{"id":28437,"date":"2022-08-03T07:01:50","date_gmt":"2022-08-03T06:01:50","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28437"},"modified":"2022-08-03T07:01:50","modified_gmt":"2022-08-03T06:01:50","slug":"teorias-sin-verificar-pero-alentadoras","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/08\/03\/teorias-sin-verificar-pero-alentadoras\/","title":{"rendered":"Teor\u00edas sin verificar pero, alentadoras"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00bfQu\u00e9 ser\u00e1n \u00e9sos filamentos vibrantes que llaman cuerdas?, dicen que para comprobar su existencia necesitamos disponer de la Energ\u00eda de Planck (10<sup>19<\/sup>\u00a0GeV), cosa que, de momento, es imposible. Adem\u00e1s, dicha Teor\u00eda, se desarrolla en 10, 11\u00a0y 26 dimensiones, es apasionante. Pr\u00f3ximamente profundizar\u00e9 m\u00e1s en todo esto que no se puede despachar con simple comentario de pasada.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/j.gifs.com\/Kr1PWQ.gif\" alt=\"Teor\u00eda de cuerdas en 2 minutos animated gif\" \/><\/p>\n<p style=\"text-align: justify;\">Me gustar\u00eda estar aqu\u00ed en el 2.122, pasado un siglo, cuando todas las inc\u00f3gnitas presentes est\u00e9n resueltas y nuevos misterios sean el objeto de los cient\u00edficos \u00bfQu\u00e9 estaremos buscando entonces? \u00bfHabr\u00e1n sido contestadas las preguntas que ahora no tienen respuestas? \u00bfHabremos encontrado el Gravit\u00f3n con un nuevo Acelerador de part\u00edculas m\u00e1s potente que el LHC? Y, \u00bfQu\u00e9 decir sobre la Gravedad cu\u00e1ntica?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El gravit\u00f3n nexus de Stuart Marongwe - La Ciencia de la Mula Francis\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRw1Q5wqcXkivE5ls1eUigRSiMKtGAg0Rv6Pw&amp;usqp=CAU\" alt=\"Gravedad Cu\u00e1ntica \u2013 Una revoluci\u00f3n incompleta en la f\u00edsica\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Bueno de momento ya tenemos ah\u00ed al LHC en el CERN en Ginebra en el que ser\u00e1n estudiadas colisiones de dos haces de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> a una energ\u00eda en el centro de masas sin precedentes: 14 TeV. Por algo se empieza.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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g4zuHfKF9PzqzXuLKiADVhVM4neuuzHKRm61eujKCxTqHKrrFQe3NELgpGYBp9DQtzCOTMVRPVcPhEtgKJIFF2sSqMDlFBrdU9a5d5OUamm2sYsdrFKddAKX38ejtECB1pJhMeA7o0gjpTuxh0KzEGqW\/asn0hTFZdq4dg3iMk1r7KJMtAoMs6scnjU9BWuh2IwdpncySij8ac4W46IRmLDoTvS61jfZrmurH5Vxe4zn906dxWJLptgs4wOfMVzdxiMIIpYt74mobdvu0Vu8aNgoOFk9KIw93M4k5V+tCXbaQCHk0wwGMtWxD+Fu5H0oti7B4+7cRiUUOvSQZpBjOZcROVMO4jchCavy422ROZSPhXL4hN5Wsevs486PMbkgPh2EfeZCNe\/lT\/C8wPAzKh2y6a00v4pDvl\/CloxVouMkEidukb\/AIU8eSvEzGKzqS9sIekRPx7VQeL3buGbxZbia5WmDHZh8ttDHSrib\/n+tK+LcMW8PExHT+TWslG4pb83n+1BtG5iOkHpWhzax3K+g28onamGJ5HQ6hz8v3oQ8ij+8\/L96fHivKibfNojbWI\/hnT\/ADW\/9ygyT1jrMadB0\/ahByJ\/+n\/z+9FYfkNPvXGP\/rp9Zo8YvKuH5jAMkn1mflIoW7zXGxE7b6fKnK8i4b\/zP\/L9qITknDDZW8panxg2q3Zu4nEEZCG9HQfPxVdOBcNxFgl7jBnZcqqCSqjTcnc6DYaa7zQy8r4dNcg07k9KKbGpYUATHQTpHU6nTes3Gpq1YXiTBRmArp3ynPEUHwnG4cor5SS2uvcGPyofmHizumS2kA7nrFW79q9fSXFYwXTkWCOtZawLqphRrVFfEXLbSMwIq2cG4y11JjxDQjrTdimU0wPByxlnjyo\/GcFZ1jPIpLjOIuIygr8KIt8YuGBBk\/Cs7DlS4nh7W08KBiO1JH4c7CSQDVtFtsmZ2gRJofDYqyWyLBMTNO9rOlITBsHMqX7QDRF7CsBJRgPMVfCVH3R8qCxPFLexE\/Cty4x7VHhVxHzIuXTeibmDWdh8qYWntISy2wJPQbmuvtv\/AILWLyu+m5Jiv4bG+MadaYXcRrIgdaNbB231KEa7gRWmGFRguuY+po8pyVl4gUw3tLguhJIEHpNOLt5wsAKtTJhWPuHKp7jX4VP\/AEdD78n405b1GSTEXHCydf8A11rfCsRbJJh1YbyI+tPW4XbAkErHY0mxOE\/6g\/6hPQgDU+WlOWL25xzNclVgqep7UpwvAXtNK3VKf2kbehpocLbQmA0nfU0PjEQghcwiOtE5SKy1KQiDV5NKcVfBdEDRnMT2pg+EsEKhHjI03n51pMIgiLcxOpB6U3lYuPHRCcHgqRc2123oniOHDxsSB1pFjOLXLYz+ydukf2xVdu86MrTlC9wZqnavXo5x\/B8S3\/bdE9JoB+CY\/reQ\/Oll7ni4diopdf5tut\/\/AEPwq8Rp8\/AsSIz3wJ6D96c8Ns21Atq8vMyo1DDrVIQ4m\/DQxHQsYqz8Es3LVpswGdyZYHUBYhZ7HU\/4q5ZIZo3E8cW25R9wdwDDRv6VwvMVoxrqDpuOkT2pbjrWdS58TdZ67aj+dqUYTgpvXlRdA25HQAFiT8qzLqXbC8UR4ObQa6x0jWifbrE7\/Lb5+lVjE8hXV1t4hh5MKXX+WMemzK48j\/in\/q2Lo+PQaFgDp1Oneor\/ABhIjMF8yCdAf4a89v8ADMcnvJ+f09KEZMSN0H4\/rTl\/Vseif19NgymOo8Om3nUOI5ktqpg+Igxr6bn515873fvL8ASK5WzdY+6o9dfKjKti1PzPdUmWVgfdgfztOtR4C1fxLRbtnJ95yIUd4J3PkJ26Uv4Vy09xpa5lgT6Ceg\/m1egcKwroAGxLuBpHhj8Z0qvGHy\/E\/wBivBESyFyKIk7nvPmSZphwfh9xnPtICr+PpU+HYAaMfn\/OxrGvEmBJ9POsX45brU+WyYb+wtHwFFE7bGq9xPh7Yds6e6d4G1GrZca7dpNT+1zW2VxJgjvNa7g9+yUYu44GUDP5jShF4Li3bxXkT0BJ+tH4C3fRwGj2MayYYH86ZvxO0rAD0zetZvKNTjWW+HtkVHus0bnaa4u4HJLWYDdZ6imz2SYIih38BGbStcYzaQYvFYhIzHegXDuZgn4VPxnEXM7KqkqNfU9q74LjbzDxpkHSYn5VqX9Zs\/A32S4fut8qz7Bd\/tNWRLh6muw5rXlBlK+H8cdzka3qADIIiDRqWcz5kQTsSR+dLbHELSNn9kNdMwED40cOabaLLjSQPDr8fSucbsOAjgaBZpfj2xKiQFPpJj4U5S6pUNpBEj0NBYni9tfvitVmENzFuVAJknfoRQisF6me\/WjOKYu07KwUsf8Ax0mo24Ub6PAeyZgEwZ8xRunAB4iqELuxOh60eMIzgEtEjWNxQOB5DAuLcuX3eNcoAUE+Z3q1nCoi6AaCYqwaW2cOqrlOrD7x3+dRvaEjRvnpWYfj9piV0LCYA8vWtDEBXICsw3IOkE9qLI1LQvE7IMAgjrEkSKrON4Fhr8hotnv1NW26bVxodWBOk5jsPSuE4PZT3lzDeJ+pqmcVbb0rGH5QwwAOT59fOp35XwzwMir5ga6VcrWKtqAMgCjtrRtu1bOoy6+VVu+qMz2oNnCmcixlXrtp5V2yZBBGk+vyq1Y\/BWvFBEkR3j5UE+HUrBApstna3jvSvXbfhOg8vkdflUXBkFq9nI0II9JjXXppXOPuPaYkKSvoTp5gUKnFkmZGnQHUeo3rGWHqrZi+IFWj6a\/ONqiS8SZI22PrG3b9qU4XGh28Kk9idJHqd\/X9aY+1OwG\/Xz6VqMVt7I8RJGgG3fYD5fSgcZZVh4lEHpv\/AIotmQqMx1n8Z\/WgyGzjMZX\/ACaiWXuFKVzAEbCN9e1bPBl6ttuIp09sKkjqRJ3120n+aVmQA67aE9xoT8agDsWQkZRuTr1IBj60ySAdTA6jXc6dPhQ7ZDDHb3Z7RHUdY+lZdYNMMYjTbpvP87VJKceUZgNtCY6d5+tG8FxzqrudC5GWeiLMGO5kn0AofgHDvasHfVFjcaO4791B36GI71bLlpHGqrB6\/pTx7OEGKxzESTJ6VBbvkCS2tF3uEP08Q77R60ThuBJoXfXeB+tNUgNityM5YHoR+lbu8AuRKMrx7s6EetPcttB4QBHXr86gwF3MzlWEDTU\/GscuMrc5coFW\/ctpN4MAo1YajSolxZxEZDK7+WnWe1M8TiFyw8FToeo16UtfEpZyLbUImoIA6abelUkhtt9iF4azCcy\/OoW4c\/kfjXOLxZRvC2giCRIO\/SgH4ncBG286dafIeJh9nursJ+INQXLOInr+FDpzJGjgq06R4ge+21NMPxhCoOb8Y\/CrzlXjYAS+YgkRvECPpQl3CplAKCOg231gD8amwXC7r6v4FPfVj6L0+NWLBYJE2En+46n8dq3GOy7A23cAMjBFAChiQI9N6J\/o9shsygg6kdPQTTLQ+lQ3cQimJAOp1I+epqyRbXOHw6oAFRV7QBIHrU7r4SdvP0pT\/XbZZgHmOo1B9CN\/h2rr7YX1ywDtn0bTun661m8p9HKMxONyJIWWOgEbnzA1A86E+0518RB3iAQNOp123+VazwSxMDvIJjsO1LuL4v2YDjKFAPTXpAGupn86LdXoHicNZV2jvJ00+e8yDWv6haDRn8W0DWl+Gx65IKhmJJMmT4jO539KcYXhobxkKEIzZ1y9OnlTmL2HbiCEwJJ7kR+NYuIJGUmR+tN8Nh8KwDABvWZ9azF4pLYOTDM4H9oX5RvRykqlwus3PdWCzakQJFYl188TsYMgyPhQ+H5oxDv7O1gmQAgM7wiidtevwmmOLsuma42WXIzRssCAZO\/+KZk6V29uzUTgkUMMT09KlF2fT8q3rGIriTvFLcbwxH99Fb1AP1ps1wd65df1q6RJh7aWgFAA6LJOkyQNaMS4UUZiPQbmZ\/m1R8UwudCI1G3n\/JqqX+JXUMRmA0AOhEVi8b9GWLYUEE6EjQzt\/P1qNXymQ0xK+fWPU1T\/APc90bWvx0+lS4fi2MceCysb9Y+nlRlPS3G5Oh0I8QBjp+Ws+oNRvc8JDEa69PU79NKQW8HjrmpdLf8Ax1H41L\/tR29\/EufQBdfhNPjRo\/G8VtopD3AJjwiCdNeonqaWpx1HKgKSoPXTNtpHQb+dT2eTLI1Odj3Zv0plY4HZQSEHx129a3OM+xplguZCYARYA0CyNOgA6CmPD+IsqBMmoJ1PYknQfGgrNsIIAUDtFTq\/8\/ztTOMPlRt3Esdide5qO3eyA5nJOpjUmOpio1uzoK6W4yyV3gjbv6+lF4GclexnMz3WZMMuYKYZzoB+9TYPF30MplEgTOpJqd+HS+cFEZiM5A94DuNs3nQdrFM93IqEKSVUnQeEakmsej7MnxzsBmjeT2NL8dxJVhXIWTofM\/SiMbcFs5Tq0Seg+BO9AX+EriFOcMFjTKAWJ8pMD1NWrFiVgyqSM0jrttrBoRjZDAyACY0O3XWqOeE8QtFltM5tg+HMQTHp0o3EcmY+4oY4pWD6tOZdx6a\/hReG323OWQyxd9M4CXFJJIAjxTWrl9kOU2i5H3gJB9DSbh\/KV3DXBcYl4VhKqxhjt0286bYGxdKyzmZPU6eVHjILy1emxzD73ziuzxBo1A+H51lZROVNkAYjiL+KVXL0gyB5sND+U9aq3ELpzHNaF0swEeHJK6ibeoAB1kztvpWVlW05Ali3dW7m92cucQSJJJK5gfAQJEiNNgdKs2D4SUAd\/aXDEm2kSAdiSSCRr018qyspZScVt2\/Zq6W76OHWVZGC5ZAJOYONB4tI23FLsE6Yq81u7h7qIkslxGYrKxoxy6jxT9RWVlbAm7yehPgulddCwGvYGD+OUVxa4QSmW5cuoAxDIrAo6rt4sswewNZWVy+Xnca4cZrjma0BZVsOnjT7q+EsJiIHlqJ7edc8EwuJu2luMpt5yQFY5m8OklcvhB16zWVlan+sV9iL\/DsaiM4COw2RWMsPLMAo9CaZthrqYZjeZXaJKqJCg+8J+9p6daysqntmqO+OeySCpZemskDXSZ8Q9dqks8w2W3Yq3b\/NZWV1rA5eKq0ZYbuAflHnU\/2onTb8QK3WVlRC+JPl+\/8ANKX4nCq4138tz69KysqLhMOia5AT6fyDRqYwDZew0EaefxrKykJk4geo0MfyakHESf10P8\/asrKFGf1A7Eb+WvzrDxHyMCsrKU5HEW7DXXud6xeIk7VlZUk\/24jcT\/Os1p8eFgzpt11J2CgDesrKkLw7SB4WzeYPUxGo1+Han2C4OpGa6f8Aj\/Nf51rdZRyvSg+9g7TQrIhEQBkECO2mmlL+I8NVElPCFjwjb1H871lZRPbd9EZBmQfhU2HxRRgwjT+7UefpWVlbZFYzjByMVTxwQOsTEkdZ\/avOL\/EHzHWNdjofiKysooj\/2Q==\" alt=\"Materia inerte: qu\u00e9 es, caracter\u00edsticas y tipos | Renovables Verdes\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00bfAcaso esas piedras no est\u00e1n hechas de \u00e1tomos? \u00bfAcaso los \u00e1tomos no se mueven?<\/p>\n<p style=\"text-align: justify;\">Como dec\u00eda el pensador: &#8221; Que no est\u00e1 muerto lo que duerme eternamente&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Pronto podremos discutir sobre la materia que ahora consideramos inerte, pero que, en realidad, no lo es. La materia del Universo, en cada tiempo y lugar del espacio, ocupa el estado que en ese preciso instante tiene asignado. Pasado ese tiempo, entrar\u00e1 en un estado de fase diferente y su forma y composici\u00f3n (el n\u00famero de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y su n\u00famero at\u00f3mico, ser\u00e1 distinto) se habr\u00e1n transformado en algo distinto de lo que fue. Sin embargo, all\u00ed, encerrada, est\u00e1 su memoria con los datos de lo que fue. Ahora no sabemos discernir sobre este problema, sin embargo, todo est\u00e1 registrado, solo hay que saber buscarlo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.astrobitacora.com\/wp-content\/uploads\/2016\/08\/Spacecolony1-1280x720.jpg\" alt=\"El futuro y las f\u00e1bricas espaciales \u2014 Astrobit\u00e1cora\" \/><\/p>\n<p style=\"text-align: justify;\">No tardando mucho, lo cotidiano ser\u00e1 que ciudades espaciales estacionadas en el\u00a0 &#8220;vac\u00edo espacial\u201c, sean las precursoras de los despegues de las naves del futuro hac\u00eda otros mundos. All\u00ed se construir\u00e1n Comunidades cient\u00edficas que, investigaran sobre las incidencias sobre los humanos de la ingravidez, y sobre otras mil cuestiones cient\u00edficas que har\u00e1n avanzar a la Humanidad hacia el Futuro.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.mubis.es\/media\/users\/12373\/274190\/en-marcha-el-reboot-de-stargate-puerta-a-las-estrellas-original.jpg\" alt=\"En marcha el reboot de \u201cStargate: Puerta a las Estrellas\u201d\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00bfSer\u00e1n posibles alg\u00fan d\u00eda las puertas hacia las estrellas lejanas?<\/p>\n<p style=\"text-align: justify;\">Si alg\u00fan d\u00eda, como firmemente creo, somos capaces de abrir esas puertas y conseguimos burlas el l\u00edmite impuesto ahora por la velocidad de la Luz, ese d\u00eda, la Humanidad habr\u00e1 dado un paso de gigante para alcanzar su irremediable futuro: Las Estrellas.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Informe Dune: La Princesa Irulan | Danienlared\" \/><\/p>\n<\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>\u201d Hay en todas las cosas un ritmo que es parte de nuestro Universo.