{"id":27441,"date":"2025-10-25T18:00:15","date_gmt":"2025-10-25T17:00:15","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27441"},"modified":"2025-10-25T18:00:06","modified_gmt":"2025-10-25T17:00:06","slug":"%c2%a1el-universo-y-nosotros%e2%80%a6-que-lo-queremos-comprender-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2025\/10\/25\/%c2%a1el-universo-y-nosotros%e2%80%a6-que-lo-queremos-comprender-2\/","title":{"rendered":"\u00a1El Universo! Y nosotros\u2026, que lo queremos comprender"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Astronomy Final S2 | Science - Quizizz\" width=\"602\" height=\"340\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRSFSs20CRsbeHpAN8tctvV_Kyys9UzHfrKHw&amp;usqp=CAU\" alt=\"15 curiosidades que flotan en el Universo\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0&#8220;<strong>La luz del Sol tarda 8 minutos en llegar a la Tierra<\/strong>\u00a0y 7 horas en alcanzar los l\u00edmites del sistema solar. El\u00a0<strong>Sol<\/strong>\u00a0est\u00e1 ubicado a 150 millones de kil\u00f3metros de la\u00a0<strong>Tierra<\/strong>\u00a0y aunque\u00a0<strong>la luz<\/strong>\u00a0viaje a 300.000 kil\u00f3metros por segundo, se estima que para que logre iluminarnos son necesarios\u00a0<strong>8 minutos<\/strong>\u00a0y 17 segundos.&#8221;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Astr\u00f3nomos predicen una colisi\u00f3n tit\u00e1nica entre la V\u00eda L\u00e1ctea y la galaxia de Andr\u00f3meda | Ciencia de la NASA\" width=\"292\" height=\"194\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 tan lejos est\u00e1 la galaxia Andromeda de la Tierra? - Quora\" \/><\/p>\n<blockquote><p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Ah\u00ed tenemos la imposibilidad f\u00edsica de viajar a otros mundos y no digamos a otras Galaxias.\u00a0 Las velocidades que pueden alcanzar en la actualidad nuestros ingenios espaciales no llega ni a 70.000 km\/h\u00a0 \u00bfCu\u00e1nto tardar\u00edan en recorrer los 21.759.840.000.000.000.000 km que nos separa de Andr\u00f3meda?<\/p>\n<p style=\"text-align: justify;\">Incluso el desplazarnos hasta la estrella m\u00e1s cercana, Pr\u00f3xima Centauri, resulta una tarea impensable si tenemos encuentra que la distancia que nos separa es de 4\u20192 a\u00f1os-luz y un a\u00f1o-luz=9.460.800.000.000 km. Hasta que no se busque la manera de esquivar la barrera de la velocidad de la luz, los viajes a otros mundos est\u00e1n algo complicados para nosotros.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Fotomural de paisaje Hiperespacio - TenVinilo\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTL9XHfPYitu3ikjHN0G42wY_fnVeM614XbIw&amp;usqp=CAU\" alt=\"El Lore de Drew Wagar: Hiperespacio \u2013 Elite: Dangerous ESP\" width=\"402\" height=\"191\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p>Alg\u00fan d\u00eda sabremos encontrar la puerta del Hiperespacio para viajar por el burlando la velocidad de la luz en el vac\u00edo, ese l\u00edmite que nos impone el Universo para movernos.<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Ahora, algunas cosas nos parecen imposibles pero, en el futuro podremos hacer realidad nuestros pensamientos m\u00e1s imaginativos. El imposible, en realidad no existe. Todo est\u00e1 a nuestro alcance y, nuestras mentes, podr\u00e1n solucionar todos y cada uno de los impedimentos que hoy no sabemos vencer. Creo firmemente que el Universo, quiere ser visitado y desea presumir ante nosotros de todas sus maravillas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Ocho naves espaciales con las que podremos abandonar el Sistema Solar\" \/><img decoding=\"async\" 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\" alt=\"Propulsi\u00f3n espacial manipulando el espacio-tiempo | OpenMind\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Inmensas naves partir\u00e1n hacia otros mundos provistas del motor de curvatura<\/p>\n<p style=\"text-align: justify;\">Para conseguir eso, la \u00fanica ventaja a nuestro favor: \u00a1EL TIEMPO!\u00a0 Tenemos mucho, mucho tiempo por delante para conseguir descifrar los secretos del Hiperespacio que nos mostrar\u00eda otros caminos para desplazarnos por las estrellas que, en definitiva, ser\u00e1 el destino de la Humanidad. Todo ello, claro est\u00e1, si antes no es la misma humanidad la que lo fastidia todo.\u00a0 El mirar hacia atr\u00e1s y comprobar comportamientos anteriores, en verdad no resulta muy alentador, el proceso de Humanizaci\u00f3n a\u00fan est\u00e1 muy crudo y con suma facilidad sacamos fuera el animal que llevamos dentro de nosotros. Son embargo, ah\u00ed est\u00e1 ese atisbo de esperanza que debiera ser suficiente.<\/p>\n<p style=\"text-align: justify;\">As\u00ed resulta ser la Humanidad.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Kareem Paintings (Page #2 of 5) | Fine Art America\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0S\u00ed, un hombre s\u00f3lo est\u00e1 en mala compa\u00f1\u00eda.<\/p>\n<p style=\"text-align: justify;\">Claro que, algo bueno deb\u00edamos tener y la existencia de la mujer, un ser mucho m\u00e1s fuerte que nosotros los hombres, capaz de darnos hijos y de mantener unida la familia.\u00a0 Mientras que el hombre es (por regla general), el suministrador, el que proporciona el sustento, la mujer es la que influye en los valores m\u00e1s importantes del hombre, ella, durante la ni\u00f1ez, le graba en su cerebro esos mensajes que perduraran durante toda la vida, dar\u00e1 la impronta de su car\u00e1cter y la personalidad futura.