{"id":18395,"date":"2021-03-06T00:50:14","date_gmt":"2021-03-05T23:50:14","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=18395"},"modified":"2021-03-06T00:58:29","modified_gmt":"2021-03-05T23:58:29","slug":"%c2%bfnuestra-imaginacion-%c2%a1casi-tan-grande-como-el-universo-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/03\/06\/%c2%bfnuestra-imaginacion-%c2%a1casi-tan-grande-como-el-universo-2\/","title":{"rendered":"\u00bfNuestra Imaginaci\u00f3n? \u00a1Casi tan grande como el Universo!"},"content":{"rendered":"<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Nuestro antepasado Ardipithecus ramidus - Quo\" \/><img decoding=\"async\" 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\" alt=\"TRAS LAS HUELLAS DE HER\u00d3DOTO. . . : LA SELVA DE ARDIPITHECUS RAMIDUS.\" \/><img decoding=\"async\" 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\" alt=\"ARDIPITHECUS RAMIDUS ANTROPOLOG\u00cdA GENERAL by Ana Milena\" \/><\/div>\n<div style=\"text-align: justify;\">Mucho es el Tiempo que ha pasado desde que, el Ardipithecus ramidus deambulaba por sus Selvas. Como los monos antropomorfos de hoy, deb\u00eda tratarse de una especie muy poco tolerante a los cambios ambientales. Todo apunta a que se auto-confinaban en la b\u00fasqueda de la comodidad fresca y h\u00fameda y la f\u00e1cil subsistencia que les proporcionaba sus bosques y nunca traspasaban los l\u00edmites: en la linde se encontraba, para \u00e9l, el fin del mundo, la muerte.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/media-temporary.preziusercontent.com\/frames-public\/7\/e\/8\/5\/3\/d4f3df3452593dd54dcb55a571d380.jpeg\" alt=\"Miniatura del paso 2\" \/><\/div>\n<p style=\"text-align: justify;\">Estos antepasados nuestros son, de entre todos los hom\u00ednidos f\u00f3siles, los que m\u00e1s se parecen a los monos antropomorfos que viven en la actualidad. Su cerebro era como el de un chimpanc\u00e9 actual: de una capacidad de 400 cm3 aproximadamente. Sus condiciones f\u00edsicas estaban totalmente adaptadas al medio, con piel cubierta de pelo fuerte y espeso, impermeable, adaptados al clima lluvioso y la humedad ambiental, en donde el sudor era totalmente ineficaz para refrigerar el cuerpo.<\/p>\n<p style=\"text-align: justify;\">El equipo sensorial de estos antepasados nuestros deb\u00eda de ser como el de todos los primates. Predominaba el sentido de la vista m\u00e1s que el del olfato: en el bosque, el hecho de ver bien es m\u00e1s importante que el de tener una gran capacidad olfativa. Una buena visi\u00f3n de los colores les permit\u00eda detectar las frutas multicolores en las umbr\u00edas b\u00f3vedas de la selva.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/saij.files.wordpress.com\/2009\/09\/homo-sapiens.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El aumento del cerebro hizo posible comprender las cosas misteriosas que pasaban a nuestro alrededor, y, poco a poco, fuimos dominando algunas de aquellas fant\u00e1sticas maravillas que se produc\u00edan de manera natural para hacerlas posibles en beneficio de la vida cotidiana.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/media-temporary.preziusercontent.com\/frames-public\/a\/9\/8\/9\/4\/39cf84245a9aa784c47e3664d1b380.jpeg\" alt=\"Miniatura del paso 5\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Est\u00e1 claro que el cerebro necesita energ\u00eda. Sin embargo, no quiere decir que cuanto m\u00e1s comamos m\u00e1s crecer\u00e1 y m\u00e1s inteligentes seremos. El cerebro crece porque se ejercita, es el \u00f3rgano pensante de nuestro Ser, all\u00ed se elaboran todas las ideas y se fabrican todas las sensaciones, y su mecanismo se pone en marcha para buscar soluciones a problemas que se nos plantean, para estudiar y comprender, asimilar nuevos conceptos, emitir teor\u00edas y plantear cuestiones complejas sobre m\u00faltiples problemas que el ser humano maneja en los distintos \u00e1mbitos del saber cient\u00edfico y t\u00e9cnico, o simplemente de conocimientos especializados de la actividad cotidiana. Todo esto hace funcionar al cerebro, a veces al l\u00edmite de sus posibilidades, exigi\u00e9ndole m\u00e1s de lo que es capaz de dar y exprimiendo su energ\u00eda hasta producir agotamiento mental.