7EV2QlZ\/I8I+eeP8Ax7JeaK0z03T9TF+FfHLy8uo07dSlqvO9fLCHmy5Tlwt\/XY9hb\/8AyO3c\/Pc3NSos5cIKNNPs3q\/bB7bw2zo2tNUrahGnDpFbvrJ7t92Cqq1H9ctj7PLlnTSsI0vOoR8sX6vl\/sIVK3QpOcpdirxFZbC4SwjPCvHfLOyfLM26rexLy\/XGxiXF5kfVU+zZCOnlhbq4SMW7r55\/c7d3K6mdVq5OlTXgTbacrT\/1+4u5rd\/LoSc0KVaxtjE59ky1WqZtzWyXrVWxaS5YxIxzlkCwNWePUrdXKWxn1Kmd38g8GeUvhetN4yJSfuFlLPp0KTj10RJP4LQLGSrfCOTnnRF6cFHV7iW\/gzAzL8Ecc8sRlMvUk5egNzBbLSFi6RxFjFCI1k3CQRXJeKNUIpAsvjPoN0KWV24XX9kAoQya1tRxq9\/5oaoxF5LW9Lyrv\/NEatpR\/n7idGGXt6GxQSSCkOrGreBo0f53M2hPI\/QmZrDo0yNKhE1bSWDHtquTUoz0OZedaprBu2dzg043aaPO0ag5TrmDbRLK4yeTbp3SCO5j\/wBjHjXXUjqomyhDoRrffktmUXiaztgynVRWdwlyRVE2IGlUvG9gX3h8syal8uBKtfvqMjShirijcreJJcmTd+I55MutdNida47mivxy8xgPVrnO7ELi6E6t10FZ3BthSZLL10HnUF6lQDUqi86qRrjAw2XBpy6sUq1UBqVmwFSeBmMGWU8hZS5ewhcVW+yJWuBKpUbCQicilXCBeRvZF8r1JVrYWEtWW5CUCqSUe7Fm3J67A5SyRz6CHPIxRLyljRHHotdwfmKuQDeAtJ2UslDkmVyInNIYkdidOxQSlTChH4U2cpwGrah5nl7ItCnk0KNNJGuEEhTlk7b0EtWvQYerwtkVWwSkPRSG7dDi1whWlo+yGqKw8sCQ+I1RWE\/YapPCF6Ul5cfMvGWiETWTZW8GjaS\/Q06VYxaLxqNfa+5itrydGqzCNeFwEjdGJ94aCwvEZ3Qx28mbH3w5997mVK7XUo7wpUv4XuI1neAql4ZM7zsBnevoMj44DvgjUnddxWreozqtdsXlU7mmHjozWeW\/Q9VvXwKzrgY5f80KVK0Y92PjWkZJ3t9hHIFOokK1bt8LArObe7HKJlla2NVLjuKzrAKlTACUm\/8AIQpyGalb5IVqVG9ik60V3YrOvnfboWl9FymFePVlKrWNX8gNS54iKVH1eoMpYBSyEqXCWwCU2y8aX+ys4pCm2w1hFcYK7lvKTQELJTylZMtOYJszzml0EkcbIdOZM+foYeMQ+xTYq3k6MVgS+RujIfnLC7iVouehepPI+Isegspd9xuEPoI+f+lLQNaVN1nuGEms4NCkWUv1F6E9QnmAY1GhCQzB6GZCoNQqY14YDQ2MsD0avlLwrpiH2vzRR1FwBoQ5XNGtJvh6ApVRGFVrk464O2E7xx1\/mV+8dvqLKov4jkpdl9AlBAO5jErgFK4QvJZKS9Q1BC3a2MO4Xd+oN3L4x8kLSngBUukt5r5BqIp2P6NzuHzn5gJSzyJTv4rbL9QTvG9lgLSLdiH5uK33E612lz7CFSu2Uz3x6bk4QDmHnct7LACdXq2ykp9vcDNtguQPZapX6aC8pNhlRW8nj9QikuF82KeWGsIHSt+W8BHGMf8AO5yV0ltqL1K7ZWUiYbCTqZ7A\/NyD8xJMXKwNROTqA3I4QySsbGJEIRI4LyWdOEIUQYyWSKRZ2DOimLY\/Sf4fUrCWpzyt7cIHCepoiJwaE5fiReznr9Bac8pMLRSaTGJlex9MKpCKq8cotKrhZRQxSH1VyFhVxu9DKVVPnDOOvKPKaJpJuGxKtj07A3UXUzY3UXvlBE+ksk0lqw0VUXUt9tjkznHJIR7laS9TNH72uwOV\/wCgoqeeWUdJd\/fBaSKcpDTvX6ewpWum\/wAy+p1pLj2WQbn0TC49ANsFJzfJX7DrJF6kpPogLxzIpsE41Fct+hWdZvRJJHZVYIDO6S2SFuREmdw2SUessC8q8nsUbXLyBqC0BnJcA3WKzrZ4X1KOr0SBcglEs5PoUlLqyspM4kKcw0jrZXJbC5ZVzFSnjsI4yuTrkVESlkI6REOAZIdOEIUQhCEIQKkXpHCHQj2gH0PUaiT12ehWvSSem3+SENK6EnYT4wXjPjhkIEmU0DcsPcYo19NTpCZIzjSezByeCELyCFhd6YcUcdZdPqyEJqZeC0a74b9w8Kv9\/wChCF5IW+2\/uR111\/2IQovUUldLqxard+p0hTeCuxaddsqk32RCAZyF0ckkt8sG59EjpAchJApSKORCCJzYxI5khCCdTwEcbOORCCnJkOHCEALIQhCiEIQhCEIQhCEIQhCH\/9k=\" alt=\"Resultado de imagen de Agujeros negros\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQGsDyVU06rJlKhRnZXc42b-JOxVh-Tqoga4mtdOzMsULCrg-avbA&amp;s\" alt=\"Resultado de imagen de C\u00famulos de estrellas\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de C\u00edclopes de galaxias\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">Me referir\u00e9 en primer lugar a los que constituyen nuestro entorno ordinario, que ser\u00eda todo el entorno que abarca nuestro planeta. En segundo lugar considerare los dem\u00e1s cuerpos y objetos del Universo. El an\u00e1lisis de muestras de esos diversos cuerpos ha puesto de manifiesto que, en funci\u00f3n de la composici\u00f3n, los cuerpos pueden ser simples y compuestos. Los primeros son, precisamente, los llamados elementos qu\u00edmicos, a las que el insigne Lavoisier (conocido como padre de la Qu\u00edmica), consider\u00f3 como el \u00faltimo t\u00e9rmino a que se llega mediante la aplicaci\u00f3n del an\u00e1lisis qu\u00edmico.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\"><img decoding=\"async\" src=\"https:\/\/3.bp.blogspot.com\/-ZQh2JLggi_8\/XCdYzCCtAvI\/AAAAAAAAAEg\/7q0Hj6VC3tQScUv_qhnumYL3cC7MUaezwCLcBGAs\/s1600\/azufre.jpg\" alt=\"Resultado de imagen de \u00c1tomos isot\u00f3picos\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">Hoy sabemos que son colectividades de \u00e1tomos isot\u00f3picos.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">La mayor\u00eda de ellos son s\u00f3lidos y se encuentran en la Naturaleza (nuestro entorno terr\u00e1queo) en estado libre o en combinaci\u00f3n qu\u00edmica con otros elementos, formando los diversos minerales.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">La ordenaci\u00f3n de los iones en las redes se manifiesta externamente en multitud de formas y colores. No obstante, debo se\u00f1alar que, aun siendo abundante esta variedad, no es tan rica como la que corresponde a los cuerpos vivos, tanto animales como vegetales. La explicaci\u00f3n se basa en que el n\u00famero de espec\u00edmenes moleculares y su complejidad son mucho mayores que en el reino inorg\u00e1nico.