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Las madres tras el coronavirus: renuncian a su trabajo y se dedican a cuidar de los hijos\" width=\"336\" height=\"189\" \/><img decoding=\"async\" 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\" alt=\"Beb\u00c3\u00a9 Sentado De Rodillas a La Madre Trabajadora. Padre Haciendo Trabajo En Casa Enviando Proyectos En L\u00c3nea. Pap\u00c3\u00a1 Buscando Vaca Foto de archivo - Imagen de lifestyle, oportunidad: 159868796\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En la \u00e9poca antigua, mientras el padre trabajaba la madre dedicaba horas y horas a los ni\u00f1os, y sus ense\u00f1anzas y consejos los acompa\u00f1aran durante sus vidas, en el colegio y en la Universidad les ense\u00f1an cosas que no sab\u00edan, en sus casas les ense\u00f1an la educaci\u00f3n y a ser hombres y mujeres que se miran en el espejo de sus padres. Claro que, la vida moderna est\u00e1 cambiando tantas cosas\u2026 La mujer de hoy ha alejado aquella figura maternal del pasado y, sinceramente creo que\u2026, para mejor. La igualdad es algo que se impone en todos los \u00f3rdenes de la vida y, poco a poco, nos va llegando.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Proyecto Genoma Humano - ppt video online descargar\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSTwp7iYNvGVG6haFfhLKpYFDAPKFI4QyeQfA&amp;usqp=CAU\" alt=\"REPLICACI\u00d3N Y TRANSCRIPCI\u00d3N DEL ADN \u2013 Desde Mendel hasta las mol\u00e9culas.\" \/><\/p>\n<h2 style=\"text-align: justify;\">HERENCIA<\/h2>\n<p style=\"text-align: justify;\">Todas las personas presentamos unas caracter\u00edsticas comunes que nos definen como seres humanos. Sin embargo, no hay dos seres humanos exactamente iguales. La diversidad no es s\u00f3lo f\u00edsica, tambi\u00e9n lo es de pensamiento de ideas y de sentimientos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"No existen dos personas iguales, ni siquiera los gemelos id\u00e9nticos\" \/><img decoding=\"async\" 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yqLjXv2gGp2mxKL7SthyaOYKzqQSpIBGYD7psb6xijroU6x9s3FCqIbwrXEyGDxQdQ6m6sAQe4w7gMXbeSemSlqDDpcHwMwfaDCuruqCp\/qOlQPSQuyslsyOvQ2+I6TcpWB2nrIDGzXj6EVO+zM8FwNVqr1qi5A6ooU\/eOX8TAbHz58pN2g4aGQ+EPqlv8xlanmFjKpunrDn8fRyPsxw8LxAFvwI7jxuqfJzOyYSqGXQ3tOZ9o1\/hcQtYfdIKsf9rc\/IgHym57Ma0sx3ax+Gkk+sK5p7VByKKKWJBeAo2QFRMZ9pPG3RUwynKtRWLkbkAgBO5Trfra2177ymMqEfWs459p2Jvi8pOiU0Fu8lm\/Ueku30wuGU6WlLg281mH2mQ4Ucrek1eGfSLk10WjGihfeey1hwDvCAHUFty1tuukoYngQd2Zar082rBQu\/MjoT4QwMPeOXDWlKmvTKcTXsB8P7P0qDMyZmYghqjm7NcgnbQDQQrhUAaPxbhF1lHAYjM0CmHM9Gswzi0lcXWwMp4S9pP7Wx1hJg1OFJ6RB2APgD8d4K4rhsykbzSkgyni8OCNpGRM4t2iwpQll3BuPEaidC4dXDorjZgGHmLwD2vwehNpN2Or5sOg5qMvppJxvGTmnVp0mjTp16OSoqspFirC46GUqHAsPhv\/rQKrE+7qRc87kk6bb7Shgcc1PbYy1i8V7RbXtcMt+mYEX06TRP99GKl\/AXTDINQAPC9pxmviPaYmtUGzVahHhmIX4ATova7jP8Lg9WHtqq5Et+Yr77juUG9+pUc5y\/hwAAmXnrtI1\/Gj3Ro8KYRTaC8K20KU9oCY+pwkojWTYqobZe65tv3ARiCeC7NeWkU32O4ngVfDpkHvowfKRa5sQV1566QFT4VWqJXREekuIYNUNU3QEWN0S2bMSB5Aa6Ca6kDbcz0gk7\/wBo5cn44Z3xLd0G8KwYpUkQG4QEAnnre\/6yb+I96wMt1EssD4AZ3ZybKtySTYADckxNPDVxzvZrOHVCwtzhQEjp6zLcL4vRdv8ASqq\/8p6TzjGFxVSquVlFIAHQ2ObmW+QA75fli\/cj4vKsbxfya1Kl460p4OmwQXOok6PDTM1TjeGb7c8OD4ZzbYGFuymIz4em4FsyKfUCedpGHsHv+Ux3ZOhkwtJDuEW\/iQL\/ABlz7ZLe8a39w5FG3ihGfSk7e79cpxTthhfbY2u2bQMFGvJFVT8QZ2mq2vwnDsRiVq1ajK1\/9R7jmDnO4k5PQ\/467YzAUygAJvbS\/dymnwNSZ6rZEZmNgNTC\/DKgIBEXLNVLoOqZLQexkAOkcj6wmBKD2HeSuZQwjSTH1CFsNzA0jkDcSqGpUyA6DfxkdHimGR\/Y+0HtByANh3FrWB7rz2hRIcsCNeRklHg6O+cooPVRYnxgVo6fHMYWw\/EwoJY2AFyTtaLA8fp12Kqri2zMMoPgDr6gSehg0X3dxbnLNHAIrZgNeXdLygW4x6u\/oclaxsd5OXuIP4itmDjwMkpVdNYW9is1aA+0uHDIZmezlT2dxrYnfexGhmp43VAVidgCT5Tn\/Z3H5lB66nzly+y6Wzhtmxo5A+kircW9mC9r21sdB5yomIFoE7Q4v3CoO+kdpn8DL8b4xWxVY1KjFjsigWVF5KijYfE87y3wnGG+VwRfYkES5wKgipnbdiR4BdLD0hXMh\/D8Ji5HrN\/DwtSmT4ZoZoPA6AWupvL2HqSSwrkIltJLh7X1lVXj1aHolyGEtLFJIIpVIWwjy9Bc4e4mkSht0gThCLlelU90NcX7jNWqgiBseoViQJKneyReaitwTglCkxVLkDm3M9wE0OGqZTl3gDC1iDfkI3GdoKdFS9VggvYWuWN+QUanylTi9Damr7bNika\/WYPC\/aBhi1hVtbk4dQfAsLTRrx6mwBVwwI5EH5Q\/JCHxUuxvaiqDTCfnZV\/qYA\/OHeHUrILzHYknE1kQGyI6ux\/lN1XzI9L902tNtBGQn2xHNiySaKNzRQ8EgjimJFOk9Q7Ijv8A0qTp6T5dpVGU5lJB6gkH1n0N9oWNNLAYhhe7IKY\/5sE+TGfPQEDkZo4J1Nk1bFO\/3mZgORJI9JruxPELr7MnVdu9eX7ekxpGkscNxRo1Fcctx1HMRaZpcvTsdJ48QZgMUHRWU3BAIMvB4T9ESxhXBNPeJVPlKeHeLGm43iy2uxtOoBqTaMqdqMNRNjUUHoWAPpvM5xHh9SoffY5eQQkC3fbfzkeD7KpYqCADrcqCfW0rRy4dWpmlr9usIoBzgn\/ac9vHLe0v4HtnhqlgHGu2\/wAiAZlE7KUswNQhgNNBy32FhD2B4PRBFkFhyNrSvJ\/Rb4oU7X+g1iscrWAN4lqe7BlWlkfQe70j6teyy9E+KzoA9uOIZMO9jqwyDxbT5XPlOb8Ex+Q5SfAwr2w4p7apkU3RCdfzNzPgNvWZtklqsJXE81G4TiOmhgrieMFiSfrpM+mLddLyGtXZ9zGp9GS208NT2exGekUv71y6\/wDoQzw+zg35TFcIxBU6GxBuD0mwwGIDHOul9HXofzDuiOWPs2\/F5tnxfsc+Jb2llNgBa3KFqD6A9fowRj6JVs6i95YwTVb2ZfdOvh3xa6H12G6dSWlaC1exsZdovDTFVJcpmEsNUtBKNLdJ4QDXRoaNXSDuIreKhVj8dm9mzLbNbS+15f0KzKMx2g4wtBRTT3qrC4UAta\/NgPgOczidn61Y56gN31Zt35WvewH6W2mjwuBKsXaxYm5bS5PeYfSr7tjA9mz8ZXvTN8C7A0lOeo2cjUKdr9SOfyh3ieGShRsigHuGtzsJboVSBext1sYH4pWNWvSprr74Y26Lrc91wPWHMoRyX9b0HuzGFCrbc7serc\/roBNNmAlHB0giADe2ssgTUliw5VU29ZN7SKQXil+JWnOPtfxeXC06f\/6VRf8AlRST8Ss44BOifa7i8+Ip0x+BCx8XO3oqnznPxM3JX5HV+Nx5Cb+xhWNcaSRtwPreJxATHOd01PZjHlVC7jp05G02FLEBhcGc94C+pHQ39f8AE1lByNRC0VmPDQ0KkfWe8EUcV5SytaUW0WjTvFTRr6C5j6FYc5ewdRZM0iql6I0wT7tCCAKJL\/FKBvMzx7tFSoj3m15KNWPgP12lYkC3VPGE8Vi1Ew3aXtHmBp0j3M45dy9\/f9ATxDjlSufyp+UHUj\/cf028YKcXNhAqvo3cPxsnyorkTwrLGQCL2fWD5DXxNlKpTlVwRCrqJUqr3Rs0YfkfHT7IsG9nEOYLGFGDDzHIjoZnQLMDLq1o5Y0c3uGbvC4oOt0NxzU7iFAxygXnMlxbp7ysVPUGE8P2rrAahG7yCD8DFvhf0ap+TLX5ezaYpsiZr\/dBPkNYuEcTSsoZD4jmD0ImHx3GKtZLMQFvqFFr26nciUMLiXpPnRrH4EdGHMQlwtLsF\/JW9ejrqPLFOpMrwLtIlYZT7jjdT\/5PMTQJVEW00PVKlqDOGfWEazgraZ2hiAOcu\/xgtvIhdLsnp0QTrJ8OFZu4QT\/FxiY3Ib3lkSZq8ZWRUJ6CUOz2AAJdh7zan9B5fvAWFxjYmsEH3Eszd5\/CPUX8ptsMgVY\/jX2ZOes\/Ff5LQSemMDTw6xpnPbxTxnihFHz52xxvtcZXe9xnKj+VPcFv6YCyx7vckk6k39d44Cc1vvT00wsU\/siqR7xjyJ4Br5x9pbYqZ9l3gx9+3UH4a\/vNbhm0mNwL5XU94\/abSgkKX0J5Zxk4TpHoxEciSZVl4L0YtZpYpO\/hPUpy6lOwlYX5FDH4kU0Z3Y2A8L9BbnOaYzEGrULtzO3QDYCH+1nES9QoD7ib97c\/Tb1mfwouxMBs18XF637LWWy98ZbKL85ZyDeVWOZrRZ1LSlL\/AEKmvPmY5vh1kjL6dev9o0JfU6CTSvHOiHLfaR1KUslug841hLTFXxpoDYhLSJHuQJexaaGDUBJFpq43qPPfLjxsI4il7ukqJTbpoYXRLqJWZjTOouh+B\/aa\/H7MbfZYyDbpIWX65y5Ttbe\/TwlevTh1PQKoGVgQ1x4g8wfGans\/x5zZHa52BPPuPf3zO1kuJFh6mVoio3pjIty9R0xca3MSQY7vgPhHEw4CP97keTf3hJ6QMz1Ll4zbNqlqLL40dZQxWPJ0BJ7h8I2pRl\/s1wv2ldTb3UIY+P4R66+UqVrxFXXimzadkuEexpi\/32OZj3nl4Db\/ADNSlM85Hg0AUSdqoGm5mtLOkc5vyesTRqNc6bD49bR7USQb7kaDp3mNRcotYDqByP1rLK+yGq2pinjVPrSKWUfNCi5t3yVd7TyKcxnq49f5IsseV+vjFFLKSXYlFjNzw1syK3cIooU+zPz\/AKV\/YSVJOiRRQjIy3SSN4jWyUnb8qk\/tFFKZJ9r+zlWJYkknUk3J7zqZHh2tyvziii\/o63\/dF01gV00PT+8rYY+9rzvFFBHVTdLS0wv4T3Lfw6fvPYoJpGssjYRRSIGiniU0lPA0b3MUU2fH9nnf+R\/Ugrh1j61EMCDFFOnKWHIoG06xotlb3lPw7xCTAMuYRRQV9lP6Kb05RqU7MQNhtfpFFAoJFrCtpYw3hOMMllf3hybmPHrPIoHIk5D4m1XQY9sGFxOhdmcB7KkL\/eOreJ5eW0UURwpaxvO34oPoxOghLD4YJ3t16RRRtmaSSpUC95laq1yT9fWkUUpEIPZDpFFFDIf\/2Q==\" alt=\"Por qu\u00e9 no existen dos personas totalmente iguales? - UstedPregunta\" \/><\/p>\n<h4>Actualmente en el mundo hay m\u00e1s de 7.000 millones de personas, pero ninguna es id\u00e9ntica a la otra.<\/h4>\n<p style=\"text-align: justify;\">&#8220;Ni siquiera los gemelos, quienes pueden presentar sutiles diferencias entre s\u00ed. Seg\u00fan un estudio publicado a finales de octubre\u00a0por la revista &#8216;Science&#8217; y elaborado por la Universidad de Berkeley (EE.UU)\u00a0existen ciertos de regiones de ADN que act\u00faan como potenciadores para aumentar o disminuir la expresi\u00f3n de los genes destinados a marcar el desarrollo del cr\u00e1neo y la cara de las personas. As\u00ed, al actuar a distancia los mismos crean que sutiles variaciones que hacen que cada cara sea \u00fanica. La labor de estos potenciadores es modular la expresi\u00f3n g\u00e9nica,\u00a0pero sin provocar alteraciones potentes.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/culturacientifica.com\/app\/uploads\/2015\/09\/Simplicidad.jpg\" alt=\"Simplicidad \u2014 Cuaderno de Cultura Cient\u00edfica\" width=\"687\" height=\"463\" \/><\/p>\n<p>Hicimos un largo camino, y, a veces, sentimos como la tierra se mov\u00eda bajo nuestros pies<\/p>\n<p style=\"text-align: justify;\">La humanidad, es en realidad, algo muy complejo y dif\u00edcil de entender.\u00a0 Sabemos que en el Universo existen cientos de miles de millones y trillones de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-universo-los-pensamientos\/\">protones<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-universo-los-pensamientos\/\">electrones<\/a>\u00a0o 10<sup>-5<\/sup>\u00a0\u00e1tomos por c\/cm<sup>3\u00a0<\/sup>de espacio, todos, absolutamente todos los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-universo-los-pensamientos\/\">protones<\/a>, son exactamente iguales.\u00a0 Con los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-universo-los-pensamientos\/\">electrones<\/a>\u00a0pasa igual y lo mismo con los \u00e1tomos, son exactos, copias los unos de los otros, la misma masa, la misma carga y las mismas propiedades, no podr\u00edamos encontrar un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-universo-los-pensamientos\/\">electr\u00f3n<\/a>\u00a0distinto a otro.\u00a0 Sin embargo, referido a nosotros, los individuos que componemos toda la Humanidad, varios miles de millones,\u00a0 resulta que, ni siquiera uno es exactamente igual a otro.\u00a0 Cada uno es diferente a los dem\u00e1s y tiene sus propias caracter\u00edsticas particulares que lo hace distinto.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQVEWLL8oTY0w2q71bFdmmOs2ngHteoJlv3ig&amp;usqp=CAU\" alt=\"Era m\u00e1s anticapitalista que anticomunista&quot;: la biograf\u00eda de Hitler que quiere cambiar la historia\" width=\"455\" height=\"255\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"10 frases de la madre Teresa de Calcuta para los ni\u00f1os\" width=\"255\" height=\"255\" \/><\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT0XDHAB5gb6auYtphFWBoS8cut3fJqwtss1g&amp;s\" alt=\"Pedro S\u00e1nchez, de Pedro \u2018el guapo\u2019 a Pedro \u2018el demacrado\u2019: siete a\u00f1os de declive f\u00edsico (y pol\u00edtico), Hilos tensores en los p\u00f3mulos, disminuci\u00f3n de maquillaje... Los casos de corrupci\u00f3n que salpican ...\" width=\"187\" height=\"330\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcQwouDbragSphTZPP76dZ8fft10iN7lS3si_TujWvvFe_pMsEk8lektwXVlS5IYp2llrRsGNgPzU1X1IyGA7TMkUFnplhkzxiHHnw7sjQ\" alt=\"Mar\u00eda Corina Machado \u2013 Inter-American Dialogue\" width=\"428\" height=\"333\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0Somos capaces de lo peor y tambi\u00e9n de lo mejor<\/strong><\/p>\n<p style=\"text-align: justify;\">Ah\u00ed precisamente reside la grandeza y tambi\u00e9n la dificultad.\u00a0 La grandeza que da la variedad y el enorme abanico que posibilidades de mentes distintas empe\u00f1adas en resolver un problema que se estudia bajo miles de millones de puntos de vista, con lo cu\u00e1l, es m\u00e1s\u00a0f\u00e1cil que, finalmente, aparezca la soluci\u00f3n.