<\/strong><br \/>\n<strong>Hay simetr\u00eda, elegancia y gracia\u2026 esas cualidades a las que se acoge el verdadero artista. Uno puede encontrar ese ritmo en la sucesi\u00f3n de las estaciones, en la forma en que la arena modela una cresta, en las ramas de un arbusto creosota o en el dise\u00f1o de sus hojas. Intentamos copiar este ritmo en nuestras vidas y en nuestra sociedad, buscando la medida y la cadencia que reconfortan. Y sin embargo, es posible ver un peligro en el descubrimiento de la perfecci\u00f3n \u00faltima. Est\u00e1 claro que el \u00faltimo esquema contiene en s\u00ed mismo su propia fijeza. En esta perfecci\u00f3n, todo nos conduce hacia la muerte.\u201d<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><strong>Del Diario de la Princesa IRULAN.<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Paisajes Campestres - Retratos por Encargo\" \/><img decoding=\"async\" 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\" alt=\"Hermoso paisaje nevado junto al r\u00edo (66795)\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ4m7tmApi8QceLAui51dQWaLF88O1tS9r-QA&amp;usqp=CAU\" alt=\"Banco de imagenes gratuitas: Hermoso paisaje del desierto - Dunas y curvas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQkYgkMMJyj6sgds_UF4IPf_9TlEF1RclL5cQ&amp;usqp=CAU\" alt=\"Las mejores 68 ideas de Paisaje de monta\u00f1a | paisaje de monta\u00f1a, paisajes,  paisajes maravillosos del mundo\" \/><\/p>\n<p style=\"text-align: justify;\">Est\u00e1 claro que la belleza no es igual para todos, Un paisaje puede ser distinto y es cuesti\u00f3n de los ojos que lo miren. De la misma manera, a una misma pregunta se podr\u00edan dar mil respuestas distintas en funci\u00f3n de quien sea el que hace la pregunta y de quien sea el que la contesta.<\/p>\n<p style=\"text-align: justify;\">\u00a1Qu\u00e9 cosas! Sin embargo, as\u00ed es la realidad. Estamos supeditados al nivel de inteligencia del individuo que observa y del que pregunta qu\u00e9 es lo que ve el observador.<\/p>\n<p style=\"text-align: justify;\">Hay veces (la mayor\u00eda) que no tenemos los datos suficientes para poder preguntar. Sino sabemos preguntar\u00a0 \u00bfC\u00f3mo podremos contestar?<br \/>\nEl camino a la soluci\u00f3n de este problema es querer saber m\u00e1s y estar dispuestos a pagar el precio para ello.<\/p>\n<p style=\"text-align: justify;\">SU IGNORANCIA ES SU FELICIDAD.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Irene Montero | Ministra de Igualdad Una 'portavoza' para pilotar la  Igualdad desde el feminismo\" \/><\/p>\n<p style=\"text-align: justify;\">Si la felicidad es del ignorante \u00bfSer\u00e1 una locura ser sabio?<\/p>\n<p style=\"text-align: justify;\">La verdad es que s\u00ed, los que nos preocupamos y queremos entender lo que pasa, lo que ocurre en nuestro mundo, en nuestro Universo y el por qu\u00e9 de las cosas, esos, s\u00ed que sufrimos. Algunas veces se siente el dolor de la impotencia que, aunque no sea f\u00edsico, es de m\u00e1s calado y duradero, una verdadera molestia que se crea al ser consciente de lo poco que sabemos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Grigori Perelman, el genio matem\u00e1tico que resolvi\u00f3 uno de los 7 problemas  del milenio y se retir\u00f3 del mundo - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Gregori Perelman el matem\u00e1tico ruso<\/p>\n<p style=\"text-align: justify;\">\u00bfSer\u00e1 por eso que existen personajes que, como Perelman, se encierran en s\u00ed mismo, se alejan del mundo, y no quieren hacer part\u00edcipes a los dem\u00e1s de su privilegiado intelecto? Gan\u00f3 el premio de un mill\u00f3n de d\u00f3lares que le entregar\u00eda el Rey en la reuni\u00f3n de matem\u00e1ticos del mundo, y, \u00e9l no compareci\u00f3. Se qued\u00f3 viviendo con su madre en un apartamento de 50 metros cuadrados, y, cada tarde, con un canasto y un pincho, sale a buscar setas al campo mientras piensa en complejas ecuaciones. El desarrollo la paradoja de Poincar\u00e9.<\/p>\n<p style=\"text-align: justify;\">Ser\u00e1 que ven a sus cong\u00e9neres tal como son en realidad y no les gusta: su egolatr\u00eda, su cortedad de miras, sus ambiciones desmedidas por conseguir (la mayor\u00eda de las veces) un lugar que no les corresponden a costa de lo que sea. Su valoraci\u00f3n err\u00f3nea de las prioridades, sus conciencias acomodaticias, su \u00e9tica y su modal muy relativa, siempre amoldable al momento y a sus propios intereses, y, en fin, un conjunto de cuestiones que, de pensarlo detenidamente, no a Perelman, sino a cualquiera con un sentido razonable de lo que debe ser, le llevar\u00eda al repudio de personas as\u00ed que, por desgracia, son mayor\u00eda.