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Los iones en la redes\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Los iones en la redes\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">Ser\u00eda conveniente, salir al paso de una posible interpretaci\u00f3n err\u00f3nea. Me refiero a que pudiera pensarse que los reinos que acabamos de mencionar constituyen clases disyuntas, esto es, sin conexi\u00f3n mutua. Y no lo digo porque est\u00e9 considerando el hecho de que el carbono forma compuestos inorg\u00e1nicos y org\u00e1nicos (lo que tambi\u00e9n hace el silicio), sino porque haya existido, y a\u00fan pueda existir, una conclusi\u00f3n, mejor conexi\u00f3n evolutiva del mundo inorg\u00e1nico y el viviente que no se puede descartar, de hecho, yo particularmente, estoy seguro de ello. Estamos totalmente conectados con los r\u00edos, las monta\u00f1as y los valles, con la tierra que pisamos, el aire que respiramos y con todo el resto del Universo del que formamos parte.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTvOk9Jg2Cjm7ephwrEadEAHaBlzjxV_5uIjV8-maxLkWENKM4AyA&amp;s\" alt=\"Resultado de imagen de El mundo org\u00e1nico\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRe8DW8fCyCJcZHUbHdsvjyOeF_zMmEg79sA4_67X5n99OmDosVIA&amp;s\" alt=\"Resultado de imagen de El mundo org\u00e1nico\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRe8DW8fCyCJcZHUbHdsvjyOeF_zMmEg79sA4_67X5n99OmDosVIA&amp;s\" alt=\"Resultado de imagen de El mundo org\u00e1nico\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">La teor\u00eda de Cairos Swith considera que el eslab\u00f3n entre ambos mundos se halla localizado en los microcristales de arcilla. Mi teor\u00eda particular es que no hay eslab\u00f3n perdido en dicha conexi\u00f3n, sino que es el tiempo el que pone, en cada momento, una u otra materia en uno u otro lugar. Ahora, nos ha tocado estar aqu\u00ed como ser complejo, pensante y sensitivo. El e\u00f3n que viene nos puede colocar formando parte de un enorme \u00e1rbol, de un monte, o, simplemente estar reposando como fina arena en el lecho de un r\u00edo. Sin dudarlo, J.M.y P. formar\u00e1n parte de un hermoso jard\u00edn perfumado y lleno de aromas que la brisa regalar\u00e1 a los que pasen cerca de all\u00ed.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\"><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/-9ecLzrcN8uE\/TaNIhtOAN2I\/AAAAAAAAAaY\/AHi7mYsLtkE\/s1600\/granito.jpg\" alt=\"Resultado de imagen de El granito\" \/><img decoding=\"async\" src=\"https:\/\/img.geocaching.com\/cache\/large\/e6abc5b7-2c00-4529-89f6-4ebf73a77784.jpg\" alt=\"Resultado de imagen de El granito\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">El granito, por ejemplo, consiste b\u00e1sicamente en una mezcla de tres cuerpos compuestos: cuarzo, mica y feldespato. \u00bfQui\u00e9n puede decir hoy lo que seremos ma\u00f1ana?<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">En todos los cuerpos que hemos estado considerando hasta ahora, las mol\u00e9culas, los \u00e1tomos o los iones se hallan situados en los nudos de la correspondiente red, as\u00ed que, los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de esos individuos se encuentran tambi\u00e9n localizados en el entorno inmediato de esos lugares. Podr\u00edamos decir que la densidad electr\u00f3nica es una funci\u00f3n peri\u00f3dica espacial, lo que significa que al recorrer la red siguiendo una determinada direcci\u00f3n ir\u00edan apareciendo altibajos, es decir, crestas y valles de la densidad electr\u00f3nica.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">La estructura de los cuerpos met\u00e1licos, as\u00ed como las aleaciones, merecen una consideraci\u00f3n especial. La estructura de los metales y aleaciones difiere de la de los dem\u00e1s cuerpos en un aspecto muy importante que considerar\u00e9 a continuaci\u00f3n.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Enlaces de Los electrones en un cuerpo met\u00e1lico\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Enlaces de Los electrones en un cuerpo met\u00e1lico\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Enlaces de Los electrones en un cuerpo met\u00e1lico\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">Me refiero a que en los cuerpos met\u00e1licos existe una deslocalizaci\u00f3n de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que est\u00e1n menos fuertemente enlazados en los correspondientes n\u00facleos, es decir, de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de valencia.