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/media-temporary.preziusercontent.com\/frames-public\/3\/c\/e\/8\/5\/48618394f32b49a9ae38780e976380.jpeg\" alt=\"Miniatura del paso 3\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hace ya algunos miles de a\u00f1os desde que los sujetos de nuestra especie despertaron al &#8220;mundo&#8221; y fueron conscientes de que estaban rodeados por una Naturaleza maravillosa que, con dificultad intelectual trataban de comprender y, de esa manera, pasaron algunos milenios hasta que llegaron Civilizaciones m\u00e1s adelantadas como la Sumeria y Babil\u00f3nica que abrieron las puertas a un &#8220;mundo&#8221; nuevo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/7\/79\/Alpha_Decay.svg\/250px-Alpha_Decay.svg.png\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Mucho tiempo ha tenido que pasar hasta llegar a comprender la desintegraci\u00f3n Alfa. Desde que hace algunos miles de a\u00f1os, Dem\u00f3crito de Abdera nos hablara del \u00e1tomo y Emp\u00e9docles de los Elementos, mucho ha tenido que llover, muchas mentes pensantes han tenido que imaginar c\u00f3mo era el mundo, y, otros experimentando, lograron desvelar secretos que ahora son conocimientos certeros del funcionamiento de la Naturaleza y de la din\u00e1mica del Universo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/c\/c7\/Apfel_partikel.jpg\" alt=\"\" width=\"420\" height=\"422\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El camino ha sido largo y el recorrido, desde el \u00e1tomo de Dem\u00f3crto hasta la teor\u00eda de cuerdas&#8230; \u00a1A\u00fan no ha finalizado! Seguimos queriendo saber que es lo que puede existir m\u00e1s all\u00e1 de los Quarks, si es que algo existe all\u00ed.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/6\/6e\/NaturalScienceMontage.png\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;La\u00a0<strong>f\u00edsica<\/strong>\u00a0(del\u00a0<a title=\"Lat\u00edn\" href=\"https:\/\/es.wikipedia.org\/wiki\/Lat%C3%ADn\">lat\u00edn<\/a>\u00a0<em>physica<\/em>, y este del\u00a0<a title=\"Griego antiguo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Griego_antiguo\">griego antiguo<\/a>\u00a0<a title=\"wikt:\u03c6\u03c5\u03c3\u03b9\u03ba\u03cc\u03c2\" href=\"https:\/\/es.wiktionary.org\/wiki\/%CF%86%CF%85%CF%83%CE%B9%CE%BA%CF%8C%CF%82\">\u03c6\u03c5\u03c3\u03b9\u03ba\u03cc\u03c2<\/a>, \u00abnatural, relativo a la naturaleza\u00bb)<sup id=\"cite_ref-3\"><a href=\"https:\/\/es.wikipedia.org\/wiki\/F%C3%ADsica#cite_note-3\">3<\/a><\/sup>\u200b es la\u00a0<a title=\"Ciencias naturales\" href=\"https:\/\/es.wikipedia.org\/wiki\/Ciencias_naturales\">ciencia natural<\/a>\u00a0que estudia los componentes fundamentales del\u00a0<a title=\"Universo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Universo\">Universo<\/a>, la\u00a0<a title=\"Energ\u00eda\" href=\"https:\/\/es.wikipedia.org\/wiki\/Energ%C3%ADa\">energ\u00eda<\/a>, la\u00a0<a title=\"Materia\" href=\"https:\/\/es.wikipedia.org\/wiki\/Materia\">materia<\/a>, el\u00a0<a title=\"Espacio-tiempo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Espacio-tiempo\">espacio-tiempo<\/a>\u00a0y las\u00a0<a title=\"Interacciones fundamentales\" href=\"https:\/\/es.wikipedia.org\/wiki\/Interacciones_fundamentales\">interacciones fundamentales<\/a>.\u200b La f\u00edsica es una\u00a0<a title=\"Ciencia b\u00e1sica\" href=\"https:\/\/es.wikipedia.org\/wiki\/Ciencia_b%C3%A1sica\">ciencia b\u00e1sica<\/a>\u00a0estrechamente vinculada con las\u00a0<a title=\"Matem\u00e1ticas\" href=\"https:\/\/es.wikipedia.org\/wiki\/Matem%C3%A1ticas\">matem\u00e1ticas<\/a>\u00a0y la\u00a0<a title=\"L\u00f3gica\" href=\"https:\/\/es.wikipedia.org\/wiki\/L%C3%B3gica\">l\u00f3gica<\/a>\u00a0en la formulaci\u00f3n y cuantificaci\u00f3n de sus principios&#8221;<\/p>\n<p style=\"text-align: justify;\">Y, nos ayuda a:<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8211; Tener una ubicaci\u00f3n en el espacio-tiempo.<\/p>\n<p style=\"text-align: justify;\">&#8211; Tener un estado f\u00edsico definido sujeto a evoluci\u00f3n temporal.<\/p>\n<p style=\"text-align: justify;\">&#8211; Poderle asociar una magnitud f\u00edsica llamada energ\u00eda.