\u00a0 La dificultad que esa misma variedad genera entre seres que al ser diferentes, tambi\u00e9n tienen criterios distintos y distintas maneras de ver las cosas y nos pueden llevar a la soluci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Nuestras mentes, han evolucionado y, pasando el tiempo y observando la Naturaleza que nos rodea, hemos llegado a pesar en c\u00f3mo habr\u00edan sido las cosas, como se form\u00f3 todo y c\u00f3mo pudimos llegar hasta aqu\u00ed y, para ello, construimos un Modelo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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TXmwgQ1T0HpY1Jwb962TPQuzCQsD+R+9KTlCtxYnbt\/P5vWhdLXobHWAQenyFUTwLNNMz+ZVcMB+QDo992P8vQnh+dhy7XgescjfqdzRniGFJJILk\/COg6mKEwnw1UgrcRfgEbz\/UfpWpaO\/gr4ZDxDPYj4ikwJMqFIk9+w7mtBkM6gVQ5GtDYLMXsB1NZsY6XZDzd27dP6j6WqpM4SfKJknUzWHWSfyFcP5HEnOEdzlVJtsZle7wQR1sOZBqWQRC3ludye1Z\/BxQ6c4jLBn4UA22n8adZDFsbzGwUWHaa8h3XBv4+TmqdYGubyKWJ\/GkeeyqmQ7wo2VefangVnWCdP861Q+CgOqRPX6GrVi\/2Twn8E41oyr5VVPkwpJ2L2AoPH8Jdz52J\/sQW+da1sVBsJqnGzzn4V+QpP5ZhpZyW6t\/Bjn8BK7IqjqbmlGZ8HDOqs4UMQCx2UE3JjpWtz\/wBpBJIA7msxmwxPW+3+K6+P8tZ0B8U4Mr4pklR3VWDKGIDD7wBIDD1F\/elOJh+9afNeGNNyOu\/vQy+GqD5m9Y\/eu\/j5uxy1Moz32BMQPx+dWNkhB1EhuLSDbbqGn2r6D\/pLwzLvjKrsI+U2iKj\/AP6FkMvgvGERcSQNh71dKW8MTKPnRxXVGwxAViC3lEmDIExMTeJ4oRxO5n1o98RRqkAyIBv5TMyINzuL9aCxFIMEQbb23uPpekuZRiDYZgNBgmAeJESPqKropwoUaWLTGqFgAQIudyCWGwFtzNDOTNojid44moPAQvGxC4XUSSqhRZQAoHlEAC+9zvXgnQ3qpUarlJjYzTSEMwMMiCGEj9LXFqsTDg\/AT3Rr\/SqMvmtP3VP\/ACFOMvmEbzfZupuTpuvex496osFZQEuEhjzQTeGH5rt7imWSyTG6GSOFMmAJmV4+tGlkca9BVRpBhW0zHOrWJO9XYS4MhlZQ39piPmTPypKprwtD3sJyGGWPnQtG8Wf5fe9wa0OQy+EDYkN3529qVYOaaLgMO4j5cfSnOUzEr8JN\/vDUB+lRqn2wzqr+o\/VyukEW7j5bbe1dOWVzI8p49ex617BxGcKCoAH85vTTByoid\/yqsU0tnn8siB8Mq+kiOf37H0olEG63n+bcU2fLA339aCfCCmJtXRN9jkudE8G1+KvB4oXSdpt\/LVdhsaFCT9DXJoIruZQULgPA3qRxZ3qOHkfOiplpbnGNxef58\/SmwoHOpIqsvYiRmcxjtOlZMzN95kG\/8\/OkWPgkjfVBjSLC3U\/OwrR5pIBtIiIEfUnn+RSXNtYzABtE8cySRPt8qs9rR1cLwJMbNuSV0qZINhMTbTbjt3prksi7wSPnb1AWZPak+I+kEhNPMzB62LR9BR\/hfipCEAAGdyZb62965+RNLJ6kvWjY5PLaUlgQosPLIJ7AA\/Wm2VzymFhQfUbeg2rAHxfEaRLEE2UsQv0ifnTDwfFdHGt0UEAgHn\/4i\/ua8b82aUtpIlUf+jU4\/iJUst4HMgfvS58+XvcxaEBI9yea54lmU1eZWcEj4FvFrg8mg2zbiQmEdE2Lm\/aQOYrj4p\/mlOl4K+shwzJmyaR\/cZPyHNdxHxDsSB2EfjQWDmnMSVS97QL7dK7jZsAkF09Z\/CjPDCprAlWVZosPuaj3NBvjYgDWRQQQZANu07HvV+Nn8P8ArB9D+1Lc14inc1eONJ6RKqFWfbeXJ9AaVqGdlTDQu7GFUbk9LmmGc8RUCynY7gdxzSLEzYEwlyRB+8InY8ftXqcM4OeqItnnB8sqR7EEGgM\/ju7FmJJ5J+Q+lXPm7BYgAk3HWOYk7VXjsugEPLsT5FiygkHXzrJMgCbE13KdbYqYFh5R3LBQCVVnMkDyqJO5EmONzQxwx5fNvvY+W8e9oNusVN5Ntz07\/rUHFj1naPrU7lIbJHSdp3+W\/NRirMXTqOjVp41RO15i28+0VXFQMWhDReQw1LgYjthpeXVSxFiR5QRMmB70IrdqYomEcJRpcYuslmPwFI8oAmQ0zeqTsYrw8R+\/uJphl8+4IAAXvdf8UGmCvUD2\/wD6pjl8oLGTBIvoMf8AveqOfseax4NMHOkjRre8SAysCe0kUamQexJkHgoPrBtVPhDLhYiPJJVtQBW1pixeI5immSKGZ+8ZJ033m3+5YVKmkzph9mEZLKEQNKewZT9K0uQyyAXF+x\/WaXZHAFmUR+P\/AL09wA\/9X8+dQukUutYDkExYgDYW+tMMu7G0QKB1GBLbfzrR2Ua0i\/pTd0clIsxl0iaWZgzxR2ZcxSjHcmxJqnE36xHOUSQwY2oxLigMM3o3Be\/SrN5Odw0y9K6wFdCdKsTDkUjaN1Z5BxM96ozOHIovDw4qONQVbN10ZnPW4tWczWMTMeUmZKrJI94itpnF7Ce5rMZ\/CYSQGjs5\/KuiWmW43syGbyzFidDmdpETU\/C3OuAimSOAd\/WaNzegnzLiE7QWJH1NqGwnwQR5XBnrPbY70KR6PG\/s2nguTGJA8wCzssCnWNlcFILCOATFYjwfxxMMMoLC8z5Jn5i3aiM34yHvrhAeTJ36Ka83k4uR218YFpdq90aDPO8goBpPw2n3pXmMtjm+tQD0Un5WozwjPhkBXGVmggghrdBeiBiOwuy23In9a454oh9MsDxgymZyuJJDFmEySFImLfrXMHIiCSrWEmQZMnielP8AOsY8rAnpBH4ms54pmnQDUVuDabji8VafxU\/GB+eFGacp8CbdQKDbO4uI4XSgZjAsFEnYdBS3M589BfaPWKV4ubkntvx25rpj8VL1nJdMYZvMNJVtIIJB23Bg3Bj3pbjY+k2NwfiBuI6QfrVGJmpNzA+ZA46TQbZi3F\/8+1dU8an5IYbYWXkSBJAJgxpCwxIvu3IvNqFbRoJJOqbC0C9yeYiI7zVS3m6iBNzExwOrdqgWquUgpYLh5QHBWdUBfvWAYNERp\/MG1UuQQInVfVtG9oi\/rNTxXAJCFgjAfFAJi9wDB8wMelUvIPQj+cVK6GOu5IA4WYsOTJnk+9VzUsPFZTqVircEEg3EG4vsT8699ofy+VqiYmi\/3AfP8qmFWPiMz0tUcLBkwWVd7mYsJ4B9KkhA3vTSEmjKODP8+f7U4wPEcREZNIAxAuoaVmBDr9ywMzY0pGIBtB9BP40Vgu8WmD3j8Nqql9BQ+yGZfSLBYPIab\/StJls2paCxPQJBPvoSB86wn2hG7r6CWNMvCVOI6KpaGIUtIRRJ3ZoMDuaSop7yXm0lg+gZbPKOD7tH4kH6U1y7l11akF43k\/WsZkHw0OltGoNFmLzeJ4WK2PgGW+2NrAck\/gF\/OpVGyrpYyGDEH9Un+1aY+HYpawtFAnIurFZBjjYH5Uwy2lAAI6kjn9qjWPPkSmsaLMVGJuKExsODfjammNiKF1xcUizmaLny\/PgdPWrcbeME5To59uJq7LPekb5gIYkEna8\/Poe3pRuVzYJEGujBqg0+BtU1agMtjSKvV5qTRPqX4akGu4ovUddcLjmsK0LfEUJBO5rIZvGKEyiMSNm1KfUQQJrV59+8dxzSHx7LQkoSwIEgjY8jt+1dEPCwxoWzE+J5l5kKUXYkw3upIn60oxMyxIZtRA2YX\/xRWew0+6zAwZDCRPS147kUoxsN1AYrY2DDYxvDKaDp5O111WA1c8R98AHg6h84P5UbgZnEdlVVVri4Ej8CfnSFc00gRINvPDD5kWFNMljqzjUiouxCf2mTHMdzPqaLeifbJr8n4xoYoEibEjSsn3iOa+g+DKmKgeNxyB+W9YrwLDwXCwzkzJUsDK8G0WEjibVpfD\/HMNS6IICTaQD8iBXHUKqzjaBarGgvxvJYSiW0D1ArFeJ5BDdQkfP8KbeO5s5jy6ivqpj5iaUeM5NhBZETygHRaY5g32q0pzjRKWvGzH+JYWhtSFQVIIZZBBBkHsaz+bDszO51FiWJ6kmSfnWmzIEymKJBtqG97SDxWf8AEEYksSDySItfkDa5roTlraE5F9C4Agza17iRa8f5tU88zYmIznRqc6iMNYUSJICgeWORxBodzUXItBO15EQb2F7iI+tJXX6Jo6FMfX8fl\/ivIokAmByYmO8DeuKhIJB2ItzedhuRa\/S1QJ61NtDEsRdiJja8TMCduJNR+zMavukxNt7GPkRXRitp0z5dWrTxMRPytVv2ACLiMykMWXQrjWpAkFlIMKSRB5g1NsxQ6QSJFuQZHsQbir0w8Mi+No\/t0Ex7ix60MYjvz\/PnROHnioC6MIx1QE+55oGK2PWrMHMBSjBFLK0+bzK1wQCptHbmauwcphnAxMRsYB1ZVTCjzNqku3ZVA36mKFQiRMxN43jmJ5ogJlyxJjckwLC5mw2Aq\/Uv32LHoKHw2IYEcGRP5xVmlAoMkteRFt7QZvPpTyxgvBzJCkIoAMEze4mJm1vzq37R2+Nie3HyoPDBOwgdaZZHEKhlVpD6dUAcGRDEEi\/9O9X+NhnY78HjdVYkiDNl9BG\/zr6F\/p\/GdNjxsLD\/ABWJ8LwdAAcwBsg\/SbepNaTJ5ouQqCPcetydq5uVvxHTM\/rs1GNmYO8tzG3ueaPRSYZgBaw\/asnl81eB5o36fSic54u5jRM9eS3Mdq5KbTQ3TOka37Py+YgzSLxXMLhoWkcxb+XonJeID7IMZkCGE89v5ag81mEfD1uhUA27ngx\/Sok96Tgd9268yTw0ZJcw7OZF5sAOvX0\/OicHxH7N5ABIt5riCOnXc0PmcFsMvjh4ZSNA5gg6mNt496zv\/Wlnkn4mJPzgfSa9qJ7vXgXWsM+jZDPEgciPX19K0eWdSAQeAaw\/+k8dCCGLByLdCCsn0tWowswEOnUJi24jt0NT5YSpoFJPw0GFhAiaV559E8iujP8AlMH1ikHi+dYDWQbWb8iKlM7EmG3s5nM1Y3BQ7k7dpjb1pIPEXRtKguDbRub7RHB4IsaWZ\/xZ0MgCGG0z3MdJHHf1FLxmwyal1EKbkEShJGmOd5ttsbcWctaRZRM+kvEymISQkNJJ4gDebWI+XekOYywJIDeoNj1vp3+vFH4gNixJDbMN\/Ync9VN+hoHPIwvAYAAK62g8E8zHBozDxtBtLGgPFwCtyxtHxX36Ecb9NqlltBMMJJIgiTbkduKZeH4KvhOz4ihlYQjXLTuR0qfhuU0YhximtE4QhWvtafNBEx2ov9U2lnBFo94fmMxgsTgvqBBEWNpHG4vFbBPHMJk\/3E8w8pMCeJBjjesRmXXWXH3jMqCjKCYuOKnhZkL\/AHg2JspN7QdqeeGObFNYYc9Ubbw3N4QYMjlSDMHb61f\/AKo8e+1gD7M6RtI1fWsNg+IKjgkEEGRNj1BkVV4m+slwSSxkk9Tc3701cDl59OZ0mX