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.iac.es\/cosmoeduca\/universo\/anexos\/densidaduniverso_clip_image005.jpg\" alt=\"Origen y evoluci\u00f3n del Universo\" \/><img decoding=\"async\" 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\" alt=\"Cu\u00e1l puede ser el final del universo? | astrodid\u00e1ctica\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0El Universo ser\u00e1 seg\u00fan la cantidad de materia que contiene: Plano, abierto o cerrado<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Nos estamos desviando del tema que nos debe ocupar, la F\u00edsica y la Astronom\u00eda, la Densidad Cr\u00edtica del Universo que nos dir\u00e1 si estamos en un Universo Plano, Abierto o Cerrado y conforme a ello, el final que nos espera. Todo un reto apasionante que tambi\u00e9n, como otros tantos, tenemos la obligaci\u00f3n de aceptar para llegar al fondo de la cuesti\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Friedmann Equation\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cosmolog\u00eda: el universo de Einstein-de Sitter\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a1Universo de Friedman o de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> &#8211; De Sitter? \u00a1Veremos!<\/p>\n<p style=\"text-align: justify;\">A comienzos del siglo XXI, la Humanidad se ve frenada en sus avances y proyectos por la falta de energ\u00eda, las fuentes energ\u00e9ticas son del tipo f\u00f3sil (petr\u00f3leo, Gas, Carb\u00f3n) y tienen una duraci\u00f3n limitada, le quedan unos 500 a\u00f1os para su agotamiento total. Las de fisi\u00f3n nuclear, todos sabemos el enorme coste que pagamos con sus residuos nocivos para la vida. Las fuentes de otro tipo: Solar, e\u00f3lica, mareomotriz, etc., son muy costosas y el resultado no es el \u00f3ptimo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Energ\u00eda solar, un recurso desaprovechado en Espa\u00f1a - Diario Responsable\" \/><img decoding=\"async\" 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\" alt=\"Informe de estado de energ\u00eda y CO2 global: Gas natural \u2013 Bienvenido a  Revista RD Energ\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">Hay proyectos paralizados debido a que su enorme coste energ\u00e9tico no es posible de soportar, y, en consecuencia, est\u00e1n congeladas unas investigaciones que dar\u00edan un fruto muy grande para la Humanidad.<\/p>\n<p style=\"text-align: justify;\">Se podr\u00eda decir que estamos en una Civilizaci\u00f3n del nivel Cero, colocada en el punto de partida y con las herramientas precisas para comenzar a caminar: La energ\u00eda de fisi\u00f3n (investigando la de fusi\u00f3n) y tambi\u00e9n las que obtenemos de nuestro Sol, de las mareas y del viento.<\/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<img decoding=\"async\" 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\" alt=\"Nebulosas, estrellas moribundas y galaxias chocando: estas son las im\u00e1genes  del James Webb\" \/><\/p>\n<p style=\"text-align: justify;\">Otras herramientas que tiene la Humanidad son a\u00fan m\u00e1s importantes, y tenemos acceso a las estrellas a trav\u00e9s de telescopios que, como el <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a>, nos permiten fotografiar galaxias situadas a miles de millones de a\u00f1os-luz de nuestro sistema solar o estudiar la composici\u00f3n de nubes estelares y de c\u00famulos de estrellas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.dagorret.com.ar\/wp-content\/uploads\/2021\/11\/Concepto-de-flujo-de-tiempo-cuantico.gif\" alt=\"F\u00edsica cu\u00e1ntica - Ciencia, Tecnolog\u00eda y Sociedad\" \/><\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n contamos con otras importantes herramientas como la Mec\u00e1nica Cu\u00e1ntica y la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial y general que nos permite el estudio de los universos muy peque\u00f1os y muy grandes. Adem\u00e1s, los conocimientos como el \u201ccuento\u201d de Planck, el <a href=\"#\" onclick=\"referencia('exclusion principio de',event); return false;\">principio de exclusi\u00f3n<\/a> de Pauli, el de Incertidumbre de Heisenmberg, la funci\u00f3n de onda de Schr\u00f6dinger, el positr\u00f3n de Dirac, los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> de Gell-Mann y tantos otros hallazgos como el Modelo Est\u00e1ndar que, a pesar de ser incompleto, ha resultado una buena herramienta para el estudio de las familias de part\u00edculas que conforman la materia y que intervienen en las interacciones fundamentales de la Naturaleza.<\/p>\n<p style=\"text-align: justify;\">Todos estos conocimientos (y muchos otros) como digo, nos ha situado en la l\u00ednea de salida de una carrera que nos situar\u00e1 en la meta que se llama Civilizaci\u00f3n del Nivel I.<\/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<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS943z_sMXl9R1Wsbnw1Y4fw0FE1g3X4Oh188hxVejDCjKCeKykcfEP0xeL5BemxEh6dCE&amp;usqp=CAU\" alt=\"D\u00eda Mundial del Medio Ambiente: Proteger la Tierra para garantizar el futuro\" \/><\/p>\n<p style=\"text-align: justify;\">Esa Civilizaci\u00f3n del Tipo o Nivel I, habr\u00e1 alcanzado el dominio de todo el planeta, todas sus fuentes de energ\u00eda estar\u00e1n controladas, tanto en tierra con en los mares y oc\u00e9anos, y, dicho dominio permitir\u00e1 avanzar de manera muy considerable hacia el futuro de una Civilizaci\u00f3n del Nivel II.