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La f\u00edsica estudia por lo tanto un amplio rango de campos y fen\u00f3menos naturales, desde las part\u00edculas subat\u00f3micas hasta la formaci\u00f3n y evoluci\u00f3n del Universo as\u00ed como multitud de fen\u00f3menos naturales cotidianos, caracterizados por cierta geometr\u00eda o topolog\u00eda y cierta evoluci\u00f3n temporal y cuantificados mediante magnitudes f\u00edsicas como la energ\u00eda.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/0\/02\/Newtons_cradle_animation_smooth.gif\" alt=\"\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/a\/a7\/Nebulosa_de_Eta_Carinae_o_NGC_3372.jpg\/220px-Nebulosa_de_Eta_Carinae_o_NGC_3372.jpg\" alt=\"\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La F\u00edsica explica con un n\u00famero limitado de leyes las relaciones entre materia y energ\u00eda del Universo, abarcando desde fen\u00f3menos que incluyen part\u00edculas subat\u00f3micas hasta fen\u00f3menos como el nacimiento de una estrella.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTEhMWFhUVGCEWFxcYFxYeFxgXFR0dHx0XFxcYHykgGh0mGxcXLTEiJSkrLi4uGB8zODMtNygtMCsBCgoKDg0OGhAQGS0mHx4rLi8tNysyKy0uLSsvLS02LTcrLS0tLy0rLSstLy0tLS0vLSsrLS0tLS0tMS0wLS0tLf\/AABEIAKkBKwMBIgACEQEDEQH\/xAAcAAEAAgMBAQEAAAAAAAAAAAAABQYDBAcBAgj\/xABHEAACAQMCBQICBgUJCAAHAAABAgMAERIEIQUGEzFBIlFhcRQjMkKBkQdSYqGxFjNygpKywdHwFSRDU3PS4fEXJTRUk6Kz\/8QAGgEBAQADAQEAAAAAAAAAAAAAAAECAwQFBv\/EAC0RAQACAgEDAwIFBAMAAAAAAAABAgMRIQQSMRNBYSJRBZGx4fAycYHBBhQz\/9oADAMBAAIRAxEAPwDsfG9b0YJZdvq0Lb9th53G34j5jvVM0nNUrgymSL0oyF7\/AO7gGWIDUOiysMVR7m0h2+8AbixcZ5kWGUQ4OWZdnGJVWYPjkAcgCUO5AG+197QLcxtIk41ETmNTHGohfCRnbTpOzK6yBwRnsF8W\/asHuh51cj6x9OS0ipEVDAS\/76+ncxguS1oxGdr2L3NwQK9\/lbOsOcjadTJHFKjYEIgnZ1tJnMqtuncug9VtzbKak4rFpYITHFI0cgyBuNs\/UWkkla2TFu7Nub715r+a0iErNFIUjEgVhhaR9OrM8ajK4ICPYkAEqd+1wjuE81ySzaZHMKieIPgPVJmVJYj6zJVBBH82y7buDYHN\/KSQayWC8JEc3SEQDdcp9HilM2zH0q7kGydmXe4s+3xTmJl0esnSIiXSK943K\/bSMSC5U2K4uh2PuO9a+m41Dp0kkkRg7s7ztt6pdPHGjG2RAuEQAA22v7mgieG826jUoVifT5HIrIEyGPSLqAkc7AsGBBOe9jsCLVm0\/MciwqxmhOSQhtS2X0eMSRyMZXXqgWLKF2YXZ1ubAAbHEueFEErwws0iQTzWJTBfoqxsbsG9Snrx\/Yv5GxBrZ1fO0MZlV43yiRmdQYyQ0URlZLBv1QRkfTcWvuLhF8wc2Osc0WcayG6piWD9JtC83WT1Aj65HAe1rKR3F6+5eb5RNNEpgIjjcjPYo8XT3lPVuQyuSMljBxuGKnITB5rRWKyQyIFcxux6ZCssJnF8WJN4hfYbHasUHOSOF6cEjsz4BQ0X\/LeQMWzxtjGwte4P50EjyxxI6jTpKWVi1wWQWUlSRdRm4tt3V2U+GI3qWqnQc8raRniIUyBYLMgLo0EcuTZMACBINv2lHva2aXUCRFkW+LqGFwQbMLi4PbY0GWlKUClfJcVik1IXuQPmQP402M9KjW43AO88I+cif518\/wAoNL51EP8A+RP86mxKUrQTjOnPaeI39pE\/zrbSZT2IPy3\/AIVRkqG4hrJl1MSIt42\/nDixtfLcMNhuFvf3+IqYyrUl1BEqoBsyMxP9AoLf\/v8AuqSNsV7QUqj4eQDuQPG58nxX3UVxnhyz4qzsuBzXEjaRbYvv3xPg7XIv2FaXNGreIxyJe6rK1gpYXEZIuoIy38XHzoLFSqlpuOahtI0noMq6lIQQjFWSSWNc8difRITcbbX7Vgbj2rQEvgRadbiFtm00yRiQjPsysSRcAAX3ANBdKVTuG8wah1hDquc0zQqQrY\/UuxZjf9fTqWU9rjyCK80PHNVJgLoC7Rhz0mHRaQSF4DdvUyYLvt33G4oLlSqrxfjcyaxoEK2VIHVDGzNIZ5ZkdQ4NlskQNyNrEnYGtKDmHVPO0QwxMgVSYmBQdVkZWXK18Qp733BIAIFBd6VQNHx7WR9KM\/WEswLsli79Z1aIeu6lUAOwP2htYGpLnXiEqrJGjYKYSynB2aRySCiMpGBVQD5vlfspoLbSqzwTjOol1UsUkYVEL7W9S4PihJDG4dbtuB8Li9Q2m49qInjjAyDahgwdHJKTa2WMsr33CIFNrAKMbmzAAL\/Sq7ylxWWfqCaxdMblI3WMFsrqrMbtYrurKrLcXG4qxUFT45LpjqBeHN1ljikkOWCEjIAkMPrBG9wSPsva+9jprxbhjxMyx5DNGxBFyXj6cbk52VWihK2crcLYi5sbLPwKF5eqQ2WSuQHcIzoLBmQHFmxAFyL2AHgVih5chWMxr1FU27Sy3AXYKpy2UAnbtvQRnGNRpDpsXibGIFVRlb0qIg\/qXJSUwsCpO52NY9RrdA0uoR4iZMSjLb+cDssRCKG9JZmRbkKWBG5G9TB5b0+OPTsOiNPYM20Q7KN\/396+DytpsmbF7tl\/xZLKXkEhKDL0HqKGutiCKCHPG9NhImoiKrqpnikFrBtxB9ZdrkkBAcL7WPbet7hsej1MkzLCSwLI7MPS2XpcY3IF8RcEBjYEjsa2G5U0xttJsSSerLdiz9S7nL1evcXvW7ouExxSPKuReTZizu2wJIVcicRdjsPegrmj1+hkiDjTyESQgIrqS80WuwuoyY55FEByO2A7LYnY0P0LUSPCsTMTDaXLLEKxkgKSXbeT6iRCd2str2rY4PynFDpo4WLOyRRRmTOQG8AFjH6rxDIE2X3qS4bwaGBi0akMyBGJZiSFeR7m53YvNKS3clt6CuavjmjLuIlR5ROjG5FmbOPSyOAGvdUkx9QAO3cb1Iy\/RIJFj6bXVlbIZMsRmyiTJi1wGuygC4A9hW0\/L+nBY4t6mDkZviGWQSXVb2F3UE27\/jWqkcWoC6p4nAKo64s7dRQco+pFHsxUm4BDWv8AOpsRyz8PWIMIHWMqsjEXHTjiURiZyHuq4LjcblUNwQL1a5ZkjS5Koqi1yQFAH7hXPOYeN6NEWKGKV2iXp2K6gJgD9iUAAyrf7p27i\/cGDfij6mW0rSl8cwGSQIovb03UAHt27+53qTKxC+cR54gTaMNKf2RZfzO5\/AGoLV836uTaMKg82Fzb5tcfuFVHhXGI21LQrGRa5BPnHvtU+dUBe1vx\/f8A4VjS8XjcNmTFbHOrQ81Go1Ml8pnI8+ogfl2Fa8fCd9zf4VHcw8cljQGFMyTbsTYfIVm0nGCyI7WDMAxHgE0i31a0TjmKRb2lLQ8NUG5\/18K2V4anf3qC\/wBtWsf9f+t6+l43b5\/I\/jWbBYBwxO3fbt+X7t6wvwsfd2PvYX+YI\/1tUdHxztb9\/tWdeLgAk9rb+SQR2sPP+YqTv2GxBxKVCVj1DkjupfK39VyR3rNFzXOsymRFcLG47YtYtH3IuD2HgVX+F6GKF2mBObXJF7hbnsPfa29ewcW002pNi3UVCnc4WJBJx7E\/H2Nc1M0xxl4mfDdfHWece5iI5dG4dzfp5NmJjP7fb+0NvztU6ZRjcHY+fHzvXJ9eI0BYkDz3tWhFxWXDHTSgIW+sUgsjx29S4gixNx6gQbX3rb69O\/s3y1dk63rh1fhK5s05\/wCJYJ8Ilvj+LElv6yg\/ZrS4rzC0WpeERoyxxwyMTIQ5GokljtGmJyYGMbXF8re1OXuaIp7KfRJ+qezd90O19gTbuAO1t6ycWiijnSfp9Wecpp4lONg0InkBDEHA4PNdvNgAPfbDBHjm1zK0awobuFjbqNZgZukS10BFjvsCDuAfNY9FzJMEDTKrNjKQEc4XTULEuRKXAGW58AE2Pjck10ISCWPSq0mqlxAtGrCQI7ku9jexg+0L9gRfaoyHmiIh3TS5K0bTEWiUiPowSyA7eokTC4JN2Hta1G\/PxoLJnJHEZVRFBWUst5pzEyoSo3FgTte5xPatbh\/Ncg+jxsgk6iqGfPFuo6O4BBULuI\/1vN7CveJccgiUN9DVoouosbWjGLaeNpGVEIug+qsCPIv7X84lzDBDNKPoisdMkjM4EYKxaZdPIxXa+30oWUeVPveg3eE8Vzj1GqMKCdECsiyG7LErSIjPIqqu8j2bdbNfK3bR1HOxSORnjTKPT6iZlEjbPpRAwiOaAgsNQD2OwBFw1SHBuMQnUPpI9OI1tK6soXpuYZFjlviMcs5BsCT3yxO1Q2t4zCjxq2kQaXpzsidONs5BNp4FIQA4XM8gP7LgnyAGzFzDPHqZ1kUOn18ihW3SLSCH0qgQEu3X7FjuO9ZYObJnChNOubOV9byomIiaQEFosifTb7NtwQayx8wJ9VINKVLs6vIQFVDkob6xlF87IRljkFHkAV8Hi0EZiVIFjGbGQKIgEkwnLKSQBc9F7tcfdubGg29XzCwXTtEif7xE0w6smAUIqNbIK1zZz+VYo+a7sD0rRmy7setk0An2ix3XE2ve9wdtq0Y+KRahkH0NmkhLRrC2Cx4YQyZDqKBsDFjsBe+9hlWxqONorPL0rtCZDLJaPNNPE5UqptdhdT6RvZTvci4e67mqSOAS9OFmN2CLOzDBY+pct0\/S1vew3BvvarNpps0VxsGUNb5i9VzhOugmkEH0REXOd4\/TGVL6SfoyPiB6WLOpB7nI+29mjiAAAAAAsABYADsAB2FB90pSgUpSgUpSgUpSgxsaoPO\/H1gvptMAjNvIyWB38bedyT8\/iaufFdWIopJT2jQuf6gJ\/wAK\/PEvFTI7yObszE3Pcm97\/H\/zWOlWTTyLszG\/+Nvh\/rtW03ExbYi42\/H\/AN\/xNU9dez+\/bYewHuatnAOS9XqBm9oUP3nG9j5WPufxsPY7VVakuqVrjHf3GxuPYg3vuPjX1pmkZsLXPa+wI7favYAftbD3t56RwfkPSxbuGmbyXNh\/YWwI+BvVlg0aIuKIqL+qoAX8htUiPsvd93K9Pyvq33ELW+Nl\/vlT+NZP5CzqwzaNczYbsRkdzchdr72FrXvvuK6L0WhP1YyTzH5HxjJ\/uHb2t2OSeaKSIlmAQjck4lSPcmxVgbd9wam11rn2UY\/o2c951B+CMbfjkK8\/+GL\/AP3Iv\/0z\/wB+1Xrh2oLAo59abN+0D2cfAj94I8VvAVlE75YzExOnOD+jd1HpmQn2KEfvBNvyNabclTkZIyNjcWBIuRsSpYAH23tvfuADXRtfKSREpsW3Yjuqe+3k9h+J3xNaGo1sYSwYRxKLZA2yA+7H7D9r8vcZRWZa5vpzrU8C1SgnptYGzFPWVIvsAl97DvuB532qB4hNFortIvTY+CpDNf8AC5+ddFl41LqPqtEmKDbMiwAH6tbei5Zhj9epbqOf17Fb\/BT3rZOGkc3\/AHYxltPFXENdr59YBaMqgtbK9z+Hzqw8o6QxRt1DYncD2rpGv5SgmYmJHjuNuyoD7hCpcfL0j5VTuNctanT3MwLxgWyj2S3ubWZPF7kDwL1w5OmibTavHO9fLrp1N\/S9L2RJ4pHmRG93Xf43XcWI3BBXa242roPLnNul1kTw6uSEvGfVkyANiR69zYMG2NvNjtew5lotJAhMirZvxt+APy\/1484Rx76NrIXFgA92texUmz7DzYn9x8Vnii8R9bHJ2b+jx8u2jieg+rAm01ojeICSL0HEoMADt6WYbeGNYzFoo5V0\/RRWkQooCbFGTEpceDHpwPlGB7VOqPjWtJwuNpFlYXdbWOTW2yt6QbH7bdx5+VbWtHfyWhOoM72e97KUiAs6YEMyqGcYEixJ+N7C22nL+mAZRBGA6sjDEepZQgdT7hhFHf3wFSYpVRowcIgSQzJEiyNe7hQGOZBYXHgsAT7kX718f7C02TN0I8nDBzgLsJCC4PvkyqT7kX71I0oI3\/YOmsgMEdo7lBiNixufzIBPuQDWZuFQkkmJCWfqN6Ru5Tplj7np+m\/ttW5Sgif5N6TEp9HixJyK4CxYDHI+5x238bdqzy8GgYqWhQlWLglRszG5I+bAH5gVv0oNWHh0SMGVFDDOxA3HWcPJY\/tOAT7kVtUpQKUpQKUpQKUpQKUpQVvn2Nm0GrWMXdoWRQO5ZxiBv73r83cqaKXVyLGiFmvso8+9x7A+TsN6\/UPH3xhdvYq35OtQnKnL+l0k0zRJY6hjKrfstuY19sWubexHttirDyfyLDpQrvaWYeT9hD+wD5\/aO\/tbtVyEQr6Fe1khSlKD5ZL1BczaMdJnFwckyt2cdRPtDzbwe4+VT9Q\/Mrf7u39JP3SLXP1X\/lb+0\/ozpMxaFehjwbKMmNrWupFrE3IKG6nf4X7+9Sen49Kv84gkHunpb+yxxPzyHyqtcV49HCNzkfYd6+uHcVEkYkZSlzYA39r3+Vv9bV8fg6rrunpF4me37Tz+\/wCT0rUw5J7ff4ZuIcxMWMaRsXfdsgVDH2u3\/DUeB33va5vm0XA5JyJNRlKfCj0xj8W7j5A1j1pvFJ2I6bEe1wpII\/HzW5lq2mmMPVbCWUeqVRCU6RwiQEnB+uYzkUNhlvawr638N\/E7dTime2ImJ1x\/OHlZ+kilvO4WHT6BgALhF\/VQfxc7\/kBWwumjjBbYAC7MTvYbks7b2+ZqjQ6DiRWUE6gAJO8H1oDdQx6Ywq31rk\/XDUWDMRbY2UgVOc5aTUSxlY1lcNBKuMTop6zKAhfJgClsxbcXI2OxHZMzKRWIWdLeK9K3qrcK0+tGsJkY9HcWt6CmPoUfW7OG7kRgmx3ItVqqKovN3Iiyq0mmAR+5j+639Hwp+HY\/DvXB+NRyLKEIOQJFrEEEHsR87ix81+sWO1cy594Xp5Jm1AX1xoysw+yz4kA28sqkgn3xH3TaSsOlwm4r7r4hHpHyr7qoUpSgUpSgUpSgUpSgUpSgUqo8X4hqBrmhieWyxQOkaRq0bNJJqFfrPgTGhSNd7rugsbmzaaazXvPIgbUIjShbmFfqwsoU9NjCFKmIg3PUHsxsRQXkGvMq5\/1NahkYvq8nWOPJYVIVUklUygLA3qICEgKf5y9gu64dIdYL6h4ZRMYSWKxG\/UMOlVrDFgTkj7BWvgbBrWoOkV4DVV0mr1f0BmPVMyyY5GK0pg6ovIsfTAZxCSQMN2AGN7ioWbU8QjC\/Rkch5pWvIjqzsWHT6ypppMUZbkn6oftL2oOi0pSghOcnK6OdgNwmX9kg1F8s8Vj1EADeDf4gjsQfBHvVm4lpVlieNvsupQ\/Jhb\/GuJcF1sujmkhkFrMQe\/ce37\/wqK7LwjUl1ORBKsVuBa4FrEjwd\/Ht47VI1XuS5g8GQ8yMfysP8KsNIQpesE+oVRckAfGq3ruPtISmnBY9svA\/Gs6Um3hhfJFfKd1\/EY4wcmAqq6zik+pJjgWy9ix\/81s6TltpG6mobI97eKsml0yRiygCtm8dPmWvV8nxCrafkKIDJj9Z+sRkv4qT\/lWKPhsnTJwLjNwTGNxg5AYLfLx4udquuVaPBT9UD7s5\/tOx\/wAa8rq+iw9Tb64\/Lh3Yb2xVnt+P9qQWUCRSfsoxlTcXTE3ZR3jNr7W7+NwTfdJqla4tiw+0p2YE+\/v8xcG3esHEtEsykEC\/3SRfuLFWHlSCQR8fy+EVZR6hjImxsfUjfA+Qe4uLEdx4rHouk\/6sWrE7iZ22ZcsZYiZjx\/PyQOm02uYAOZlJaLrNmti\/UHUbT2YlIsL7bGxWwuGqS4PHqRqG6nUw+szLMpjY5jo9FQSVtHllcDfvc71IJq2j2mtbsJAPSf6Q+4f3fEXtX3LxaJSRmCw7ql2YX91S5FehFoc01mG\/WOedUUszBVG5JIAA+JPaop+IzPtFHiP1pCPzCKd\/xZTSPh4JylYuwO1+y\/FVGwPxAv7k02mmDV8ReXaLJE8ubhmHsoO6j9o7+wGxqm83yYxFB2KkbWsNrVceJ6pEU2+NUf6OdVqEjG4ZvV7YDdvwxBF\/cgeaDq8XYfKvqvE7V7VQpSlApSlApSlApSlApSlBjEChi4Vc2AUtYZFVJKqT3IBdrDxkfeq7xjmN4dS0IWIqkcUpycrI\/WkkjKRLY5MOmCPcsB5uLNWmvDY+s0+N5GREud7CIyFbDwfrn3+NBWdFzJIpVGxb1hWLPaRxNqJIl6SgeoIFF\/h7Wr3Tc0zsqOYYsWSGU2ke+Gok6dgCn2gRfvbx8athhQWOK+m5BsNr97e1\/NVHmDnLTQgrCiysBbYDpjE7C\/3rHwu3fcUEnwTj7TS4FUAKM4wcs0YjcJhOLDBzfYe6uPu3M\/auVaDm\/XOxKJGA27Hpbk\/Eht9vepqHi\/EW3+p+P1bX7f0vf+FTYvZNRfG+KNDgEUMXJG5IAsCfAN+1UbjnPMukW88sIJ7II2Ltb2UP8vYVpcA5wl192lRUWNhhZSCQ6yA39Rvug7AW3G\/euTrst8fT3vTzEcM8cRNoiV0PH5f+XH\/bb\/tqrc06Uz3nEaK6qSwDMcwo7\/Z2bEW832HgVi1PMaK+PmpKabKFyP1G\/umvnadd19b09SeLTHtH3dfbgtvt8wnORGC6Xa1hI4\/I1n4lzEqnGMZt7CtQ6PUahiXPTjufSPN\/f41MaDhccQ9Ki\/vX2WqU\/qncvL7r3\/p4j5Qi8Jm1BynYhf1R\/jU\/otAkQAVQLVtUrC+W1uPZnTFWvPmXLeY+KaxOKSpDK4jGHpDNiLxreyk4jf4eT+E9pNbru+Za3hlitv8A0VB\/fUdxSRRxOe9vuf8A8kq7aKRCBb2rBthDf7S1o\/5ZHbeJr\/P+dH8Kx8N4hqekmAjIxBF4mvY7i\/13fep3imujhjLvaw\/jXzwLVJJAjLb7IBsABcCxsPAvWj18fq+nvnTZ6dvT7tcbaGnn1bbkxj5Rn\/GQ163D5y2fWbO1u0YGN743VQb97Xva\/wA7zJlA8isc2oQAlmAAFySQAAPJJ7Vunw1xwjNLpIZBuxcnusjO1re6SE4kGtpdD0x9UARfeMmw+JQ\/dO97Hbb7tyaiOFcOhWX6Us\/UDjJSCCpVgCCD5FiLfOpXUcXQdt60dPbLau8tdT8N2WKVt9E7hmXWxXtkAb2sdjf2sd60eJ8TCA2qocyayKSQSFyMfAOxt8fFZNLwvVaw3x6cZ++4I\/sr3bx7D41ninLM274j419mF4pER2z\/AH+GtxDijSMEQFmY2UAXJJ+Hvt8hY1c+VOAdBcnsZG+0drKP1F+FxcnyfgBWzwHlyLTD0C7kWaRrZH4D9UfAfDvapkCtzW9pSlVClKUClKUClKUClKUClKUAmoDmLmzT6QEO15PEa\/a+Z\/VHz\/C9VznrjWqMx0mlmWA4qWkwLOQ19lOQCdu\/f2Iqrx\/olllAkOuBJORbptcn3Pq3\/G9TatzX8zz604j0xn7qk2t8T94\/Pb4VL8C5bVrMR481j4b+j6aHtqUP9Rhf95r55xm1fD9IZUKSHIRgXYbvexN\/AsfI+dBY9dLpNHGXlZUUeSQAfYfE\/CuU80\/pZeYmPh8ZAttKwF9v1E\/Pv8NqqHEFm1DmbiepKjuqbZMPaNOyj4+fj3q2fo00gMyydBY9Kl85TuzBb+ku3u2N1HcMdrUiOSZb\/KP6J5ZW+k8TkYM3qwJvIfi5bZfkQT8BU1zpxLS6GOOGBVUg7gfaPpIBc9yaneJ8wz6m8eiQhTsZWH90ePxqr6v9H1mR55C7Oxvf4KT5qdVSmPp72zT7eGGO0XvEQ5\/FrXlZmRT2JUm\/2trdh89+1dP4PPeFlP2sG\/H0n7Pgj5V7oeW4Y+w\/OpKfTqInWwtg354mvlup\/E8XUWx4614iY\/V30wWi028RpfGNAa1GSSP7J6ifqk\/WD5Mdm+TWPxNbGm1Cv9k7juDcMD8VO4r6hxs1eWr7xry1Bx\/n\/lviLcQk1OliLxsE7MLnBFB2G97g\/CsWk4rrItpdPKttrlSAfxrs9qWrLRtx6Xm8MCkqGx+6w7\/GsU3OeAj6LKka3zS1yQbWtuMbeon4Dsa7I0SnuAfmKxvpUIIKLY7EWFiD4rH0693drle6da9nJG5wdvsqxt7d68biWrmtGNPI2e5GDEYLbI9txuBf9q9dM4Q2GUJ+1FYD3aNr4PfybAqT5KMfNffCvrGec9mOEf8A00uA39ZizX8qU9qyRRdLwfiDgARCMCwUOyqAoGwspJFgBtatvUcvCLE6vVYZkqqxozMxCliqmxucVY7L2BroVqiON6F5pIOnL02icyMVxzCtHIgIVlYG7N5Hg+1DaK0EHDdMy2KliuayMGfYKWuJLFQSgJAFiQNhW\/8Ayr02aIGY55+rB8VESqxLkr6QVdSCdiDcGtXUckwsV+skARAij6s2AjaPZmQsLq7XAIF97d62Nby0jFmM0iXUqxUqPS0QjNmtddlVsgQQR7bVUYNbzjEskSRL1OowRt2QxsZ9LDiyMuQNtar72uFH6wImOH8XhmLCJ8iliwsw9LXxYZAXU4tZhcHE2Oxqu6TkzTCS4mZnDrMVHRXfPSuDhGgCqTw+Pxvk\/wALSXA+Vo9M0hDu\/VjSJs8N1iMhBLIoLMeq12Ykna5oMzcy6fESCRen6smOYsFQvkox9QI3B7Ebgmsz8f04LAyWwXNrq\/pFg2+2zYkHH7ViDatKTlcNEsTzyuqXCX6d1VkwCjFBew8ncmssvA0lExEz9LUqckUx4FnUL1FbEtfFRte3m1B96jmGJJjETsqsXYXOLIYh08QLsSJ0ta\/tWxoeNQTNhFJk2AksA2ylmUFrj0nKNxY73U7bVEarlSO0jyaiS7XZ3bpAbmAksMccf92W6kWIZga3eX+XI9KWKMzZKEs2AACyTSbBVAHq1D\/CwW1BNUpSgUpSgUpSgUpSg5VznPjxL2vGn8T\/AOavfApAYhXN\/wBIT48VHfeFPwsz7\/w7V0Pltx0gKx9lUj9I3OcqyDSaMN1WbAWNrve3cbgA3HcXsb7WqrfRYVUDUzyySeXWRUQMBv0xiSwvfc2vWhxfiQTjLGb0qJX9R+4WZhf42yJ+FqwcQ4BI02LG1tiCT29wfYi1iNvNdnSYaX33MZ1vmdQ3OG8vaNps7S6yQn0JLtGtu3UxJMnjbYfO9queo1EUIB1Th5FFkgQhY4\/ZWxFkA22AJ27EVAanVjS6MLASk0jAAXAkK2INyNwLkG42OPkGqtrdTHp0+vYySsdo1I2v2yO+H8dza9TLetJmtI\/y11r38z4dv4XzXosQFyQ+3TY\/vQEf51j4vxiGYp02P1beq6OoGaNbdgAd1bt7Vw3TajUyKAHCJc7Rgqcfi177\/OuzfoyVUDqviKK\/9qavP6nD6+O2OZ8uik9kxMez6+kJ+sv5isWrnXB7MpJRrbi9yp2A966DjTGvGx\/8fx0vFu+eJ34dM9ZMxrSI4pxNo5EUIGDB3Y5EFViCk4qAcicthtUDoebnlMfT0n1sriJDJ14lxeGaYHOSAMf\/AKexCqy+oEE1c2hUsGKgstwDYXAa17Hxew\/IVrabhUEdunBElnMgxjQWkYFTILD7RVmBbvZiPNe\/pxqq3NzzRxyQphGxiyLOOoTNCs2KoUIK4OBmDfJW2sCa+m5ueNFPTMnqu+T+pYx0xkuEWJN5OzFb77+BZhwfT3UiCK6II0PTS6xr2RdtlHgDateDl3TgWeNJSHd1MiRsUMmxVPSAq4gLYDsovfcmiWpSlApSlBFcX1IjKHFbu\/TzbZUBVmu59iUAA2uzKK3dB\/Npsouo2Q3QbDZDYXX2Nht4FZyt69oPmS9jbv4+dUEaTX3dwswdooUkZzGWYo8xlEODAgXdD3HpPproFeWoK5qo9UdCgLSdfYvgq5lb9iBILem1yrX22v2qO1S65k6Zjm9aqT642CjosroxBF26lr2WxuD72uteWoKJpOH6qB9RIkcp6snZWXxo4VRrMwAAlWRb9xYbWFbog1Yju51DXl9axugkCCP04ZEADqHfe528AirdalqCv6hdV0NL1MzIMfpPQKBi2BvjlYY9W17ePhcVC8u6PXxfREYMsaQxKy+kqAsYEqyWcDLMGxAP3bbZVerUtQUrmOPVyTTdFdUgSNhHiwMc0hjOJILWRAT7XLDwB6jwcQUkqZSHMxcFkJVF1idMRb+lm0hmx+IW9iBV2pQanCgekmXUvb\/ilDJa5tkU2Jtb4++9626UoFKUoFKUoFKUoON\/pOb\/AOYr\/wBFD4\/WerdylxH0gfAVRv0va4JxBV8mFP7z\/wCvyrU5f5hCAWP7\/wCFRUj+kj9H00876jToJEl3ZQfWrEbkLbcE3Ppubnt5ql6\/R8X4bpwzvIkAICB1R8b9gocHpj4bfKuwcN5xQ2uQarX6aOMpNw0qtv51Cf30iZglxjVcxTyMWLnM95CSZGH7Tnf\/AC8VvaLSA3Zu+QNj3333J\/j8jUVwnhryuFQXLdgASSfZQASa7Tyv+i+S3V1HoNtozbI2PZrAhL\/1iPYbgpFY4NwyeZgkSsxJuLXJsNr38D43A9zXY+SOXH0isXYFnCggb2wLn7Xkkv8AhbualeBQQomMMYjANmX74YeHO5J7b3NxYg2INSoFB7SlKqFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoObfpA\/R3Jr9QJllVLIqWOV\/SWPgecv3VA6b9EM6fZmi37\/AM5v8fs12elTQ5Hpv0ZapDtLF\/ak\/wC2tnX\/AKMptREIZXjVMwzMGZjZfZSo3\/Gup0qiv8r8n6XQraCMZWsZDYufxtsPgLCpxwALnsN\/P8BWS9fJNNCvcA45BqY49VbptKFAUlr4y3MYfYAmwJ8gXNiQbndPMmlChuqLFsF9L3ZirMMRa7AqjEEXBtteo2HlaKFYU6ziONYYsD07SNAuCEnG9yO4BtsK84Pyjp4jE8bMelIGU4RrcRxzRBWKqCwAnkNz5sRsdw3dLzVpnMtnNo2RcgrEP1Y1kUxlQcxg3jcWJ7WNSOp4lEiLIzjF7BSLnLIXGIW5O1zt4BNVluTtPHHFC0zbsgiyEZ+tig6VwCtiWhj3B2BW4tU2\/BE6cEcbNH9Ht0mUJ6bIUtiVxsUZha219rUHnC+YIZViOQVpkDqu5sG7AsBa5sbXtextUvVY0vJsKPE+TMYgg9SxksYfssSVup7fZI7Dt5moOKwuwRZAzMXAAud4WKPf2s6sN\/INBu0ry9e0ClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUHy\/aufcB4Lqn0MRxxL6fT5o00mcjKLyO2Ysj4kDEgg2IIsq10FqLQUjS8rT4R9cLLJG0J9UrHaEkOQ2IF7EG+IvYXt439LwbULLEzgSKoFh1nTpMJXZpBiD1MkZBidvq7dmNWqlBRNNy5rQYQxQ9GKOIMZXOTRRapDIbAMuRni7HK197gViTljWCJl7nq9SNW1BwW8SqQ+MYNuorH0kMMrhiSRXQKUFU504PqtQqDTkKyxuA3UZCspwwYbMCBZt7ZdrMoLVofyVnAlZVTqMZLHNgcJdbJOVuvYmGTzdcjZgVuDeqUEPynoJYNMsUxydXkN88vQ8rtGuVlvjGyj7IAxsABapilKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKD\/2Q==\" alt=\"El experimento de Rutherford\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Muchas han sido las sorpresas que nos ha dado la F\u00edsica, y, sobre todo, a partir del experimento de Rutherford cuando bombardeando una l\u00e1mina de oro con part\u00edculas Alfa, descubri\u00f3 que en el \u00e1tomo exist\u00eda un n\u00facleo y, all\u00ed comenz\u00f3 el aut\u00e9ntico conocimiento sobre lo que en realidad era la materia y de qu\u00e9 estaba hecha.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/e\/e5\/Noether.jpg\/220px-Noether.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">Emmy Noether eminente f\u00edsica te\u00f3rica. Revolucion\u00f3 las teor\u00edas de anillos, cuerpos y \u00e1lgebras.\u00a0El teorema que lleva su nombre, teorema de Noether,\u00a0formulado por ella misma, explica la conexi\u00f3n fundamental entre la simetr\u00eda en f\u00edsica y las leyes de conservaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Albert Einstein. Biograf\u00eda\" \/><img decoding=\"async\" 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\" alt=\"Paul Dirac - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRYHKxnkQCShP7QAIYNAzg543mWFm3p_b4low&amp;usqp=CAU\" alt=\"Todos los libros del autor Feynman Richard P\" \/><img decoding=\"async\" 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\" alt=\"La gata de Schr\u00f6dinger \u2013 TAM-TAM PRESS\" \/><\/p>\n<p style=\"text-align: justify;\">F\u00edsicos te\u00f3ricos<\/p>\n<p style=\"text-align: justify;\">&#8220;La\u00a0<strong>f\u00edsica te\u00f3rica<\/strong>\u00a0es la rama de la\u00a0<a title=\"F\u00edsica\" href=\"https:\/\/es.wikipedia.org\/wiki\/F%C3%ADsica\">f\u00edsica<\/a>\u00a0que elabora teor\u00edas y modelos usando el\u00a0<a title=\"Lenguaje matem\u00e1tico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Lenguaje_matem%C3%A1tico\">lenguaje matem\u00e1tico<\/a>\u00a0con el fin de explicar y comprender fen\u00f3menos f\u00edsicos, aportando las herramientas necesarias no solo para el an\u00e1lisis sino para la predicci\u00f3n del comportamiento de los\u00a0<a title=\"Sistema f\u00edsico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Sistema_f%C3%ADsico\">sistemas f\u00edsicos<\/a>. El objetivo de la f\u00edsica te\u00f3rica es comprender el universo elaborando\u00a0<a title=\"Modelo matem\u00e1tico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Modelo_matem%C3%A1tico\">modelos matem\u00e1ticos<\/a>\u00a0y\u00a0<a title=\"Modelo conceptual\" href=\"https:\/\/es.wikipedia.org\/wiki\/Modelo_conceptual\">conceptuales<\/a>\u00a0de la realidad que se utilizan para racionalizar, explicar y predecir los fen\u00f3menos de la\u00a0<a title=\"Naturaleza\" href=\"https:\/\/es.wikipedia.org\/wiki\/Naturaleza\">naturaleza<\/a>, planteando una teor\u00eda f\u00edsica de la realidad.