5pw5gYLFr2RZMATPl7T8qQYpRtmjm\/8vXjiuhszA8EEiODt2oPEeYkD1\/Ws2l6hdncTC6EUM2Ganh4TsSFBJCljH9KiWPoBXPtmjTJ0zMcSQAT6wB8qjXV\/GAorIjmpIli0SFF7xvYHqbxt9K8Y5q3MZYqqMdMOsiGDGx0ksAZU9jFQqQgpXevYlyTAF\/hE89J4Hr0q4YZIYiAABIkAkEhRAnzXiwnrVPY\/vUgkdNpkbxHPr6VL7Jv6W+RqSAQWJFiPKZlpmYI2Ai9xvaq9Z6msAI0D4QNRBJLCSIt8gDz3qJbpXmxD1+6Ftaw4Mb7c7xURt2rGDT9kcERqXGDmTMo6HY\/2MsAc6p7V7MYiM0phhBpAK62aWAgtLXubxsKDJJipLA3ppewhLOCTpB0zYGCfeABTHw3NlCYNyInp0gi+\/SlKN29B\/N6OwNRbZnYCdK8AcsRsBXQllByaLDxCqqXIB3IAgzNg0jfY8mDTHK5pmufKp2n4j3HQes+9qReHsqOHxAuLE+VgdAHUgGSeY7Xrj58uSA0AfETv\/O1Co0Um2zRYniseVP5+tMMDG0predZJI72nbislkHElmJCrcnmeB3Pb25o3DzJxGLuYUXvwOt92P8ANqiuLsx3y6Nn4d4kHRgzBIAVRclzMtJ2EcwOgofx\/wAegfZrJcbz8P8AbA7WMVmsDNajrAMAwi8\/55PcirP+qVmd0UjDQ+TUQzTIi\/c\/lVJ\/HTrL8F\/lwtjzKZJszgshYlsNNJvAYk6ud+BSJvAnTF0uICjruNiR13rQ\/wCiQ5R7AAjWzkbE\/Dv84q7xPDUuWdvMwjTMSvJ7XYfKtxW55XKeh0uyTBfC8yoWUmQCdpMBLegsflTx\/EdKKYGojcgE6Wn5cVlfCxpRgdyi88Q9u\/FWZjMCFJI82EvzEf4rrrjVNNmdfZsUzWlCwt1PaL+\/al3j\/iJKBZGkbW\/nH0qrJ5kNgxP9p7Hg\/wDr8qXZ3ER8IIgYMqwSf6xsFjjiouVNLIG8bMl4gwkwZUiQJv6eoNL8vr1gJ5mOwAnWJ2jn04pn4j4biYbImJhspcjTHHEdBxv1HQ0swCyPE6WEkMN1YAmR249D1FXeKntLFdP5C8DxFF1yknlCbWmVKi8ztBERadqZZNmP+5oJQ+UyuojorA\/GII7+tZ57tIgMANRJkHkb8dP80Xk\/EidTKxR4kAA6eAdtuvT0ijLbQZvOi\/xjDWNYXyNMFR5ehg7nixuKWZbPthxBDL\/TwZBm5HlIMWI5NOV8TBwyqrKj4wVB1E8kcne4j86z+I+nUEsjgSCLWMgfOqOG1kW6yF4+dGKAHA1DnZvnyKHfBdDvKkwGBkG8b\/rVKi2mO8N150n7tdOJBgMSOeCP1o4RJ0wjFxzDLAJQnUQdS\/FpG1omwIsZFDZbPvhMYtqUqZANiNxOx6EVU8Hf5i3zFUsSLTIpabxsTeRiudUghlBn715G\/sZ9OKoZUJH3hO3Xta9D5bTPm2gyOvOkGDBPWLVUw5FDs36smwdxU4\/gqlljfp\/irGxWgAmQJgetzFXZXH0sCCFYEMrEE6WUhgQBvcRcEXqNqa\/wJTj5R1YK6FGKqyqwKkqfhIB4Iv7VUrLBtcix7z9bUwzucfHlnGtyzOzmS7AgSp4CrBIgQJNL2SuWpaCSy7IGBcMychCA0f2kggGeoqWVy5xG+zVWZ2IVFQgyxIgHqIkW5iqNDXji5j8a6uNAAtIbUDAnbrvHapGLDlX1smhtalgygSwKyGkDpeaqgcz9P1rruSdWxYk2EC547b7UwyrYOhdWMymLgYIaPfWJrGFgYxHH8j8\/nRWWxkVXV8MMWQBW1MNDAzqAFmMSINr0IpqxjIFogQY5ubnveKATqKWnSCYBJjgC5PoK6hi4qAcjarszlnR2R1KupgqYse8VkZHEcjY+popMUqdWppPfzEdzwKty2aw0L\/7YxJVlRXMaCYOuVgMwIPlNr0GuIJAYmPvMLnuRterTaRmFtmGawOlef5zViuCAqSAJ1MfoexigEaRA+fT9+9Wo+y308xzVe3YwwbNarAQg+Ed+p6\/vXVzOo+Y2Ha309hQmNjNpVNAXmdJDENcST8QjbseaLy+aVHUIBiL9mQy4g8oZlIfSAeCZB6iYp+vwhW2HYOadyqIQoKwdMwBBBJ\/ugm\/90U3xnQquGIiRqMd4sZH3eY5XpSnwvSgD76lMjaFGob8zGr2ijfDQHabFVAJ6kkEsB2CjT8qa\/wBZNLyxxl86yAqAAwOosDwAVVI2Ik\/+NFYqu+G7qg8qrqjaWLEm\/MBTHarh4I3\/AE\/21\/MbzEQJg+7GaVZ\/FKo4BIGuLbeRIH\/lXN+M55P673su25e\/CxFh1H\/24+X+aX5knQG9Y+Wr\/wDGurnTpfbUuGsWuTKkmeekGjMDBw3TzNpgMbCbywAPY3r02sLIFv5GngqG2r4MTDMGQZ\/wahnsMo\/2iECAJDGTe5+Ebahb\/lSzwjHKqpn4DHO0yJ777U4zmIqYikqHUz5G+FgwJH1B+Yrk5Ip06z\/wq3+qbAv9U+Ms+GBEqTOobke4sLm3esa+N5pFyRckD3gfr3HNaMEYmCyH41Pl7g8VlHUqSLEr+FrfzkVXh41KwkQ5KedkEYb\/AHTYHgHp6H6Vx3KwAbAm0CRO\/rt\/L1HX5hYAN1ML0JM7cfWvY+HoPxakOzbH0I4qnVZJZwFLiaVJXmDba1dVA9xAPIOx9Rx689qowMZkkSQrWYdt\/wBKY4vhWImGmOAAjlgsEEnTvbcD1qvmMhdNg3iUYuK7rhrhz\/8ATWyrAA8vyn3pc+DG\/wC4rYZHwz\/qEkBg6ixAn1k9O1Ks5k2R9LgAnkbHilfV6XwY5\/p\/ww5kjAhF8xb7WPNERoJ\/p5iN6W+LeHNg4r4TXK7kfzpWgz3g+Plgr3UODB+6wO5FrcfOkGZOr4rN3571z9adNp6+v9GdT1w1sBRCsNAKyDFiDB5Hsd64+IRFu9WPgFRqHwzE9TYx6wQaiuL8WoKSQfikx3Efe9abH1pilYxLMJiYkdYMj6104DXtMLqNwbGL2O9xbeardb2H4\/nUAalb+0ZI4ZFdLjSLnVJkRaIEGZuZm0e9dmRxxbr6VBVkgQT2G57C29cl68Ce1V4tEgGx34kAyPTg1WRxz\/LVz+GPyqQSQSbCufZn+k\/I\/pXA99vavW6msAkF7V4TXq9WCTVl0kaZaRDTYC8iIvNr8R3rkzXq9WMeHapLf0r1eomLGeYEDpbnuf1qzTpUMQYb4SQfNFiRwQDY16vVaAM67xfVPA9B68V3C2jltz0HNer1dU+isZ5nEhdKmbLMbQROknqICx1mn\/gqAYci5Nrf1EgkfPQPY16vUOXxm4\/UaDEz7jLhGcg6lCqRb4uekAG3esv4pmtRIJ31H\/uZt\/kK9XqP4fFMLSKctPIIuYUlzMApz6A01yjHTiC3w3n0c2+lcr1dteCyFYB060IWYDAgyLXMEGDv9KvzuaDYOG0HUoIB6lTeelo+der1Qosv6gGaYLiB2PkxBcjeSN\/YwaQ+IYTEgx550m\/TYn1F\/avV6tWk8E3vAN4lkjhuUZlJt8J1C4kQR67VThYy31qW3kTEyCAZg7GD3rlerS25y\/om\/Sq5ESvlEibE32EfEb88Cmnguf0MNahk7nt1HH6V6vUG2qWAPw+m\/wCmv9QplkKusgrIiNo1fWZrH\/6hzzfavEaHadIi3IuNt69XqaYXds0+Aniv+o8bFREZ9SoIA\/ntvSDFxpB7iPqDadjbj867XqqpS\/VGYI7ESNxUVJEEHv6Rv8q9Xq5eXT0FHDiwIUcghvvC0EAi0TJ2qsqRGoESsraJ3gid1kbjoa5Xq5ORvIyIM1Ty6guoZ9AJuxBOnvC3PtXq9UGErJEbXneeOkfWaiXtHc\/lXq9QMWMwCABp1GWXTcR8J1HeZNh0vVN\/4B+ler1EB\/\/Z\" alt=\"Big Bang - Wikipedia, la enciclopedia libre\" width=\"347\" height=\"195\" \/><img decoding=\"async\" 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\" alt=\"5 teor\u00edas alternativas al Big Bang (que la ciencia considera viables)\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Hablaremos ahora del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>, esa teor\u00eda aceptada por todos y que nos dice como se form\u00f3 nuestro Universo y comenz\u00f3 su evoluci\u00f3n hasta ser como ahora lo conocemos. De acuerdo a esta teor\u00eda, el Universo se origin\u00f3 a partir de un estado inicial de alta temperatura y densidad, y desde entonces ha estado siempre expandi\u00e9ndose. La teor\u00eda de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0General predice la existencia de una\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a><\/a>\u00a0en el comienzo, cuando la temperatura y la densidad eran infinitas.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"En busca de los or\u00edgenes del Big Bang\" width=\"534\" height=\"374\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">La mayor\u00eda de los cosm\u00f3logos interpretan esta\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a><\/a>\u00a0como una indicaci\u00f3n de que la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0general de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0deja de ser v\u00e1lida en el Universo muy primitivo (no exist\u00eda materia), y el comienzo mismo debe ser estudiado utilizando una teor\u00eda de cosmolog\u00eda cu\u00e1ntica.