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">Vamos a precisar un poco. Supongamos, para fijar las ideas, que tenemos un trozo de plata met\u00e1lica pura. En los nudos de la red correspondientes los \u00e1tomos han perdido su <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> de valencia, pero ocurre que cada uno de estos <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> forma una colectividad que se halla desparramada o dispersa por todo el s\u00f3lido. Una primera imagen de esta situaci\u00f3n fue establecida por el gran f\u00edsico italiano Enrico <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">Fermi<\/a>, por lo que se habla de un gas electr\u00f3nico, llamado tambi\u00e9n de <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">Fermi<\/a>, que llenar\u00eda los espacios libres, es decir, no ocupados por los iones met\u00e1licos.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Resultado de imagen de Conductividad electrica y termica\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Conductividad electrica y termica\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">Este gas electr\u00f3nico es el responsable de las propiedades met\u00e1licas, tales como el brillo, la conductibilidad el\u00e9ctrica y t\u00e9rmica, etc. La aplicaci\u00f3n de la mec\u00e1nica cu\u00e1ntica a la descripci\u00f3n del estado met\u00e1lico conduce a la obtenci\u00f3n del mapa de la densidad electr\u00f3nica, o, como dec\u00eda antes, a las caracter\u00edsticas de la informaci\u00f3n correspondiente.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">Sin entrar en detalles que desviar\u00edan nuestra atenci\u00f3n hacia otros conceptos fuera de los l\u00edmites de lo que ahora estoy pretendiendo, utilizar\u00e9 el mismo lenguaje que para las estructuras de n\u00facleos y \u00e1tomos.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">Recordemos que en la sociedad de los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> existen las relaciones verticales y las de estratificaci\u00f3n, que se manifiestan en las capas y subcapas. En el caso de los metales tendr\u00edamos una colectividad de n\u00facleos, arropados con sus capas cerradas, ocupando los nudos de la red; \u00fanicamente los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> de valencia de cada \u00e1tomo forman la colectividad del gas electr\u00f3nico.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">La pregunta que nos debemos hacer es: \u00bfestos <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, en n\u00famero igual, por lo menos, al de los \u00e1tomos, se hallan estratificados? La respuesta es que s\u00ed. Existe una estratificaci\u00f3n de estos <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> en las llamadas bandas. El concepto de banda energ\u00e9tica resulta de la consideraci\u00f3n simult\u00e1nea de dos aspectos: la cuantizaci\u00f3n energ\u00e9tica ( o la estratificaci\u00f3n de los niveles energ\u00e9ticos en los \u00e1tomos) y el grand\u00edsimo n\u00famero de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> existentes. Este colectivo no podr\u00eda ubicarse en un n\u00famero finito y escaso de niveles. Esta dificultad queda soslayada si se admite que cada uno de esos niveles at\u00f3micos de los N \u00e1tomos que forman el cuerpo se funde en otros tantos niveles de cierta anchura donde ya pueden alojarse los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> disponibles.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Fusi\u00f3n de los niveles at\u00f3micos\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">Esa fusi\u00f3n de los niveles at\u00f3micos da lugar a las bandas. Esta imagen equivaldr\u00eda a considerar un metal como un \u00e1tomo gigante en el que los niveles energ\u00e9ticos poseyeran una anchura finita.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">En cuanto a la informaci\u00f3n que puede soportar un metal, podr\u00edamos se\u00f1alar que ser\u00eda parecida a la del correspondiente \u00e1tomo, pero mucha m\u00e1s extendida espacialmente. Una informaci\u00f3n puntual, la del \u00e1tomo, dar\u00eda paso a otra espacial, si bien vendr\u00eda a ser una mera repetici\u00f3n peri\u00f3dica de aquella.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\u00bfY los cuerpos que pueblan el resto del Universo?