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSYy62fmQw4HTRgnc-nizMTDwE9RYm60qDJfWbgSammUz_5TUTWGDPy5mp6dRM4XOWXqZ0&amp;usqp=CAU\" alt=\"Astrof\u00edsica - Mundo Educa\u00e7\u00e3o\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQp6Om0vxMKEpBYCHAfz3STbUlPL5P1j5Y9mQ&amp;usqp=CAU\" alt=\"La influencia de los genes en la personalidad\" \/><\/p>\n<p style=\"text-align: justify;\">Los proyectos de la F\u00edsica Te\u00f3rica, de la Astronom\u00eda, Cosmolog\u00eda y Astrof\u00edsica (junto con la gen\u00e9tica, la qu\u00edmica y la biolog\u00eda), nos abrir\u00e1n las puertas hacia el futuro con las llaves de las matem\u00e1ticas &#8211; necesaria en todos los campos del saber &#8211; y, alcanzado el nivel II, la energ\u00eda del Sol ser\u00e1 la fuente energ\u00e9tica de la Humanidad, el secreto de la fusi\u00f3n nuclear se habr\u00e1 desvelado. La energ\u00eda ser\u00e1 barata, la materia prima (el hidr\u00f3geno) estar\u00e1 en enormes dep\u00f3sitos naturales de nuestro planeta (los mares y oc\u00e9anos) y, sobre todo, los residuos ser\u00e1n reciclables y no producir\u00e1n da\u00f1os para los seres vivos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las estaciones espaciales m\u00e1s famosas de la pantalla - decine21.com\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQtCIzxY8zTfqhOeWuJJ-fRgkhZ9RkcwXZZOw&amp;usqp=CAU\" alt=\"Estaci\u00f3n espacial Fotos e Im\u00e1genes de stock - Alamy\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRWISWqxpPUeV5upVaLinrKZgl5yaFPSzHC5A&amp;usqp=CAU\" alt=\"Las nuevas estaciones espaciales que conquistar\u00e1n el sistema solar\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQOojUfTpnAxM0bhD7x4kfbE9dC-JTsQZgrzA&amp;usqp=CAU\" alt=\"Megaestructuras: Estaci\u00f3n Espacial Internacional [HD] - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">Para cuando ese momento llegue, la Humanidad tendr\u00e1 incontables estaciones espaciales esparcidas por todo el Sistema Solar, todas de enormes dimensiones y equipadas para el mantenimiento de la vida de miles de seres. All\u00ed, el vac\u00edo espacial, se har\u00e1n investigaciones y pruebas imposibles en la gravedad terrestre, y, como en una ciudad, familias enteras y cientos de cient\u00edficos, trabajaran por la conquista del futuro.<\/p>\n<p style=\"text-align: justify;\">Mientras tanto, se habr\u00e1n podido construir naves con nuevos materiales que evitan las radiaciones y que simulan la gravedad terrestre, haciendo viable los viajes espaciales a m\u00e1s distantes recorridos. Las velocidades tambi\u00e9n ser\u00e1n mucho mayores y habr\u00e1n sido descubiertos nuevos combustibles s\u00f3lidos que necesitaran menos volumen de espacio y que, a trav\u00e9s de E=mc2, ser\u00e1n los que proyectaran hacia el espacio exterior a las naves del futuro.<\/p>\n<p style=\"text-align: justify;\">En las ramas de la Astronom\u00eda, la F\u00edsica y la Qu\u00edmica, el avance ser\u00e1 imparable, se abrir\u00e1 ante nosotros nuevos campos y tambi\u00e9n nuevos caminos muy lejos de nuestro Sistema Solar en el que, hasta ahora, hemos estado confinados.<\/p>\n<p style=\"text-align: justify;\">Parece mentira que, pegados al planeta Tierra, hombres como Cop\u00e9rnico y Galileo, Tycho Brahe y <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, nos hayan podido decir como es el Universo y describir algunas de las fuerzas que lo rigen.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBYWFRgVFBYZGRgVGhwWGRocGBgYHB4cHBwcHBgeIRgdJC4mHR4rHxwaJzgoKy8xNTU1GiU7TjszPy40NTQBDAwMEA8QHxISHzQrJSs3NjQ0MT00NjU+PTE0NDQ0Nj86NDE\/NDQxND00NDQ0NDY2PT8xNDQ0NDo0NDQ0NDQ0NP\/AABEIAMkA+wMBIgACEQEDEQH\/xAAbAAEAAgMBAQAAAAAAAAAAAAAAAwQCBQYBB\/\/EAEMQAAIBAgQDAwkGBQIFBQEAAAECEQADBBIhMQVBUSJhcQYTFDJSgZGSoUJiscHR0nKCosLwB1MjM9Ph8UOTo7LiFf\/EABkBAQADAQEAAAAAAAAAAAAAAAABAgMEBf\/EACgRAQACAgEEAQQBBQAAAAAAAAABAgMRBBIhMVFBBRMiYYEUkaGx4f\/aAAwDAQACEQMRAD8A+aUpSgUpSgUpSgUpSgUr1EJMAVZXCdT8KrNojyKtKuHCDqfpUNzDEa7j\/OVItEiGlKVYKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQK9RJIA515VnArufdUWnUbFlECiBXZ8F8gr11Q95xZVtQpXM8d6yAvvM9wqH\/AE84Yt3El3AK2FzgH2yYTTuhj4qK+sV4fO5tsduinn5lrWu+8uCb\/TdJXLfYiRmDIBI5wwJyn3GuP4twg2yxWSEYo4PrIwJEHqNDBG8ctq+2ivm3GGVsXdH2XuMjeBOVj7m18QK1+mZ75uqt53rxKmXVdS+c4qzHaHvqvW2xNqCyHkSprU16tJ3CJKUpV0FKUoFKVOmFJA7S6gHnzEiggpVj0P7y\/WvVwRJAzrrpzoK1KUVZIA3Jge+gUqQYdtxEfxL+te+jN0HzL+tBFSpfRm6D5l\/WsWskTMaantCd42nvoMKUpQKUpQKu4fCI4EOVIEtMESWYQNoMKDqTuelUqv4a12ASog6T5ssZLQNcwnXTbuoI7mGtq0edDDTUDbtop0kk9ksY+7zqS3hbRZcz5R9oZlcj1o7YEEQupjSV66SGwAYyDU6TbbeCYjP3fjXgw8RKDeDNs8yQs9vnI08KDFcFb1JvDbQdmTqQB63cCZjQ1HewlsBit0GJyiBroTvOm0bb8oINWDhhOiAnp5pv31SxyQwGULoI7JWepg7a0EFWsCdCPCqtSYe5lbuOhqto3A+kf6X3ovXUgw6KZjSVJgE8iQzH+U19Lr4VwviDWmkFobQ5WKt3FWGzDkfxBIPR\/wD9nFOsW8S9xe5sr+BX158CR315PI+nffv1ROva\/wBzpjw77jvGEwyHUG4w7Cc+5mHJR9dvD5zh+04LHnmYnoO05+AJquLN2SzgiTJa4cknmczxJ+JqDHY9AhRGl2IDsFIUrvCk6gSBMiTptBnv43HpxadNZ3M+ZYWm17bnw1WJuZnZ\/aJb4ma01XsVcgRzP4c6o1tSO22slYk0rd8J4OzAu7BECkkkNpoNdNSYYEBZPhV5nSGpxFhkYo4hliRIO4BGo02IrCux8ofJt85XMucLnIGZoVUSYZoJGuyjfkZkcliLWQ5ZkjcdKiJRFonwjq6hExOuVOU\/ZX\/NqpVmLzjQO0D7xqUrhPh8vur1SJWT9pQOzzkcyapekP7bfM3609If23+Zv1oMKzw\/rr\/EPxFYVjQXcKpAgq3X1BHxNWCncfkWtVFIoNrlPQ\/KtVLgPbJUgZRuuX7S1VikUGVKUoFKUoFSJfgRlQ85Kgned\/p4VHSgm9J1nJb2AjIsafnWD3ZEZVGs6KAfj07qwpQY0rKlApSlBPYxWXQ6j6irSXlOzD41FbulQgzFQVJ9Zx9txspEnbfpUquT6rsfA3Pf9qqzWJGbXOp+tQXMUo21P0qaW9q5\/wDJ+6onxOkhyT\/HcH91RFI+U7UWckya3XAOFLcBd5yglQASM2msnpry7+lX\/J7yc9Kd2Z1UK0GdWPZVuymxOp1Jgey010PErCYcKqWrwQF1a5lZ1zK3MiYkbaBYiK7eJWn3InJ4dHCvg\/qIjL4\/fjajguAYY3EzKwUmCAzc9hJkrrGqwR1Fdvwi0oRGNkW3tgoNBpzbLqdCecyeprkuF4oPftqq3Lil1LFUbKgWSGLGABO+pJHurr8ZdeOwNOZ3Yfy\/+fdXTyIxde6xH70w+tXxfdiMWo96nssYy4nZL5cynMkwCCIIg7jUDu0E1yPFfJu3iAXZPR3ntMY82XZUc5VkNJLESn2gZD7nfWrPrugF4m2SpYxLzoNT2dOZ2rS4xLxOd857OmcAZQdCI2B+6K47amdaeZima+JfNsfgHtOysDAYhW3DAEwQYE6Cdge4VTr6BjbqFYZVO5eec6mQdABXE8QVM583GXoCTB5wTy\/71launbS\/V5h6UWSAq6RuXk6D7wpkHS38W\/fUfn+eUTprLiY05NT0j7o+Z\/3VVoydRDaLoAZUt7SjmxGxqtUrXZBGUDNoTLE7g8yegqY4kdW5+1+TjagqUq36QOrf1\/vqG88xqTAiT4k9T1oFpiMxBjs8v4lq6p01MSJ9Z\/yNUFeOQMiNZ8eXhUi4ggQBA6BnH91BcPj4du5UeIaFJBPjmf46mP8AzUHpJ\/xn\/dWLXp3APizn+6g8vnte5f8A6isKO0mf800pQKUpQKUpQKUpQKUpQSLf0AKqY0EgzEk8j1Jr3zw9hPg361FSgl88PYT4N+tPP\/cT4N+tQV7\/AOfcdqC9g+LXbblkb1jJUjsk8tNwdtQQdK7\/AIJ5dK5C3dGOkE6\/yvs3gYPjXzOsatW018M74q3ju+\/WcSlwSrSOY5jxG4qPDWCruxuZg0QkiEAk7d8\/BRXx7g3Hr1plCksBoATBA6K+4HcZHdX0LD8VVrBxVxCRlieZylhBRftaGIIB+Na\/craY35hxX481mdeG4vupOa3owOrgwngfbPcBWh8pfKWxbGUnPdCOmVZ0z5c0iYQdld5boK4\/jflbfukok2kGkDR46Zhog7ljxNc1UWyb7Q2x8fxMr2J4izggjcgjujXQbTtqddOVUwCdK8Arf8P4M5UMcqKftuYB\/hABZhPMA1z3vp1aiGpTCHmY+tSehjqfpXQrwm3IzXj3lLeb4ZnWfpWxt4OwmlpkY+1dQ5j4LDIo8ZPfWU5P2rN6w4i5hGG2v41BX0nFcOEKLzWirkKHRRoSDGW4iwSIPZJjrGhrhuJ4MozgjtIxVh3qYP4Vet9+Vq2219KUynofhWiSlMh6H4UyHofhQKUyHofhQqehoFKUoFTpgnYBlhgRmMGIEsupaBurczt4VBVrDXMolbuU8xlYwJMCY758e+g8bh7gkMuUqrOZI2WJ28RXqcOcmFgnQEAnsyAddOQI2nevCZ1N46gjUOdCdfEHesg2n\/ObswBpcgDl4QeXdQePw24NlB3OhHKZ0MHka9fhlwGMswY0Zdztudek7GvcxggX2gbiXGh0OnPbWsLtwgSLrsZmDnHg2vcAeuooILNvMYBA0JkzEAEnbwqb0T76fFv21hhSQ3ZAJhtzlEZTOsiNJ51ZW4R7H\/uk\/wB9BCMJ99Pi37axu4bKubMpggaEk6z1HdVl77Hlb91yPweocQ7ZYhYY7hy+qjb1jHrD6UEnCrRJdwmc2lzKsBgXZgiSDuASXjY5CDoa2GJwl8o63285lVriOXLkFFDXFlu2qMmfcAF0ETBmfgVsKnewDE\/h8K3mB9dR7RynwIKkfBj8aTTttlOTVtPn9Kt8Vw4S4VXYwwHSeXxmqlTMaaRO42xraYfjDrYbDKiw8DN2s0ZnaIBg9p2gxOvPSKuAwNy8+S0hducbAdWY6KPGu54N5GIkPfbO41AUkKh5Gd2YHUEwO6sMuamOO8\/wzyZa0ju4C4jD1gRPWsa+o8W8mbF8SQUePXWMx73Gz+J17xXCcZ8nb+HlmXOg+2slf5huvv013NRi5FMnaJ7+lcWel+3z6ReT+HV8QisJWZI6wJy+\/b319C4Rw1b95VuZmBVmcqwVUygZUOhg6rpoAJAmCB814ZeKOGUwy9oHoQQRXdYLHgi9ftnK1y35t010d2UsV6qwV+8SR0JrniZiYhraI8z4XLdlL2I81h7KlJgMzXD2Ru5hhA5xHMDeujxHkbYYdlnRo3BDLPXKdf6qy8jOHBLHnCO3d18EBhR7zJ946V0deHyuZal+mk+P9rYsNZruY8vnXEOAYjDAusPb+0VEiPvoeXxA61zHGsOGm+uzsc675XaW06q0MRzEEHkT9h4pi1tWXuMYCITpvMQoGo1JIA1518t4q6iyXjL59VCqYklXlngAADscgB\/xIGgrv4Oe+aszaPCtqdFoivz8OGuLBI6Gp0c5gJ0yru0D1VqG+e0fGvfOdVU6Afa5CBzr1Y8LLxy9R09c\/pXmnUfOaprejYAeBcf3Vl6Sf8Z\/3VItQJ3Hzn9Kqs57YPQaTI9Ze+sXvTuoPiXP91Ym5oQFAnTTN1B5nuoMaUpQK2GGzhAR5yBJ7LIBAJOgOvWtfWMUG3KuIEXIBgdtOQO0c9PgK8ctBzecEAz2kGktEnmd61MUig2HpojV7vzKPy1qpeusxliT0nU1hSgzsOAdZghl031Uj86sjFJ9\/wCJ5fzVTrwCg2Nu6CCwzQkE9o8zA0zSaqXrikALO7MSY+1l6fw\/Wt3hgFTKug5+IqhxuygYMgIDaGYmYGunvrGuaJt06d+XgWx4vubif0m4Vi+zBMFBM7CJAH1IHvFbjD8RyHOcvYVn+AMaeMfGuVwuIyNmjMCCrKSQGRhDLI20Oh5EA8qsX8ioVtq0OQWd8obKDKqApOkwS2hJVdFAIO02nWnmzSJnaLEXWu3JCksxhVUFiYGgAGpNdTwTyJZofEnIPYUjMf4n2Udwk94qn5IcWSwWDBcztuwCkrAhQ\/LUEwdNetfQMJjUf1DDDUqdGHu\/MVxcnNkrOojt7c+fLevaI7e3GYjyn82oTB2US1JyMUZmb7wQEBZ3lyWI1gbVq38psWf\/AFnP8lhP6QhrruI+SyMH8y5tZzmZcodCddQsgrvtJXQDLpXPv5E4kHsvh2HeHU+8C2Y9xrTHl42vj+fLSmTj6+P5R8P8psUXym6CYJC3LVuNASe2pRthtOu0E11vA+ODEM9oqUuIuYjdWScpZTuACRIPUanWOfw3kQQM2IvIqSqlEDv2mYKILhY37+etdPgsGmHQpbBQBx2zDPcWAWERopJI66ak1nn+xaO2t\/Gmef7No7a38aUOIeTQdiysiERki2oESSVYDca6EbSdDWmw2Fe272LgAdwrpBBDFSQAPEF4BgyAI1Fbji3lDlzraR3dFLOqKWKKN2dwCEUaT0571wWK4s9x87xtAAEADUwOZ1J3J3qMVMsx+f8A1OGuTUxfx\/l9h4X5RoqpadLi5UVA6ozrIAGUhZYMCI279JFXMd5VYS1o10ZvYVXZvAgDsnuaK+VcIxj33SycUbavKlnuMEUBSYIJjWIHeRWvvLlZlzBspK5gZUwYkHmDuK5sn07Fa\/VO427K2mI06jyj8smxPYS2FtqcyhzmYnkzKDl017JzDxrneI4q7Ds7k5sgIzqZlS1vsA6qqzsISY0JAqDG4q1m\/wCGGAyqIZwxzZQGOYAAAtJ7qqY23luXEd1YpIVrRW4haV+1IlYzdoSZA03juw4a0iK1jUImflWtx2iRMCdZ9oDl4mrS4XTVAD4E\/wB9VbZGoJiRHPqDy8KkD\/eT5P8A810oTejfd+h\/fT0b7n0P76jS6BuUPih\/IV750fc+Vv0oJPRfu\/Q\/vqO5ZgTkH9Q\/BzXjXJ2KD+T9VrFmkRnX5I+uWgjugA6dAfiAaxrK6wJ07h8ABWNApSlApSlApSlApSlBdw+LOihSWOgy6knw5mvcXacybjImX7LOCw6yiSwPiBVfCX8hMgkMpRobK0NvlaDB06EESCCCatWMPYdHUM2cg5MylCDHZBy5wwn+E+FV6a1nem1uRktXpmez6x5Gf6dYZbKXcSou3XXNqWyJOyqukkdWB12iq\/lp\/pzaGHa9h2ZLllMz5mZluKo7bFQCQ8At2RqdI1kbTyQ4+mVjqytBYqSxV47SleQ1kc9ekVf8qvKuxaw1ztw7oy2wyuAWKkD7MwJk6VLB88\/0w4Jg7t276U1m6wVfNIW7JEtnbI0EkdjcaT8IuKvh7OMu2cOxa2jhVQaqhCguEuZiQQ+YZYge6uLGGtAQ9zP3IjH+p8keMGpb+MDPmUMqqFVczZ3AQAAs4AzNpvA5CIFXp09X5RuGmPpi35xuPT6JguMHZ5cddnHu2f3a8zW4tYlHXMrAjmZ28QdjXA4DiCNo4GaIGpAnkwjc91bBcW6gxEmO1Ha07\/zOvfUZvpFMk9eK2o9S1zfRseX88FtR6l0WO4kiD6iRJPMEL7tzpWhxXEXedco56ySO9vyEe+osLfCOHuKLgBzMrGAdOba+PPatLxfiSsWCAKrEmBsATIUTuBtPdXZh4WDixuY3Puff6h14eFg4dd2jc+59\/qFF+K3Ea4bLsguqUfKYlGMBT0mN961lfT\/IvyzwOHwD2MQhNybhdBbLC8HJKjNEDslU7RHq186XDiPCBqx6DurktPVaZefe3VabMm4bdFkYg228yzm2H0ylgCSu88jrEaRM1UUCROgnUxMDmY51sCWKi2WbIGLBPOPlDxBYJGUNGkxtUPo47vmb9tVUW14fhyuJYYoTZy+YU2mU3wSQSFJlIAGhnfWK19u2CJ157AcgDuT31nctgA9QJ0JPNRzA61EriIIOhJ0aN47j0oJzhfH+j91PRP4v6f3VELgHJvmB+hWs\/SO4\/wBH7KDL0Tx\/o\/dUb2QJ3kCdQI3A3B768ZweTfMB9AteFxBgHURq08wendQYUpSgUpSgUZSACQQDsSCAfA86VscHedQP+GWEDLvtmZpnr2iNOVBrQJ2r3IYmDHWDHLn7x8a2j4i9mJ82B2XQjKQIYhmO\/d9T1rFbt0GTak9oGVciGcuRExuxE7waDWuhG4InaRE15\/n+fEVtlxV6B\/wh2RvDgwWDTAbXVfx6mvTi7xk+aXdfstAgKFET6sBdOsHpQaesqzxDEuxYAEsZA2mdfrU1t1yrqggGZSTOYmZyNPZgUFasav8AnF6p8g\/6VeecXqnyD\/pUFaxfdDmR2Q7SjMh+KmvLt1nOZ2Zm2lmLH4nWssQwOWCpIEEquUE5m5QOUcuVR0CsWFZUoOjwDWsbj7KebTC2rrKjJb2EKdQSIDMQBtuw3O\/Tf6jcEtYAWXwrupuZkKG4zHLlhmBYyBDZWG3bG2s\/NYrrOG+SOKxIF6+zKsAA3HJcj7IAbMyrrzHPbWtKTfeqr1vaviXOXcYzbknxJP0quzE711vGvIx7YzJAHc2dD\/N6y+8ETzFcrfsshyupU9D06g7Ed4qctbx3t\/cte1vMoqsHEfxjweBt0ioUEnXSpxhwYCtJOgGmp5Desds9vUxMe2fF\/wDtWJxHe\/z\/APaoGEGDuNDXtSlI12QfWMiNWmNQendUdKUClKUClKkSzMajUTEMTEkch1FBHSpvRj1+jfpQ4eNzt3N+lBDSjrBj\/NRNKBV+zaBQHIuukm4y7bkjl\/nKqFY0Gz80JjIvLXzrRyOviNIrMWwATlA5f85tZIGum2x761NKDYXcMSRlATkZuBh8fjVJmO0nTvNYVlQKUpQKkXDuRIRyDqCFY\/lUdTsBnExGRJmPYTrzoMfRX9h\/kb9Keiv7D\/I36VPlTbs\/Mn6V6VT7nzJQVHssurKw8VI\/GreB4Y9zX1U9o8\/4Ru34d4q7wa3bhy4BIcawGRYBykqOuZt5Gm2k1vDrrvPOZB9\/Ou7i8WuX8rT29fKXnBcJh7Dszkk2k84xy53URILfZQRJy7kASGBE7C\/xrNcEIhIvWbZYYpFksWa4MjjMIdQMvMKsaLVDAYFfO3XzhBfDHVmRkd5DMlxQQOy9wjNtIEH1qnXh91nV8pOa\/YumEwuIiQxcedVgSFJjMRIjSZquSctLaiuo\/UISYPygtqitcVEARXZvPpfgB\/MEC3bXXRUMkRI7jUHEbNtmZNGWM+RlKsBmKFgkyFLqwDKToV11Ex2eFXVtqDKM1tbRMYXCOua+zsc4LNAUCVUGcw0kmMr+GXz5uhgxCsqhc2Xts7uzM5kkecZfZ0DaaKNOPfNa2pjcT53HwloMZwM72jP3GIB9zbH3x761mGfzdxWdJyOpZGlCQCCVJ3Ukc+U11d\/EogliOkknLPTTVj3LXNcUxnnXDCYVQgkAbFjsNANdv1qnLxYqT+E9\/SJRY50a47opVHYsqlsxUEzlzRrG09IqClK4gpSlApXttZYA8zFTpZDCQDr3n8koK9WLLgQZ+yREsD6xPId9e+jfdb4t+ysbloKJIaPE\/mlBMcQvX+p\/0rF7qkETv95z9MtVbiwxHQkfA15QZXSJ010A+AArGlKBSlKBSlKBSlKBSlKBUi4lwIDtA0GpqOlBL6U\/tt8TT0p\/bb4moqUEvpT6HO2mo1O+35n41fwXFiujaTuQOyf4k\/Nde6tXSr0vak7rI6+zi0YDUCdjMqfBuXgdqmK8iNa42zeZDKmJ3G4PiDoa2tjjeVCMrTpAB7MazDHtKO7WY3r0cPP7aunbeuyrObkJIBAgdWY6KPH4VrcZxEkQkH3MEHuiX9+niK0lzFs57bQIaAJCglSBoPHcyayt3gBBI02guPyrDNzbX7V7QbL1t3OZ3k94bboBEAdwqB7UCZBggbEbgkbjuqycQOTa97Of7aruwg6iSwMDNyDTuO+uJCNFkx4n4CTUnmT1H1\/SsbO\/uYbxupA1NWVvNoNPnT9KCDzJ6j6\/pQ2e8fX9KuNdHI6+Nv8AWobl1iCNNfvpQV17La\/ZOvu76zW6Btm+cftrC8e03ifxrGgsHFCIynxzmfwj6Vg90EQcx\/mH7aipQeu0knqSfia8pSgUpSgUpWYQfhz7p2igwpVg4adVOnfUGQ9D8KmY0PKV7kPQ\/CsSpG9QPa8Fe14D0oJPMP7DfKaeYf2G+U1J6bd\/3X+d\/wBaem3f91\/nf9aDGxYl1RzkDGMxVjE7dkanXT31tsT5OMFuFLiubLujrGQyi5ny5j2iByA760z3mLBmYlhEFiWOmo1NWxxe92+367O79lNWdSjnbSVJGmlBYHALwu2rNwBDenKZDRAlgcp3GmnfXl3gdwG4qwxw6BroBAKnLmYAHVoHMDWNOVQPxe8XS6X7aeq2RAdokwvaMczNZrxrEBCnnOyVCEFEJKhSgGYrM5SRMzHPSgtWfJq6XZXKIFzZjnRzmCO4TKGksVSY3AINQL5P3zlOVYe2boOdIyrlDazEguvx8awXjV8FyH1uHM5yWzLZchIleycpI7MaVkfKDE5lc3O0gKqcluQGyhoOXc5V130oJ7vkzezKEyuGAObMq5SUVyGEkrAbnvvzFVMTwi7bVndQAkA9pTqXZI0OpzI2ndNZJxvEDa5zBjIhBhBbggrBGRQIOmk761Xu4+46ebZ5TObmWFAzmZOg+8dNhO1BcscDd7KXUOc3HyKiqxIOYr2n9VDpPajQjXlXmG4HcfUFCguJaZ0dHALsqhoU9oAuP8mocPxe8iBEfKqkMIVAZDZhL5czDMSYJI1rMcdxAGUOFXMHhUtqAQysIhdBmRTA00oGP4PdtJndewXKK0iTqwUlZkBspI8PCqXmH9hvlNT4viV24ArvmAJYdhAQSSYzAA5ZYwswJ22rD027\/uv87\/rQR+Yf2G+U1g6EaEEeIIqf027\/ALr\/ADv+tRXLrMZdmY7SxLGPE0GNKUoFKUoFKUoFKUoFZK\/+ctPdWNKCR77HbTwqGsqUGNKypQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQf\/2Q==\" alt=\"La Escala de Kardashev | Featteca Wiki | Fandom\" \/><img decoding=\"async\" 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\" alt=\"La escala de Kardashov y la esfera de Dyson \u2014 Astrobit\u00e1cora\" \/><\/p>\n<p style=\"text-align: justify;\">Con esa herencia, hemos continuado trabajando y hemos podido llegar hasta aqu\u00ed, la Civilizaci\u00f3n del Nivel Cero. Haber si no lo estropeamos y aprovechamos de manera racional lo conseguido. Si es as\u00ed, el futuro puede ser muy prometedor.<\/p>\n<p style=\"text-align: justify;\">El avance podr\u00eda ser impensable, ya sabremos la verdad sobre el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, conoceremos de manera cierta lo que pas\u00f3 en aquellos primeros instantes despu\u00e9s de la gran explosi\u00f3n, lo que ocurri\u00f3 exactamente en la \u00e9poca de Planck ( 10 con exponente -43 segundos ) y como surgieron esas primeras part\u00edculas que formaron las primeras estrellas, y, sabremos en que momento exacto se rompi\u00f3 la simetr\u00eda primigenia cuando exist\u00eda una sola fuerza que dicha rotura convirti\u00f3 en las cuatro que ahora rigen en nuestro Universo.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Proyecto Genoma Humano - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Secuenciaci\u00f3n de genomas: Historia y estado actual | Blog Rafer\" \/><\/p>\n<p style=\"text-align: justify;\">En el apartado de la vida, se habr\u00e1 conseguido descifrar de manera completa la secuencia de todos los genes u se podr\u00e1n erradicar enfermedades que hoy nos parecen incurables. La vida media de los seres humanos podr\u00eda llegar a los 180\/200 a\u00f1os en condiciones f\u00edsicas muy aceptables.<\/p>\n<p style=\"text-align: justify;\">El avance para entonces ser\u00e1 exponencial y se tardar\u00e1 menos tiempo en alcanzar el nivel superior en nuestro evoluci\u00f3n. El proceso de Humanizaci\u00f3n &#8211; hoy a\u00fan en marcha &#8211; estar\u00e1 muy avanzado y todos tendremos un sentido muy arraigado de los derechos de los dem\u00e1s, las diferencias entre los pueblos y razas que componen la Humanidad, se habr\u00e1n extinguido y ahora s\u00ed, todos seremos m\u00e1s iguales los unos a los otros.