<\/p>\n<p style=\"text-align: justify;\">Con nuestro conocimiento actual de f\u00edsica de part\u00edculas de altas energ\u00edas, podemos hacer avanzar el reloj hacia atr\u00e1s a trav\u00e9s de la\u00a0<strong>teor\u00eda lept\u00f3nica<\/strong>\u00a0y la\u00a0<strong>era hadr\u00f3nica<\/strong>\u00a0hasta una millon\u00e9sima de segundo despu\u00e9s del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>, cuando la temperatura era de 10<sup>13<\/sup>K. Utilizando una teor\u00eda m\u00e1s especulativa, los cosm\u00f3logos han intentado llevar el modelo hasta 10<sup>35<\/sup>\u00a0s\u00a0 despu\u00e9s de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a><\/a>, cuando la temperatura era de 10<sup>28<\/sup>\u00a0K.\u00a0 Esa infinitesimal escala de longitud es conocida como l\u00edmite de Planck: Lp= \u221a(G\u0452\/c<sup>3<\/sup>) =10<sup>&#8211;<\/sup><sup>35\u00a0<\/sup>m que en la Ley de radiaci\u00f3n de Planck, es distribuida la energ\u00eda radiada por un cuerpo negro mediante peque\u00f1os paquetes discretos llamados\u00a0<strong>cuantos<\/strong>, en vez de una emisi\u00f3n continua.\u00a0 A \u00e9stas distancias, la Gravedad est\u00e1 ausente para dejar actuar a la mec\u00e1nica cu\u00e1ntica.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTgq5vXpPi0UX2-LE65H3ogkk_Ynl1sdtciUQ&amp;usqp=CAU\" alt=\"Energ\u00eda oscura y la expansi\u00f3n acelerada del Universo | Sociedad\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRMki7_PHrsmNczpTE4wpe87b6a-fmZoEMk_Q&amp;usqp=CAU\" alt=\"La expansi\u00f3n del universo es m\u00e1s r\u00e1pida de lo pensado \u2014 Astrobit\u00e1cora\" width=\"435\" height=\"369\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La teor\u00eda del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>\u00a0es capaz de explicar la expansi\u00f3n del Universo; la existencia de una radiaci\u00f3n de fondo c\u00f3smica, y la abundancia de n\u00facleos ligeros como el helio, el helio<sup>-3<\/sup>, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('deuterio',event); return false;\">deuterio<\/a><\/a>\u00a0y el litio-7, cuya formaci\u00f3n se predice que ocurri\u00f3 alrededor de un segundo despu\u00e9s del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>, cuando la temperatura reinante era de 10<sup>10<\/sup>\u00a0K.<\/p>\n<p style=\"text-align: justify;\">La radiaci\u00f3n de fondo c\u00f3smica proporciona la evidencia m\u00e1s directa de que el Universo atraves\u00f3 por una fase caliente y densa.\u00a0 En la teor\u00eda del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>, la radiaci\u00f3n de fondo es explicada por el hecho de que, durante el primer mill\u00f3n de a\u00f1os m\u00e1s o menos (es decir, antes del desacoplo de la materia y la radiaci\u00f3n y, por tanto, en equilibrio t\u00e9rmino con ella.\u00a0 Esta fase es habitualmente denominada \u201cbola de fuego primordial\u201d.)<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Se expande el universo m\u00e1s r\u00e1pido de lo que indica el fondo de microondas? | Actualidad | Investigaci\u00f3n y Ciencia\" width=\"348\" height=\"183\" \/><img decoding=\"async\" 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\" alt=\"La primera memoria que almacena datos usando fotones\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Liberados los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> lleg\u00f3 la luz y el Universo se hizo transparente<\/p>\n<p style=\"text-align: justify;\">Cuando el Universo se expandi\u00f3 y se enfri\u00f3 a 3000 K se volvi\u00f3 transparente a la radiaci\u00f3n, que es la que observamos en la actualidad, mucho m\u00e1s fr\u00eda y diluida, como radiaci\u00f3n t\u00e9rmica de microondas.\u00a0 El descubrimiento del fondo de microondas en 1.956 puso fin a una larga batalla entre el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>\u00a0y su rival la teor\u00eda del Universo estacionario de P. Hoyle y otros, que no pod\u00eda explicar la forma de cuerpo negro del fondo de microondas.\u00a0 Es ir\u00f3nico que, el termino\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>, tuvo inicialmente un sentido burlesco y fue acu\u00f1ado por Hoyle, contrario a la teor\u00eda del Universo inflacionario y defensor del estacionario.<\/p>\n<p>&nbsp;<\/p>\n<table border=\"1\" cellspacing=\"0\" cellpadding=\"0\" align=\"center\">\n<tbody>\n<tr>\n<td colspan=\"3\" width=\"492\"><strong>Cronolog\u00eda del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a><\/strong><\/td>\n<\/tr>\n<tr>\n<td width=\"144\"><strong>Era<\/strong><\/td>\n<td width=\"183\"><strong>Duraci\u00f3n<\/strong><\/td>\n<td width=\"165\"><strong>Temperatura<\/strong><\/td>\n<\/tr>\n<tr>\n<td width=\"144\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('planck era de',event); return false;\">Era de Planck<\/a><\/a><\/td>\n<td width=\"183\">de 0 a 10<sup>-43<\/sup>\u00a0seg.<\/td>\n<td width=\"165\">a 10<sup>-34<\/sup>\u00a0K<\/td>\n<\/tr>\n<tr>\n<td width=\"144\">Era de radiaci\u00f3n<\/td>\n<td width=\"183\">de 10<sup>-43\u00a0<\/sup>a 30.000 a\u00f1os<\/td>\n<td width=\"165\">desde 10<sup>-34\u00a0<\/sup>a 10<sup>4<\/sup>\u00a0K<\/td>\n<\/tr>\n<tr>\n<td width=\"144\">Era de la materia<\/td>\n<td width=\"183\">de 30.000 a\u00f1os al presente (13.500.000.000 a\u00f1os).<\/td>\n<td width=\"165\">desde 10<sup>4<\/sup>\u00a0a 3 K actual<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Para fijar m\u00e1s claramente los hechos se debe extender la explicaci\u00f3n evolutiva del Universo en las fases principales que son: Era: de la materia, hadr\u00f3nica y lept\u00f3nica.