<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Los cuerpos masivos genberan Gravedad\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">Cuando un cuerpo sobrepasa unas determinadas dimensiones, aparece algo que conocemos como fuerza gravitatoria y que se deja sentir en la forma que todos conocemos y, que da lugar, primeramente a la fusi\u00f3n de los diversos materiales que forman los cuerpos.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">As\u00ed, por ejemplo, en el cuerpo que llamamos Tierra, la presi\u00f3n crece con la profundidad, por lo que, a partir de un determinado valor de \u00e9sta, aparece el estado l\u00edquido y con \u00e9l una estratificaci\u00f3n que trata de establecer el equilibrio hidrost\u00e1tico.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">Dentro de nuestro sistema planetario se distinguen los planetas rocosos, hasta Marte y meteoritos inclusive, y el resto de ellos, desde J\u00fapiter en adelante, incluido este. Estos \u00faltimos difieren esencialmente de los primeros en su composici\u00f3n. Recu\u00e9rdese que la de J\u00fapiter es mucho m\u00e1s simple que la de los planetas rocosos. Consta fundamentalmente de hidr\u00f3geno, helio, agua, amoniaco y metano, con un n\u00facleo rocoso en su interior. El hidr\u00f3geno que rodea a este n\u00facleo se encuentra en forma de hidr\u00f3geno at\u00f3mico s\u00f3lido.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\"><img decoding=\"async\" src=\"http:\/\/www.absolut-india.com\/wp-content\/uploads\/2012\/03\/llamarada.jpg\" alt=\"Resultado de imagen de Llamaradas en el Sol\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">Tambi\u00e9n la composici\u00f3n del Sol (y todas las estrellas que brillan) es m\u00e1s simple que la de los planetas rocosos, su estado f\u00edsico es el de <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> y su contenido est\u00e1 reducido (mayormente) a hidr\u00f3geno y helio. Mas variedad de materiales existe en las estrellas supernovas, donde el primitivo hidr\u00f3geno ha evolucionado de la manera que expliqu\u00e9 en otra parte de este trabajo.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">En cuanto a los derechos de la evoluci\u00f3n estelar, enanas blancas, estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, se\u00f1alar\u00e9 que la composici\u00f3n de la primera es sencilla en cuanto al numero de &#8220;elementos&#8221; constituyentes; la segunda ya lo indica su propio nombre, constan de <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>, particularmente <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que est\u00e1n fuertemente empaquetados (muy juntos) por la gravedad. Una estrella de nuetrones puede tener una densidad superior a la del agua, en millones de veces y del mismo orden que la de los n\u00facleos at\u00f3micos. El <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>, es un fen\u00f3meno aparte, su inmensa fuerza gravitatoria es tal que, ni la luz puede escapar de ella, es decir, su <a href=\"#\" onclick=\"referencia('velocidad de escape',event); return false;\">velocidad de escape<\/a> es superior a 300.000 km\/s, y, como seg\u00fan la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, nada es en nuestro Universo, superior en velocidad, a la luz, resulta que nada podr\u00e1 escapar de un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de En el interior de un Agujero negro\" \/><img decoding=\"async\" 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owfKCnTkVK6MjWZEDtIvEEgAMDcGbTyJBGtVa0CqdL7LUvDRstT2+PfnO4UzOXKEqykMImfeIixBEGbzHLCguoSqkN7TRryWqe5oFalMVKgaYJKqhBEMjiGM3AKzsZHA4HnM1pValGnTWm2x062VhuhNTVBG4IiQQeYCORzWiVYaqbeZOf3lPBhwP6E4aBFI8amXqCD1jiPlqKTMHadypkxgg1r+flXjkUoPT8ws+vmHqGXdmIHxMT7CcDInB87kzTYAHUrXRgPODYEdeBHAyMOf5VaIDVhqc3WltB51GFwPuAzz08dMQAossDiTKBk8jK94\/gpD4okt91BxP0HEjDnb2bNQIyDTSqDVptdwdLFyPM03ngGsBjMzeaao2pzJiABYKOAUCwHQYayI103pcf2ifxKPEo9Uv6oBxwiLOKtrhBYM0iGMRNjwxs5rLppp16pOl6akUwYZ2T7PfgvhBLcZgX2Xo0FpKKlUSzCadI8eTvyXkN29N5XrtWosznU6OGn7rgKbcgVSANtWE4yQRbXwqYA0EG+7XCUlnc41QgtEAQqgQFHJRwH57mTheMdcY6zE8ZgQPT+5xoBFAsCSalVG2HMlkwVNSoStNTFt3O+hevM7D8Ae5LKrHe1ZFMGwG9Qj4V5cJbh6kAjzmbaoQTAAsqAQEHIDl9TxwiZoFQEVKrnM0ajTAAAhVGyDgo\/ruSSTJOGMnlVVe+qjwSdKbGqRw6KOLewvcVyGUUg1Kkiku8bseCL1PE8BfoR5zMNUYsYGwCjZQNlHIDBfshP8AkbqubzLVGLsZJ6WEbADgAIAGHmb\/ACwKj9uRDH90D8I++Qbn4RbeY5QXuEFUj7VhNMH4R+9I5\/KPfgJQYkmTv\/d\/XAADTJBOGuevNcVZxoZlu5U0l87R3p5QZ7oehgt1AHC9qI7lBUP7Rh9mPlH7314L7twGMt2xXeU90cVVscxAcQqcNQoDjmOgYfp9kVCASaaTcCpURCRwMMQYPPEkgXTDSbJvP+NVrLKuCA9wIYSwc7XYAmeJVumOZySVrp4ST4gLaKgvbofMPRh8OAdm1VBKPZXGknaLyr\/ykfhOC5Wq1N3pVCQreCoAdvhDAcSpv1EjYnERHh6LSZ8fXeh55QYqpAV7FRsrQCV9DuOluGCZZ9f2LG5J0N8r8QTvpYWJ4EA88RQKTtSqeUwHjhFw684mRzBI44TzNAo2kweMi4IMQRzBEEeowxUR0SNDPVO5atoJpuSFYkG10I+IrxjYrxAI3AIrQqGi5pv4lPnUQbRZ1JsbGQdoMGxxKpNVdV+9QeL76iwbqy7HmIPBscpfajumjvBPdnabz3R9STp5G3Gy5+PumOHh7JbOZY0yBIKkAqw2ZTMN+YI4EEYPlsxpUJVGqk0kXEqZjWh4bXBsY9CJlKwINKpOgmxi9NoA1DpsCOIHMDC+boMjENHruCI8JUjcHhir0Km1QjZnLFIYENTadLgWMcCN1bmp\/K+BtECZm0AAEQeBva0njwFsTJ5woTbUjCGQ7Nyn04HccMNHKq81KfiUjxK5Oqn1MC62jWBsbgYJi6UTULq51XAWurMogBwfGo\/iNmHQ7cI2wPNZVkWQwamTAdfKSOEESrb2IBjpheqxaDMmwN\/19hg1Cu9MytgygkNpKuJIgqbMOm9vfBEWTxT3kCp+kXtERfhfYT1PtW0kcMaJy1Orel4Xj9kxsSbfZs346TfkTsM6oIJBkEGCIgj8bz0ww4FIthcpkbHbphzL5wAd3UGpBIBsWpzIOibRc+E24iDfCddYi0Ejrebhr8wRtiZeizkKilm5D8\/98BAIqhpINEfOZEpBBDIfK42PQz5W5qb+18Mdko3ikDuTHeajC9INzr5RJ6ETguWqJl5DEVWIhqQMpa\/jbiR9zb5hjvaE1RrpklFB+yt9iOMAAAr94D1g75Ek0Nt63a0DtC+5OLXSkoWmW7p9UVyPHTYjgPgMC4F2Fwdows1lSjFW33BBkMDswPEHecFymYKE21KRDIdmH6Ebgi4OHzSQ0wCZok\/Zud6LG+ipHwn8PiHEYQGA61qio\/5Ry100VhkXxp5Re401nH2hhqScuIqN05Dib7b2XKdzL1lkgwiH4yPiPNB\/1G204RqVizFmOomSSeOLnFTJZ4fp1N032sNTd8DK1Zb0b4kPoduhXHOzUGvQSIqKyE8tVlJ9GCn0x3IOCDSZgEfYn4HGzenwnoegwFqRVipEMCQRyItgFsKrPGlaixYi4JkcotH54ayeTWO8qyKY\/Fz8q\/STsB1gHRzOUViMw5hHAJA3apsyLyuNRPANxsDlZzMM5k2AEKo2VeCgfj1O5knAHYrJO2YYa+Huq5zNGo0mAAIVRso4KOn5747kcnrJJOlFu7\/KP1J2A4n3OJlMq1Rgo3PEmAALlieAA44YzlZYFOn+zW8xd2iC7fkBwHqcP+IUgT2nIOezWsgAaaa2ROQ4k82O5P6ADBchQUA1aglFMBf3jb6PQC7HgIG5GK5HLF2idIAJZvlUbn\/biSBjudzGtgFGlFGlF5DmepMknmcOPtCP5lAzFZqjM7GWYyT+nQDYDgBhnJZdbvU\/ZrEj5idkHUwZPAAnljuUyjMwUWJ4zAHEknkBJOOdoZgEhUsiSF5md3PVvoIHDFH9oSaPuKWzuZZ3Z23J\/DgAOgFh6YWOLnHNOBQTNSqAYLSosxCqCzEwABJJ6DDGTyLVJiABdmJgKOZP9zsMGr51UU06MgEQ1Q2aoOI+6n3ePGdgE5BMNzKsClD5albnYpTPTg7dfKOvDOqVixLMSSbkkyT6k4oxxXABCRdNFs5nJ01qECo2wILJIKsJBkHkR8O5wzXyZq0w6FGZYVzqgsAIRvFG\/lNtwu84SY66Kk3NI6W\/gYllPsdY9xidmu3eEEEqVIcRcpEsRy0ga5O2kHhjKDEzULQls2oU3XyjtSurd5SEg6SAyAzAJEErv6T8owtRXvU7sHU6gmnv4lBM0\/1X3HEYoWqUKh0PBUghgYDDzBo4giDHHbDedz9QFaikFH8SghW0MLlNRBIKkiDvBU74K5eCfZznisuhWKEMtmUgg8uvLmIPPDGcpAjvaY8BgMv7tvl9Dup5dQcaNStTqp3vcUywMVY1rBbaoNLQA1xtZvUYFkczSBb7F9DCGUVRBHAgMk6hMi\/DDxE1ivglhaKTTx9kvWXvkLj9qv7T74\/eDrwb11c4HRzQZRSrElBZH3NL05pzX3F5BdrUKVFwUeqNmV9CsCDsR4lsbggjgQdjiZvIUGXvkqMqEgMvdeRiOj+UwSN9iJkYnEOMZU1qieE8JzqsvNZZqbaWiYngQQRZgdmBFwcDo5gowZDpYbMPwxsUu4Kd1UryonQ3dvNM9LXU8V9xB3Dnuz6aN9pmCSwBkU2bVPxAlhIPP1wxtAaH0Kk7M3HqFVdFYQIp1eAsEc72+Runl\/h2KFZGU6WBUg3Ui4PURPDDdNMsJmpVNhEUgpmRcHvDB9Qd\/TDtLP0GUI9F3RYAdnlkBBgeFVlfuluBgjBiIsCRrengBuQDrcsbVYT5eX4\/742qKPUVe+psUAjvmhCom0O5hxHwt6AjfFc3matIK9Lu1SYFWkoiRcAlgXVhyYg+oucirXZm1OxJtdiSfxOHVwSowrXrdm00XWajV1W32cgKBtrJllkcljk2M+vn3ZdChUQ\/AkgH+I3Zv5ifbAaGbZGDIxVhxFv\/AD+uHBWpVfOopP8AOg8JP3kG3qn+k4A0i9dbk8QNG01vWfg2XrMpDKSpBkEGCMWzmSemRPladLqQVaORFvbcYCBi6EKILStUaK20LVPCwV\/TgrdNj04m7PpFNTOIQSrIR5z+7g8eM\/DE7xhHJZbUTqOlVALsRsJEQOJM2HH0k41H7QWqArjSosjblQIEN8wsL78rWxk7cLLq2ZHeN8uK7m1FZZJAFgjfuuVJ4+DfS\/8AuBi18uVJUiCLEHgca4RqTbC49VdT9CD+nMYbq5ZaqjTvYKTv\/wCmx\/7W47Hoh2OStzfq\/wCy8yFxt5egKlPvXn7PwuQL1ALLpt5hIUngNJ3NxU+z92eQqm\/Mn5RPxflueRsMy2sMAAFsEHl08V9CCZPGZ3w3SbKNmAzv56lWLmsrKQBA1U1Gy6R4lHqt+pXrjMXLyYgknYASSYsN+cf77Y2O77twy7WZCeU7H0gg+hwTPUBRJCyGYW5op4fxRYnhcbzCBDaDNU5hcJdlf8a5LLzAFNTSW5P7RxxIvoX7oNyeJHIDCnd4ZWn0w1RHdr3vxGRT6cC\/tsOt+GNO6FlGM8Pwls59mvcjexqn7w2T0Xj96eQwDL0Zx2nSk42cjlwoLuPCokj5uAX3Me0nhi2jCFm7tOhL5s91S0\/HUF\/upuF9W3PSOZxhtvh7OVmdizGSTJwulLAAk4zZCWnhzKZLUCzHTTXdze\/yqOLHl+MDDNHLKF11CQnADzORwXpzbYdTAwjnc4XI2CjyoNlHTrzO5wicggAAS5dz+c1AIg0U1MheZ+Zzxb6DYADGexxZscjDiFBMmqpiYtGG6XZVZgGWk5B2Ok39MBIF0g0mwR+yWUMVdgFcBGEG4bZto8LBGviuapMDDKwYEqQZuRAsTx\/SMRMxTJOuiB1VnB9PEx\/LGnm81ScLVIqgmUaKmqGRQFMQsnSQQZ3BtjOYNrrQNBbcUSj+OkwBlqU3IgtSnfmNJb8G+7gfZjgzRY+F4gnZHGzehkqejTwwbKGmhDrUcXPnpWYcQ2ljIIJB6YJUyKqwNOtT0ONSag3lkiD4IkGQZ4jphSLa1mnBuNasudnUmSoZFxqVkPEbFD0O31xtf8FFmWSjTpm5HNT1H1scNZHJd4qtqQuoAYhx4hYKxkjop9BzOPZ9gdkFvCRY\/psQcUHA1WbmkUyyXik7Ile7YdUJ+EncejQPQweeMKpRai5lZ3VkNtQm4PuN9wQCLgY+z9pf4c0rtwx4T\/EPZ8gn41B9wOPqAPwHTFU8FInxC8B2hkwkOh1U28p4g8UaLBh9bHji2WzK6e7qmU+EgS1MncjmOa8dxe+DLWCEqw1U2jWu3OGU8GHA+2xOEs3lChDA6ka6vHmHofiHFeHpBK4FXP3BXzOUKGGIgiVYbMIMFSBcHbod4vhRieeHstmIBpuNVMmYBEqY86dbX4HY8CBZvKFIaQ6HyuNj0PEHmpuPrgByKRGYVcnm3pklDvYqRKsOTA2Iw33FOvBpHRUt9kxsf\/TYn8Fa\/InCM3E2G3qPr+uBAb4C3MXQHZGyM6FSVMgixBEEEWgjmL4rJ52xoZftAOAlaSsBRUHnQW3PxoCJ0mY4EYueymDFSBI4i4YG4YdCIIw2kkwbpuAAkWS+VzbICBBUnxI11b1HP7wuOeHcv2elc\/ZHQd2VzZRMSH5X2aD1JxSn2YxJuFVbs52Ucz+gFziuazCle7SRTBmOLn5nPPkNh+JMvFezda7Puy+2rKdpNH2Sqyoh2YQWb52HONhwHuSopjD1LOEgLUAqLw1G6\/wtuPS46HBm7PDiaRLR8BEMPYeYdR+AwDs0KZGIyOimQzUDSw1Jy4g815H6HjjVytDT45mkbfxz8EcDx6b8pysrkwAHeQvADd+YHIc2\/M2w9l8403A0xGj