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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WiN1rMZ+7KkhBG4RxewWCnyig+iCA9oBkiSgebJtWLbJTWakan4Ipwqq2wSKjdFS+Ph3UeJfDlFVAVQJ00WqjvkJSartI+wionN9PRJRzZHdNYkH8SewIhVohbTlipO3ylxQFy24pbiupxN5kQck5lgcgKA5Ma5TByY1yArY5PY5RscqKZSNbTKcxS0yqGFSe1DVTh60KQFECg5dO9QxaT1TGeArmMqkKTqNckQsOTHp08Oe8pGdKdcnkrogXXH6dIK7lJqxuOo6LlvJXh1UVJSVTXJQU8OsE2mksTVcQcwXTRTk+SBoRsOy0iKaGoYta5W6bdkbGm8ppbaLINtf2WsxmPsoXm33ZPY0GqQLpZKKrERp5qPE4oBK1UjKtXmyjxde\/3otGpJlBUbmPZR6rwNR5IsqqRIClNOPorcPpfZPQpnCYwIGOTQU4msyLEcrE0vkTilkrHFASupxtErUrTihzIBoKawqYOTWOQFdMqmmVFTcqWOSC2mU9hUjHJ7HKTVtKMFIY5MDkjNlS19U8FLcLqM5uNeK6uzMNTXXoNsuXRK62FUcmPTTjy7MaE5i05qxiwb7PplNCRKa11lRKKbuU+k+bqZrk5hVSlVbTwiASmP3Re8nRWz0whLe5FU0jdTVTbug5CsRUgz8lBWqqhzrXUVVgmyi1pIVG58\/VV0Bt6qYDxgFWNG\/ZOdClPOq2x8W5QVLG+6RWxEbKbQ640SXVISaeJBjZNqi0p7Tpv3yxT51iWz0+XFyAuQFy0XLuee24oZWiUBKAaCmMcpw5MYUBYxyfTco2OT2OSNcxyexyiY5OY9ILWPTQ9RsemtekFQcilTB6IPSVKpa5dfAOXBD11em1FGc6Xhe3aIQwmM0QkLmdUoYTAUqFtpugz2uT6b1M0os2iYWMfNgnF0CylpuRl8XHw7KpU2Dce8fsp8Q7YcrKlbVS1qkiyNnIGoZ3SIkiLpgT6VO9kSbO3RJokCd0s1NpV9bRcLGPLTa4+aeULG7B1DqzKesuPYLm4f2kpVHZbsJsA4WPqrMtN+uqnq9HZMwFEaWR0KTiFV\/qjHZc2iC223zCoAkIToTsVfRbSi9q0gPm+ZaLlixd7zWiUJKxYgMBTGlYsQDWlOY5YsSChjk1rlixIzmPTmvWLEgMPRB6xYkbeddHplW6xYpy8Vj69NhzZHUCxYuauqFwtFYsSVGwUxzrLFiZja5GHCFpYgAq1BsFLWqAXWLECDwbZuVYXQtLFc8RfSMU8woa7LXWLEU45degCZFiipyBqsWKV7G0FacYEaraxATl44WLFiQf\/9k=\" alt=\"El ojo humano\" \/><img decoding=\"async\" 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\" alt=\"Lo que seguramente no sab\u00edas sobre c\u00f3mo ven tus ojos | OpenMind\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Muchas son las cosas que existen a nuestro alrededor que no podemos ver<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es cierto que nuestros ojos desnudos son incapaces de alcanzar los objetos infinitesimales que conforman la materia y son los constituyentes primarios de los \u00e1tomos, esos objetos peque\u00f1os que se juntan para formar mol\u00e9culas y para que \u00e9stas, a su vez, se unan y formen cuerpos y objetos mayores que s\u00ed podemos observar. Tampoco, a ojo desnudo, podemos visualizar objetos que aunque son enormes, est\u00e1n situados a tan inmensas distancias que nos resulta imposible verlos, son estrellas y galaxias situadas en remotas regiones del Universo. As\u00ed, estamos limitado para poder contemplar seg\u00fan que cosas y en qu\u00e9 situaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS0pc-T0ssSeWRS2zL8jTDC3jkU4IjK2dIdaQ&amp;usqp=CAU\" alt=\"\u00c9xito en experimentos con un f\u00e1rmaco para combatir a un coronavirus |  Noticias de la Ciencia y la Tecnolog\u00eda (Amazings\u00ae \/ NCYT\u00ae)\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ43O1sCWTNbEnFMMlQnVfz7SW1D1JfAjkIag&amp;usqp=CAU\" alt=\"Fotos reales del coronavirus bajo el microscopio | Fotogaler\u00eda | Ciencia y  tecnolog\u00eda | Cadena SER\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS3eiFXfmnn5Zvr8jzIDNtBCwe_FmCFfR_0vA&amp;usqp=CAU\" alt=\"Fotos reales del coronavirus bajo el microscopio | Fotogaler\u00eda | Ciencia y  tecnolog\u00eda | Cadena SER\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSIVCf-_yiBTrHdCBJx3TmXqkZIAsNK-FII5w&amp;usqp=CAU\" alt=\"Fotos: Los virus m\u00e1s infecciosos del \u00faltimo siglo, en im\u00e1genes | Ciencia |  EL PA\u00cdS\" \/><img decoding=\"async\" src=\"https:\/\/cadenaser.com\/ser\/imagenes\/2020\/04\/13\/album\/1586812530_569170_1586813183_album_normal.jpg\" alt=\"Part\u00edculas del virus SARS-CoV-2.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<div>\n<div><a title=\"Fotos reales del coronavirus bajo el microscopio | Fotogaler\u00eda | Ciencia y  tecnolog\u00eda | Cadena SER\" href=\"https:\/\/cadenaser.com\/ser\/2020\/04\/14\/album\/1586840408_978092.html\" rel=\"noopener\" target=\"_blank\" data-ved=\"0CAkQjhxqFwoTCNim1aufmu8CFQAAAAAdAAAAABAD\">Fotos reales del coronavirus bajo el microscopio<\/a><\/div>\n<\/div>\n<div><\/div>\n<p style=\"text-align: justify;\">Como el ingenio humano es muy grande, nos la hemos ingeniado para construir sofisticados aparatos tecnol\u00f3gicos que nos permitan alcanzar, la visi\u00f3n de lo muy peque\u00f1o y tambi\u00e9n, de lo muy grande y lejano. El microscopio electr\u00f3nico y los Telescopios nos han posibilitado hacer viajes de otra manera imposibles.