<\/p>\n<p style=\"text-align: justify;\"><strong>ERAS EN EL PROCESO DEL BIG BANG<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-opFz9FL15No\/TVgeuiz83JI\/AAAAAAAAAxI\/TCuY4aalZ6g\/s1600\/big-bang.jpg\" alt=\"\" width=\"509\" height=\"509\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 De la radiaci\u00f3n<\/strong><\/p>\n<p style=\"text-align: justify;\">Per\u00edodo entre 10<sup>-43<\/sup>\u00a0s (la era de Planck) y 300.000 a\u00f1os despu\u00e9s del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>.\u00a0 Durante este periodo, la expansi\u00f3n del Universo estaba dominada por los efectos de la radiaci\u00f3n o de las part\u00edculas r\u00e1pidas (a altas energ\u00edas todas las part\u00edculas se comportan como la radiaci\u00f3n).\u00a0 De hecho, la era lept\u00f3nica y la era hadr\u00f3nica son ambas subdivisiones de la era de radiaci\u00f3n. La era de radiaci\u00f3n fue seguida por la era de la materia que antes se rese\u00f1a, durante la cual los part\u00edculas lentas dominaron la expansi\u00f3n del Universo.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/hadronica.wordpress.com\/wp-content\/uploads\/2015\/12\/cropped-r166512-e337493970-4mu-3d-blackbackground3.png\" alt=\"HADRONICA | Blog de divulgaci\u00f3n cientifica sobre f\u00edsica\" width=\"660\" height=\"900\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Era Hadr\u00f3nica<\/strong><\/p>\n<p style=\"text-align: justify;\">Corto periodo de tiempo entre 10<sup>-6<\/sup>\u00a0s y 10<sup>-5<\/sup>\u00a0s despu\u00e9s del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>\u00a0en el que se formaron las part\u00edculas at\u00f3micas pesadas, como\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-universo-los-pensamientos\/\">protones<\/a>,\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-universo-los-pensamientos\/\">neutrones<\/a>,\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('pion',event); return false;\">piones<\/a><\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('kaon',event); return false;\">kaones<\/a><\/a>\u00a0entre otras.\u00a0 Antes del comienzo de la era hadr\u00f3nica, los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-universo-los-pensamientos\/\">quarks<\/a>\u00a0se comportaban como part\u00edculas libres.\u00a0 El proceso por el que se formaron los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-universo-los-pensamientos\/\">quarks<\/a>\u00a0se denomina transici\u00f3n de fase quark-<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-universo-los-pensamientos\/\">hadr\u00f3n<\/a>.\u00a0 Al final de la era hadr\u00f3nica, todas las dem\u00e1s especies hadr\u00f3nicas hab\u00edan deca\u00eddo o se hab\u00edan desintegrado, dejando s\u00f3lo\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-universo-los-pensamientos\/\">protones<\/a>\u00a0o\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/31\/el-universo-los-pensamientos\/\">neutrones<\/a>.\u00a0 Inmediatamente despu\u00e9s de esto el Universo entr\u00f3 en la era lept\u00f3nica.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSJ67Z3lHbSduPen6O4_CWqLsLUlrKcMIkJxw&amp;s\" alt=\"Existen 3'043 tipos de neutrinos en el universo seg\u00fan el Modelo Est\u00e1ndar\" width=\"379\" height=\"252\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/lh6.googleusercontent.com\/proxy\/wgq2etRLoBZjSieHh124-8XcwGsy08tWbzxag2yEOW1w8Hd_YmtLZvtJVkVmWY9xWs4njJxMdX4rVP_eTLohGs-uhfpWgNLP9hA391HPj8FpinjxxDSqvK1Hpntg_dvKj3mKtdLb1UJ80A\" alt=\"13050403cronologiauniverso\" width=\"375\" height=\"253\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>Era Lept\u00f3nica<\/strong><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/image.slidesharecdn.com\/elbigbangelorigendeluniverso-111004124413-phpapp02\/95\/el-big-bangelorigendeluniverso-12-728.jpg?cb=1317732345\" alt=\"Resultado de imagen de La Era Lept\u00f3nica\" width=\"304\" height=\"228\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"En un lugar del cosmos - En f\u00edsica, un lept\u00f3n es una part\u00edcula con esp\u00edn -1\/2 en el caso de los neutrinos y +\/- 1\/2 en los dem\u00e1s leptones (un fermi\u00f3n) que\" width=\"364\" height=\"235\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Intervalo, que comenz\u00f3 unos 10<sup>-5<\/sup>\u00a0s despu\u00e9s del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>, en el que diversos tipos de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a>\u00a0eran la principal contribuci\u00f3n a la densidad del Universo.\u00a0 Se crearon pares de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a>\u00a0y anti-<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a>\u00a0en gran n\u00famero en el Universo primitivo, pero, a medida que el Universo se enfri\u00f3, la mayor parte de las especies lept\u00f3nicas fueron aniquiladas.\u00a0 La era lept\u00f3nica se entremezcla con la hadr\u00f3nica y ambas, como ya dije antes, son subdivisiones de la era de la radiaci\u00f3n.\u00a0 El final de la era lept\u00f3nica se considera normalmente que ocurri\u00f3 cuando se aniquilaron la mayor parte de los pares electr\u00f3n-positr\u00f3n, a una temperatura de 5\u00d710<sup>9<\/sup>\u00a0k, m\u00e1s o menos un segundo despu\u00e9s del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>.\u00a0 Despu\u00e9s, los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a>\u00a0se unieron a los hadr\u00f3nes para formar \u00e1tomo.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Empez\u00f3 todo con una singularidad? \u00bfDe d\u00f3nde sali\u00f3 todo lo que hoy existe en el Universo? | BLOG DE F\u00cdSICA\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">As\u00ed se form\u00f3 nuestro Universo, a partir de una\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a><\/a>\u00a0que explot\u00f3 expandiendo toda la densidad y energ\u00eda a unas temperaturas terror\u00edficas y, a partir de ese mismo instante y el espacio junto con la materia que, finalmente desemboc\u00f3 en lo que ahora conocemos como Universo.