4Y5f77zffEuE0Hitdm7DBf4a3LTztHvlDDgLenI\/eHHmL4xXy0HG9loUalnTaRxXl7jgeP0wbNZUL4wBJ2HAG\/ij8hzmdrjezRXtG\/U7fX3SOWp6Vi3eCWQfLsT7wJA4R1wvVy+qn1U\/Q\/wBGn\/Vg+XBDTxmZ688aAy\/igDwsIHo39D+WHgiqkbTFAFrexXm6WWkmbKLsf6dSbDAs0dbTEbAAcANgPTGpnqceAbA36ttPoNh\/vhNKJnFBtZWbzAw9VXIZKb4N2w2kCmOBlv4oiP5RI9S3PGxlKIRNXyiffh9cYVWmXbGkLKwnes+lQk4cXLKq95U8vwrsXI4DkBxPsL40KWVVF1MPCOHzHkOnM4yc7VZ2k\/gNgOAA4AcsI1oECG1KQz2Yao2pvQAWAA2AHADlhXuzjTXKzg6ZHw6mIVPmPH+EbsfT6YIACVXFYhp4ZTs+L1W7scARLH0Tf3MDrhmrmgn7JYPztGr+XgntfrjLqsSSTcncnjiangghrePomznUT9lTAP7x4ZvYRpX8CeuEq1ZnJZiWY7ljJPucUxMMABQXEpiqJ2mOpB324b88O9ngGaRYfaQFgRpcCUJJHMlPc9CV66FTBGxYRexXcX5TzxwUrSCbDpIIMDZpjURfhbCIkJA4SqA\/Thy5\/wBnGpkqi1EFEgapY02NjqsO73I0sAIMA6jecA7RJKirsKk6xHxjzRa2qzfzHlZSkYMm20ccLvBPulen7AzmlgfYg8eBB9R+ePpf+He0lpkH4Tt\/Q9Rtj5IczrHer5hpFQdbxU9GvP3v4hjb7K7Zj7NzpB4n4W5npsD0vwwuPVKIMdF9nz3bVNkgET1x80\/xD2o6klXII68ffGXm+2mWVaQQSDPMb\/31GMvO9od+pA\/arcf\/AFAOA+8AJHMDnuyBFbJAuJgUKT7YzzsO9XQVmGQ06baG91nSYkHoRwunl+2Y8D0qTU5BKhAtxbUpWIInCdHOFG1C8iGB2ZeKn1t6QI2xfOZcBddPxU2Nid1PyN94fUX5xH0290hbfUd3gUzmzTWD3CNTbyurVFnmCC5hhxHDqL4rls9RWR3NTS3mTvVIPW9OQRwIM4Wyua0SCNaN5kPHrzVhNmH9RiZrJwNdMlqZsDxU\/K\/I\/Q8MPCLH1KeM3bHQahNZnI5fSKiPV0cfAjFTybxrHTgeB3AUNGh+9qD\/AOyv6VcDy9c021Kd7GYhgdwQbEdDhruKdW9Pw1P3RNjvOgnczHhN+ROCC25SkOsBO7RVEoZf9+\/\/AOH\/APpj6H\/grtDs8UymYZngHQ2gLE3jzm03HLHzBkK2NiLEEXEHY46lYj+\/fGjRBkn09lm51IAHn7r13+Ia9Oo0JWRUBMIVqCOp0owJ6ycYa5YHyVqRPLUy\/gXVR9cZj1JwWirO4hdRJnStp4nayj0sPbEkbitA8G49U29JkMOpX14+nA+2NLL0RThn3sVS4PRm4gfU9BfCdHtD\/LrpR9bcbzTW42U2Zvvbcp3xE7RRiS6kMblkJN+qsfyIxEuN7LUBgsa+i2xmhVM1Rf51FwORGx36H12wwnZ0XEEcxt\/sem+M\/JqGPgZXngLN\/pO\/tONzKVO7MDz8eQ6dT\/fXFtIFG9EEE9p\/XV0WhSNO\/wAXLgPX+mG6Ce6t9CdwfXgecdcWy6huh+hw7Ty0cLcRi8AKbdqQYyWNXymk4dSlCR8Q+gNiPy\/HGtVylp3YbenP1wvlsve\/v74oDEEFv03UzXnu0Mv4p5wf6\/WcAyuWlseiz2T26SP1\/XFMlk4N8MNWD5xLN7TEKEHqffb6fnhbKZLibDcn++PD3xp1KBd5jc4vm0gaF9+p\/v8Au+HCU1nILz3aBLmwgCwHIYBR7OJ9BueA9TtjdOUCjU2\/Af15DGdnXZrbDgBsP754UbkE5u17JGs6J5RqPMjwj0B39\/wxl5lmcyxJPM42HyJF2hf4jH0830wnX7peLMegCj8TJ+gxJhUQ40NAsaouKJkajiVQkfNsB7m31w9Wz2nyIi9Y1H8Wn6RjNzWZZzLszH7xJj0nE1S7IznWskQ5JR56yDosuf8Ap8P4th\/JdjpUXUoqEXuWp05jkDNus88Z+TywINSoStJdyN2PyL1P0F8VzVVqratFhZQAYUDZR\/fM8cZmTQFW0tFS1afaFGmwFTXFSppZhpJCiFVmJF\/2neWg7DnbPqpxNpghdJuCJ4iNo\/1DGhmQe4EsGNIiWBBBWqAdJ\/hdY4xq9IUExBMBoJDAHqpXiDHKN42MYtlo3LF953o2QFzSIIFUDTqte5RieIPlPAhp5YRe0i4iZB3B1XAxZaZMgk+UmSJmLgLYm5GmRzvacOdoQ6itvOkVBbeID2+cDcidQbnhWKfebyS2VzJpnUVlW8JBFnWPEs+6noYPAYtmgaVlMow1I3MbexGxHMfiJjsI1XlRuPEBw2nafS+D5F1dTRdgFYyjH4HMc\/hawPseGA0qEhXsnwTVKsay92QO+UQv\/wBQAWT+IDy8CIHBcZbuQQVJEEQQYIIg8Lgyd+mK1KZRiGBVlJBHFSP7+mNGoBXBcWqreosftAAT3gA+L5h11fNC7vLXkqjFz15qZ1Ura6tMEEEl0MTp4VBAjlqAEA3EA2TyVUoTYMhs6mwI3vyI3B3BxShXKMHQwRsf68wdjwjDdbLrUBqUgFK\/tEv4b+Zfuf8AbseZLUNkTiqLoecy8AVEOunIEwJX7jxsbno35BymZNMysGZBBEhhPlI4j8uEEA4Jlc53bEqqsCCCDq0sPvCRPv044PmcuGBq0SW3LKTLJ1PzL970mOJwKBWrbqlbKK6l6MwLtTN2TqPnXruOPMoVI5f78MWp1mUgqYKxBFiOow+Alci4SqeQIRz1AHgY8x4Tx074dW8kQHWugrnQ4C1wW4CoPOo4XPmA5N7EYrW7PaC6EVEG7Juv8S+Zfe3XF6nZbU\/2xFLobsfRBf3MDri654UyTRBD\/vHjVEXKjyrt1a9jiZ\/Z8a5K4\/8AT56e6DTyEDVVbuwbgRLMPur+pgYmYzcLopjQh3EyzR854joLW244s2eWp+2SWO9RCAx6keVvoTzxG7O1\/sXFT7vlcW2KHf8AlJGCf3fCUU7HzrkkDhnJ5ZnJjYeZjYKOZOCrkAkGuSnKmPO3sfKOp9gcCzmcLQoAVBcINgeZO7HqfptipmyQbh73RNHOqoK0uNmc7t0Hyr03PHlhzJdsOsAmQODXj04j2jGDOGcpQZ5iwHmY2C9Sf03PDCgBUNo8mi9\/2T2zTaAbH8R\/X88etyjCBx\/T++WPkNLtEU7UiZ2NQiCeij4R13PTbG72D\/iM0yLyOIxbXE8leJree\/JfUaFP35deeOnJgHpjL7K\/xDSqACQCfpj09HSy2P8Af\/nG1AUHtM5LKr5Wfp\/TA\/8AJwp62xuCjI9v1xytRFhhhQ6tV5pcrpBPHC5y4HiIvw\/qcegq0l47DGR2hVVbkj3MYRIAlDdmXGG64rHzFMXLH+p9MZmYc701j7x\/+RsPaMTtDtIT4WpzzZ1+g8o+uMPNd7UuCKn8NRGP0YnGReDeiosw2BPL39uq7mCt9VQeiyx\/Hb64Qq1aQ4VG\/mVfyDfngOaSovmpuvqrAfiRhSkrVGhFLHpwHMnYDqcOhEysiSDAaiVc4g8tGn\/MXb\/3AfTBKFQx3lQU0p8AtKnqqdE1Kbc2Nh1NsDc0qW+mtU5D9mvqfjPQeHqdsZ+azL1GLOxYnifyA4DoMZlodyV4y25rw\/MJzOduVnPhc01HlRCVAHtE+uFj2nX\/AHtT\/W39cBpUyxCqCSbADc+mNEJlqXgqK9Vx5jTqBVB+UeE6o+bafSTMNbQBIF76l3VMdli6o4GmqNABkSTpYGLGNXd36mOMKViyADTpO4JnUItHsw39d7YL3NEaW7ypufD3ayIAO\/eWmbY1zToNWSqBUZKlzFMxqYOhMq4YHUCdPTiJwYhi561ySwSzKnHWfqvOOzGJabQATOkSxjpxMA8euGMlmArQ8mm66WsfKYIYdQYYdR1wcUKJARXeTH\/ImYm86yfijeLDc3xxqdK+rMVJAC3omYFtJl7QBHSI9KJBp+CpDSDIjqEvmqJR2VoBDR4SYhh5lBtDAgzP9ccoVgmoaUbUhUhr6SbyvIiPrjUelQqUwBUcvSU\/8sSyAAwAXvpktv5Sflxn1MtRABJrAG4+xAkC0gmpcYTdp15Kn7PdEc07Qof5hHJgVaSmIMmqulgBvcr4RO5EDcXyaVUqQyk67QR8JkQQQd+Hvh2hXoKy3reEg20L5ZMgzvfGh2kcs7PWoUqhWZZHdVgSPFpCEQTvBsTGxGFMZUTw4s6680kyGupqIoD\/ABoI8UC7IBta5X3HGM+lVek4KmGGxBBH43Ui\/phxc6EKlaKLEMGJZmHUEtHC1sOUu0mq\/sytOteyoiiqeYMSH+7MNwg2KlzcqJgNdWa8NCqGezO+QVaSNqka0AhVu2ooTYrZTE+GTuLhehQNNg\/e0qZBtD6yOE\/ZBhMc4wvWzVQtqZm1qTDS2oRf2iD\/AHs4qpXIuFqSNSqQq1JudJIhH3sRpJ25EhwuaIGE2FdeaMf8vUPhUmpwUxSSoekSQdralB4RsU6mdqCUQCjFmVQFNuBZjqPoThSrTaSIPh1SG3UTtB4ydgOeGkzgqAJWEwAFqL5kjgZ8y9CbcDww8EcUvqTSxQ6WbYAI41p8rSCOZVt1O\/TpixyIcFqJL28hgOtxuo8w6r6mMEqdk1NIYlO6PlrEwpF7CbzY+GJttilKtSpEFF7xgZ1uIURxCAyfc+2CQe4nBH\/J8oGXyLMNdlQbu1gDyHEnooJwf\/NUqQikC1T964Fv4FvHqb7G2CZrtPvDFYd8BOl\/I8TaIt1hgcCbIq\/7F1afgchGF+EnSfY+2CT9\/wAIp\/1\/PT+0NO06uzHvF3ioNf1NxvwIxCaDbh6Z5r41\/BiGH4nHafZri9Qd0osWcEeyjdj6D8Md\/wA4tO1EEH963m\/lAsntJ64Kfb5JS77\/ADv7ptexlQ+OojG0UwwRzO2rvI0+0npecAz9OtADUmSmNlCnSOoOxPUk4zWPM4YyAqlopFgx+ViPcm0AczYYMJFSU8bT2WiEuDjRpZYUwGrMVm4pjzt6zZB1N+QOG6nbDUxpVxVqcajKrBY4JqEk\/ePsOOEanaIYy9GmxNyfEpPXwtE+2CXHJONm3OT5eSbTt1ltTApj7t292N\/wgdMbfYn+I6pcL3hAuWaTZVElj6DHmTmKH7lvarH5ocaDGjTpFdNUGqql4ZSVQmVUnSPNZo5BeeDGW0ATaMVS6g5+y9tkf8dtPmgcAeXXrjQf\/GWoMQ3iUExzAF49N\/SeWPlgfL76q34If1wbLZuijq4asSDsVSD0Pi2Nx6HGh2tKAqGg4pJC9TnP8aPeG\/LGJmv8SlvOiuP9J9iv6g4Sz1PLIZHfFWAZYKAQeGx2IKnqDhX\/ADVEbUJPN6jH6KFxOPEJhMhzThLvz+CmqiCrei5n908Bv5T5X9LHocA\/4fVbxONAPxVCEE8fNcxeyycU\/wCK1B+zCU\/4EAP+oy31xdM6KvhzBJMWrbsI+aT4x035HhiZ2g1VH+M8+g\/KLl84lHy1atQ8kZqae58zfgvrjtf\/ABLmGlSy6T8BRWH\/AFAk+pOEM3kykEwQfK6mVYW2PPmDcYWjANmx1TVI7XaNoKLQPaKt5qFIxyDIf+ggfTBcrRo1W0rTqoYmQysFHFjqCwOpbAaXZxA7yse7Q3FvE\/8AAv6mBjmZzwKmmi6KdrC5YjYu3H02FoGFANG\/CckVf8p8rRQFKGYXU0hqjrUUx8qQpAB4kmT0G6R7IqSYNM9RWpf\/ADwiWnf\/AM779cc9T9MUGkWOvJS7aB1x00U1RKg3ErAtadtgTMX98aWVqk5VlQnWhNQ6SwIRx3VRbGCI0HbYuOeBv2dUpoC9OdWoA6\/KVgnVG0D4SQb4F2bmNNTUbrB1KOKmFbkPKzX6Yp4MKGETWyVRj4RANxIve4sQI\/rfhvgzK5X4jEmxsFAF\/wAI\/AchgpyhWoafFDClQfGWPhaw4hl3PKOWFQ5EjYECYiSItc\/3v6YYM1CREGCj0qzL4w3jEFTzC8TIvMADhAacG7Spr4alMHQ0x4jCH4kiJEFgR0YdcJB5I\/AHmPxsJ5frh3JV\/AVqn7Iws8UPiIdRE+GTPMMRyiXCKhU0z2SkDEC3iBMtO4O1ul79RywehmmRhUUCwYAMJBDKQdW2qx9OkWwTN5JkYoCWK+LgZWQA1iecieBB4jFaWWqvAVWe0AjW2kAkxYEAb898OQRwUwQeKJXyqFO9pzoJEruabQfCTuVJ2bpBgjCdM+K1iTExz6e\/DbGnRp1UOp6lNIUKVdg2pQANDJT1NEAcOA43wSrlcuPtUarUSRqRIBQ9WYFiDJCto9b4jHBhaHZlwlLtmFqytRgtTbvblWAjzm5P8e9hM8AVOz6pOnu2kfCqyINw2oSCDz6b4vl89SUsVoqLHSX+0M8C2ohOc+Dhtyue1WZTTrE1Ek+GYKG90iw9Ig2txwdod0J9g9411dMMqadOZqrIkK9M6nHDS0SrLHBm1DYWtgWaRaIBpopVp01WOsNA4CAoPCGUkTgGa7PhddJi9MTciCgO2tbx6iRyOD9npVAYqupCL6v2diPMW0rO95BGJjOfDJXiMxHjc\/KTTPVdTPqYkjxavECOTKbEdIwVUpVZ0kUXi4J8DXGxMshmLGR1GHzksu7WrQ5F6SmQTwVKrALyiZ4CThNsw1NiiUhSK7kglx6swkfyhcOQe6K9EiC3vmR1\/ryVKnY1Rf2oFIfMxHi\/gCyW33EjrgbVaVP9mutvnqAQNx4UuP8AUW9BguV7QqITcuCZKudQMGJIMwetiLYvmVosYBanZYYAsl1E+GdawbTLbbDD7X3eSmW\/Z5+9kD\/idaYd2YcVcBxzHhYQPaMVGYpMZakytzptI\/0vM\/6hi1Tsup5kC1F50zqj1HmX+YDF6eWFOGqkg8KSmGbq5+AGfUjYccHYy8kdv7vNdy\/ZKONS1lVAQCailYngIlSek4NmspV0aKNM90dyhDl44uUm3JRYdTfCGczhqQDACyFUCAJiwHtvJJ44DTqFbi0z9eX98MGF1ydeSC9lgNeaqyEGGBB5EHFSI3G+1vqMN0+06y27xiOTeIfg0jDWUrGqdLU6OlQSzFNOgDc\/ZlfYcSQMUXECSpa1rqApbIUAAatQSiRA+djsnpxPQdRhTMVmdizGWJJJ5k40832hRaFFAimk6QHIN9yZDCT\/ALcMKq2X4pVHpUQ\/\/rGJBNyFTgO6HDz9koBtO2OE40CcvEaq4HKEPLqOQxXTlvmrf6U\/PVisXBRh4hWoA1KDpxp+NfQwHX6Bv5W54z2GNbK5ihSdX01jF4OgBgbEGxkESMdz4oU6rDunYbg94ACGGpSAtMQCCLA4kOgxBWjmgtBkbvZY4wTL0GcwqljyAJ\/LDa55R5aNIeoZ\/wDvYj6YrXz9VvCXOnbSCFX8FgYqTuWcNFzrXBP5en3IZarKEY3pHxsf5VICn7xIPtIPToC6sqgtdtcNUTqAfDp28QEjmMZNanBN5iw9rcDbbFsoxVgVJU8CLEHhx\/u+JLJrPsrG1ike\/VVZ9RJYksSJkklvf+uOdyR5hG1jxm4IHoQfcY1KGV\/zN0SKoEkAQj\/eB2RuhhTwjY8XJJTYLUMtOnu0iAeT1CI3Nwoa3EYYeLZ7kjsnd7LelqOQNTV3YmL3K2UW1EkwIkb7z0OLmnl1s7VHbiaYUL6DVc+sAcsd7ZeojNQOhQjRopkaZHGQTq9STjLLYZa43okHNbavNOUXMkyxsRa8CIM7iIPti1cBQolpKkkFYiT4b\/ECoB4RPS8xMVKzWtUydStRR9DsVhCdJMrB7tj0AlegC88Ltk306GqIiTbW6sdUIGjRqI2W3AR7zExybDaue5zLQV2\/qNi3ZtD7yEHuqKjxVSf4KdjwszmY47YouYoiy0STzqVD+S6fwnHcTHVh3lcmPcBrmtDL581AKUU0qCO7KqLiSe7lwSJmVM7mONs7M1XYaXdmY8GYkqQYjSdjNvw64mJiWtDXEDmtHOc5sk8Et3ltPAcxx6cdv72wbI1XR9VNoYQB1kgRGxmeNsTExZErEGDROnss1lJo09Jm6EwLb6GNiOOknUI4jZVqVIE66pY8qY\/9zAD3AOO4mMNk4uc5u5dW1Y1jGuipVqXaWhpooEb5j4mA47wotyXnhirnErH7eVcW1gSvoU4WG6x6Y5iY1wCZzWP1XRGW7JCfIMoLeF04OtxePCbSpI4MBi1LPEAI8VE5PIKxyZSSBcjl0x3ExLTikHIqtoPpwW5iVcZei4im0H5arBYHRvIfUleUYvmezTF0alHxvISByaPET92SZFsTExO02h2bmtGavZbNu0a5xpCWbNLTvSk1P3xF+uhfhPW59McftFr97pq7Rr0sbifODq488TExrgasPquyVaVSgx8VNknij6he3lYE\/XFTl6RstYAmbOjKfTwauWJiYQbxTxbwNcl2l2O7tCNTI3LCosKJ3aYaL8sGzmVqAd3TpVO7BBLaSe8PzGJgC8Dh6ziYmOXbbdzHb4Xdsf07doyRSZWXVpMDBUj1BH54j0jAaRyi025jgOuOYmOpjsQlce22eB0LkROx\/vriKCT\/AHzxMTFLJGWAAN536bRG9+B\/DhhxqZq0ARJakQpABMq0lT7HUv8AMoxzExltXYRK3\/TMxvwHP+0Ol2XWMDuakcyhETF72xYdmwfE9JQIkNUW9xaELNt0xMTGWw27tqYsun9T+lZsWg1KYy9OghVnc1ApuEptDwQSs1CBYG\/h2w6vaeUBJGWiWUqGE2gXIssHlf64mJjpw7yuHHuAGuKFnu0qVTwinUMFSF+GzSYQHTdbbYvU7SyjwtWlUJUnxg3AnaQ91F7TbYHExMLCEB7iZK5maeVXxGkTTJOlkLETGxJaZsPCTIM7DGHmyrOSi6VtCmLWGJiYTXEgzvVbVobEZgFf\/9k=\" alt=\"Resultado de imagen de En el interior de un Agujero negro\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">La materia que traspasa el Horizonte de Sucesos y se introduce en el interior del <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>&#8230; Hizo el viaje de ir\u00e1s y no volver\u00e1s. All\u00ed no sabemos con exactitud en qu\u00e9 se puede convertir la materia, da la inmensa fuerza de Gravedad que est\u00e1 presente.