<\/p>\n<p style=\"text-align: justify;\">Claro que, hasta llegar a la Civilizaci\u00f3n del Nivel III, a\u00fan nos queda much\u00edsimo trabajo por realizar y tambi\u00e9n deber\u00e1 transcurrir much\u00edsimo tiempo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 no podamos detectarla significa que no existe? - Centro de Comunicaci\u00f3n  de las Ciencias\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ5iy0EPvJY-b8w7tf7EnD0C35TxaxEOIGOag&amp;usqp=CAU\" alt=\"La escala Kardashov. El nivel de desarrollo tecnol\u00f3gico de las  civilizaciones | Meteorolog\u00eda en Red\" \/><\/p>\n<p style=\"text-align: justify;\">En ese estadio del saber, la Humanidad estar\u00e1 instalada en mundos muy lejanos, a decenas o centenas de a\u00f1os-luz de nuestro Sistema Solar que, habiendo finalizado el ciclo de vida de nuestro Sol, ser\u00e1 un sistema muy fri\u00f3 y sin vida que, los colonos de nuevos mundos, tendr\u00e1n registrado en sus m\u00e1quinas de datos como un recuerdo del planeta origen y cuna de todos los seres humanos.<\/p>\n<p style=\"text-align: justify;\">Es importante, muy importante, no perder de vista ese dato del nacimiento y muerte de las estrellas, alg\u00fan d\u00eda lejano en el futuro, ese proceso nos dar\u00e1 la clave para cuestiones muy importantes.<\/p>\n<div>\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\" loading=\"lazy\" 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\" alt=\"Subrahmanyan Chandrasekhar, enanas blancas (Biograf\u00eda) \u2014 Astronoo\" width=\"154\" height=\"192\" data-deferred=\"1\" data-iml=\"833.5\" data-atf=\"true\" \/><\/div>\n<p style=\"text-align: justify;\"><a title=\"Subrahmanyan Chandrasekhar, enanas blancas (Biograf\u00eda) \u2014 Astronoo\" href=\"http:\/\/www.astronoo.com\/es\/biografias\/subrahmanyan-chandrasekhar.html\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwiZiZm9_qn5AhVQOBoKHVUsCnUQr4kDegUIARDHAQ\">Subrahmanyan Chandrasekhar, enanas blancas (Biograf\u00eda) \u2014 Astronoo<\/a><\/p>\n<p style=\"text-align: justify;\">Recordemos que el F\u00edsico y premio Nobel Shandrasekhar nos habl\u00f3 del l\u00edmite que lleva su nombre y referido a la m\u00e1xima masa posible de una estrella degenerada, por encima de la cual ser\u00eda incapaz de soportarse a s\u00ed misma en contra de la contracci\u00f3n debida a su propio peso. Para una estrella sin contenido en hidr\u00f3geno el l\u00edmite es de 1,44 masas solares, que es, por tanto, la m\u00e1xima masa posible de una <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a>. Una estrella degenerada con una masa mayor que este l\u00edmite colapsar\u00eda bajo su propia gravedad para convertirse bien en una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> o bien en un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>. (Algunos han hablado de estrellas de Quarks).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/8b\/a4\/8d\/8ba48db13ca10021f9d14aa91a0d8cb1.gif\" alt=\"Pin page\" \/><\/p>\n<p style=\"text-align: justify;\">No solo se habla de los Agujeros Negros como fuentes de radiaci\u00f3n X, sino que, algunos plantean la hip\u00f3tesis de la existencia de Agujeros de Gusano en el sentido de un Agujero o T\u00fanel en el espacio-tiempo. Las teor\u00edas cosmol\u00f3gicas est\u00e1ndar se basan en la hip\u00f3tesis de que el espacio-tiempo es suave y simplemente conexo. Para dar una analog\u00eda tridimensional, el espacio-tiempo se asume que es como una esfera que es simplemente conexa. Se habla de estructuras muy distantes y m\u00faltiplemente conexas en relaci\u00f3n a distintas regiones del Universo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/ichef.bbci.co.uk\/news\/640\/cpsprodpb\/131AF\/production\/_125855287_5cb067a4b29c7291dacc5eb955ca0d439588fb01.jpg\" alt=\"James Webb: la primera imagen incre\u00edblemente detallada del espacio profundo  captada por el telescopio - BBC News Mundo\" \/><\/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 \u00a0El Universo es mucho m\u00e1s de lo que podamos imaginar<\/p>\n<p style=\"text-align: justify;\">\u00bfQui\u00e9n podr\u00eda decir ahora nada sobre la certeza o no de de todo esto?<\/p>\n<p style=\"text-align: justify;\">Tendremos que esperar como para conocer otras tantas preguntas que hoy por hoy, no sabemos responder. Sin embargo, la mente humana, como he dicho en otras oportunidades es enorme, inmensa.<\/p>\n<p style=\"text-align: justify;\">Nuestra imaginaci\u00f3n es tan grande que s\u00f3lo podr\u00eda tener un rival, el propio Universo que es casi tan grande como ella.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F08%2F03%2Fteorias-sin-verificar-pero-alentadoras%2F&amp;title=Teor%C3%ADas+sin+verificar+pero%2C+alentadoras' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F08%2F03%2Fteorias-sin-verificar-pero-alentadoras%2F&amp;title=Teor%C3%ADas+sin+verificar+pero%2C+alentadoras' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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Adem\u00e1s, dicha Teor\u00eda, se desarrolla en 10, 11\u00a0y 26 dimensiones, es apasionante. Pr\u00f3ximamente profundizar\u00e9 m\u00e1s en todo esto que no se puede despachar con simple comentario de [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28437"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=28437"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28437\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28437"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28437"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28437"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}