<\/p>\n<p style=\"text-align: justify;\">El Universo es el conjunto de todo lo que existe, incluyendo (como he dicho) el espacio, el tiempo y la materia.\u00a0 El estudio del Universo se conoce como cosmolog\u00eda.\u00a0 Los cosm\u00f3logos distinguen al Universo con \u201cU\u201d may\u00fascula, significando el cosmos y su contenido, y el universo con \u201cu\u201d min\u00fascula, que es normalmente un modelo matem\u00e1tico deducido de alguna teor\u00eda f\u00edsica como por ejemplo, el universo de Friedman o el Universo de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>-de Sitter.\u00a0 El Universo real est\u00e1 constituido en su mayor\u00eda de espacios que aparentemente est\u00e1n vac\u00edos, existiendo materia concentrada en galaxias formadas por estrellas, planetas, gases y otros objetos cosmol\u00f3gicos.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.gifer.com\/origin\/22\/22db4c8a556e00ae4d0a79e555b4a73a.gif\" alt=\"Orion nebula GIF - Conseguir el mejor gif en GIFER\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">El Universo se est\u00e1 expandiendo, de manera que el espacio entre las galaxias est\u00e1 aumentando gradualmente, provocando un desplazamiento al rojo cosmol\u00f3gico en la luz procedente de los objetos distantes. Existe evidencia creciente de que el espacio puede estar lleno de una\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>\u00a0invisible que puede constituir muchas veces la masa total de las Galaxias visible. Ya hablamos de ello en comentarios anteriores.<\/p>\n<p style=\"text-align: justify;\">Como ya qued\u00f3 claro antes, el concepto m\u00e1s favorecido de origen del Universo es la teor\u00eda del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>, de acuerdo con la cual el Universo se cre\u00f3 a partir de una densa y caliente concentraci\u00f3n enorme de materia (una\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/16\/#\"><a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a><\/a>) en una bola de fuego que explot\u00f3 y se expandi\u00f3 para crear el espacio, el tiempo y toda la materia que lo conforma. Y, al principio, se dice que s\u00f3lo hab\u00eda una sola fuerza fundamental que, al enfriarse el Universo primitivo, se dividi\u00f3 en las cuatro que ahora conocemos. Todo ello, ocurri\u00f3, seg\u00fan los datos de que se disponen, hace ahora aproximadamente 15.000 millones de a\u00f1os o 15 eones (10<sup>9)<\/sup>.<\/p>\n<p style=\"text-align: justify;\">El Universo se form\u00f3 y apareci\u00f3 el tiempo, el espacio (espacio-tiempo), y, la Materia.\u00a0 Es lo que dice la teor\u00eda que antes hemos descrito.\u00a0 Sin embargo, hay muchas cuestiones que, por lo menos a m\u00ed, no han quedado claras y me llevan a preguntas tales como:<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.muyinteresante.com\/wp-content\/uploads\/sites\/5\/2022\/10\/13\/6347ec37d7a6b.jpeg\" alt=\"Esta es la cantidad total de materia en el universo\" width=\"826\" height=\"619\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00bfCu\u00e1nta materia hay en el Universo?<\/p>\n<p style=\"text-align: justify;\">\u00bfDe donde vino la sustancia del Universo?<\/p>\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 hay m\u00e1s all\u00e1 del borde del Universo?<\/p>\n<p style=\"text-align: justify;\">\u00bfExisten otros universos?<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Miden la cantidad total de materia del Universo\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 Dicen que han medido la materia del Universo<\/strong><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Materia oscura m\u00e1s repelente que nunca | Ciencia | EL PA\u00cdS\" width=\"309\" height=\"166\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><strong>De la sustancia o materia c\u00f3smica primera&#8230; \u00a1poco sabemos!<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"\u25b7 \u00bfQu\u00e9 hay m\u00e1s all\u00e1 del Universo? \u2192\u3010\u00a1Gu\u00eda 2021!\u3011\" width=\"337\" height=\"173\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 La pregunta delata nuestra ignorancia<\/strong><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Existen otros universos? | Ciencia | EL PA\u00cdS\" width=\"404\" height=\"269\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><strong>Hablamos de esos otros universos pero&#8230; \u00a1Sin saber si existen!<\/strong><\/p>\n<p style=\"text-align: justify;\">En realidad, no existen respuestas concretas para estas preguntas, porque para empezar no sabemos como es de grande el Universo.\u00a0 Sin embargo, si podemos hacer algunas hip\u00f3tesis. 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El\u00a0Sol\u00a0est\u00e1 ubicado a 150 millones de kil\u00f3metros de la\u00a0Tierra\u00a0y aunque\u00a0la luz\u00a0viaje a 300.000 kil\u00f3metros por segundo, se estima que para que logre iluminarnos son necesarios\u00a08 minutos\u00a0y [&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\/27441"}],"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=27441"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27441\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27441"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27441"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27441"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}