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">All\u00ed dentro, en el interior del <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>, no existen ni el tiempo ni el espacio, es como un objeto que estando en nuestro Universo (deja sentir su fuerza gravitatoria y engulle estrellas), al mismo tiempo, no est\u00e1 aqu\u00ed.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">Desde el comienzo de este trabajo estoy tratando de relacionar el Universo, la materia y la consciencia, es por ello que me he entretenido en dar tantas explicaciones que, para no resultar pesado, he amenizado con alguna que otra historia, noticia o comentario.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">Ha sido un largo recorrido por las profundidades de la materia vista desde distintas perspectivas, y, en ella, estamos nosotros incluidos, con una adicional: El pensamiento, la racionalidad, el Ser.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\"><img decoding=\"async\" src=\"https:\/\/ep01.epimg.net\/elpais\/imagenes\/2018\/04\/02\/ciencia\/1522681450_792678_1522681850_noticia_normal.jpg\" alt=\"Resultado de imagen de Una vista de la regi\u00f3n m\u00e1s lejana del Universo\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<p style=\"text-align: justify; text-indent: 45.35pt;\">En todo el Universo, siempre es lo mismo, rigen las mismas leyes, las mismas fuerzas y est\u00e1 presente la misma materia. Excepcionalmente, en algunas regiones se producen energ\u00edas devastadoras como consecuencia de explosiones supernovas y otros fen\u00f3menos naturales pero, en general, siempre es igu\u00e7al: En caso contrario ser\u00eda un Universo extra\u00f1o y diferente al nuestro, sin vida.<\/p>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">\n<ul style=\"text-align: justify;\">\n<li>Quarks (<a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>) y <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/li>\n<li>N\u00facleos, \u00e1tomos, mol\u00e9culas, sustancias<\/li>\n<li>Cuerpos, planetas (vida) estrellas<\/li>\n<li>Galaxias, C\u00famulos de Galaxias, y<\/li>\n<li>UNIVERSO<\/li>\n<\/ul>\n<p style=\"text-align: justify; text-indent: 45.35pt;\">Claro que, explicar todo esto en un repaso breve como el que aqu\u00ed hemos dado, no es nada f\u00e1cil, se necesitar\u00eda m\u00e1s tiempo y una elaboraci\u00f3n m\u00e1s esmerada, sin embargo y teniendo en cuenta que el presente trabajo est\u00e1 hecho como disfrute de un enamorado de la ciencia y que, sin \u00e1nimo de lucro, lo ha elaborado simplemente poniendo en el papel otras fuentes que, unidas a sus pensamientos, tienen el \u00fanico deseo de que llegue a personas interesadas en estos temas, y, si alguna de ellas, aprende alguna cosa al leerlo, el autor estar\u00e1 m\u00e1s que satisfecho.<\/p>\n<p style=\"text-align: right;\"><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%2F2019%2F10%2F24%2Fhablemos-de-cuerpos-2%2F&amp;title=Hablemos+de+cuerpos' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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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>Me referir\u00e9 en primer lugar a los que constituyen nuestro entorno ordinario, que ser\u00eda todo el entorno que abarca nuestro planeta. En segundo lugar considerare los dem\u00e1s cuerpos y objetos del Universo. El an\u00e1lisis de muestras de esos diversos cuerpos ha puesto de manifiesto que, en funci\u00f3n de la composici\u00f3n, los cuerpos pueden ser simples [&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":[230],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1491"}],"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=1491"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1491\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=1491"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=1491"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=1491"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}