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.ecoosfera.com\/wp-content\/imagenes\/4.jpg\" alt=\"\" width=\"430\" height=\"430\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Mostrando retina<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.ecoosfera.com\/wp-content\/imagenes\/7.jpg\" alt=\"\" width=\"488\" height=\"430\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Ojo de una larva de mosca de la fruta<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.ecoosfera.com\/wp-content\/imagenes\/15.jpg\" alt=\"\" width=\"536\" height=\"430\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Secci\u00f3n de una coccinella (mariquita) pierna<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.ecoosfera.com\/wp-content\/imagenes\/19.jpg\" alt=\"\" width=\"538\" height=\"430\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Floral primordios de Allium sativum (ajo)<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.ecoosfera.com\/wp-content\/imagenes\/18.jpg\" alt=\"\" width=\"644\" height=\"430\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\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 Simple arena de Coral<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-Xxn_F9bD5wg\/U6ehn5wHJsI\/AAAAAAAAfhQ\/h7Ui7ng_LxM\/s1600\/%C3%A1tomo+de+silicio+2.jpg\" alt=\"\" width=\"370\" height=\"252\" \/><\/p>\n<p style=\"text-align: justify;\">Fotograf\u00eda de un \u00e1tomo de Silicio tomada a trav\u00e9s de un microscopio electr\u00f3nico de efecto t\u00fanel<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/paolera.files.wordpress.com\/2012\/09\/molecularbonds_600.jpg\" alt=\"\" width=\"370\" height=\"366\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0 Enlaces at\u00f3mivcos visto con microscop\u00eda de fuerza at\u00f3mica<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/guillegg.wordpress.com\/files\/2009\/07\/pic4.jpg\" alt=\"Imagen relacionada\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No todos los \u00e1tomos pueden formar condensados de Bose-<a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> &#8211; &#8220;S\u00f3lo aquellos que contienen los n\u00fameros pares de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> m\u00e1s <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> m\u00e1s <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>&#8221;. Arriba el condensado de Bose-<a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>\u00a0 de \u00e1tomos de sodio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR3cGxvnelGSeeB2rWCUgs5lhlUZAjHjNqDnA&amp;usqp=CAU\" alt=\"Los insectos m\u00e1s comunes vistos bajo el microscopio. - ... en Taringa!\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS7nG30oc4CxUXDI6C9qnLuN4aXv_D1SVLftg&amp;usqp=CAU\" alt=\"Insectos vistos con un microscopio | El nuevo reyo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTBjjkaFGPKpSxBkvmQq3Xc-t_Z8EeiZRLqEg&amp;usqp=CAU\" alt=\"Miramos pero\u2026 \u00bfQu\u00e9 vemos? : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Im\u00e1genes asombrosas tomadas con un microscopio electr\u00f3nico - Abad\u00eda Digital\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Insectos, part\u00edculas y objetos diminutos con los que convivimos a diario pero que nos pasan completamente desapercibidos toman forma gracias a las potentes lentes magn\u00e9ticas de un microscopio electr\u00f3nico. Las im\u00e1genes, a veces de una gran belleza y otras en cambio espeluznantes<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"Tres d\u00e9cadas tomando im\u00e1genes de \u00e1tomos\" src=\"http:\/\/estaticos02.cache.el-mundo.net\/elmundo\/imagenes\/2012\/01\/23\/nanotecnologia\/1327339941_extras_ladillos_3_0.jpg\" alt=\"Tres d\u00e9cadas tomando im\u00e1genes de \u00e1tomos\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hace m\u00e1s de 30 a\u00f1os que el microscopio de efecto t\u00fanel (STM), hizo su debut en un laboratorio de Suiza. Fue el primero de su gran familia, denominada microscopios de &#8216;sonda local&#8217;, en conseguir los aumentos necesarios para obtener im\u00e1genes de \u00e1tomos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Tambi\u00e9n inventamos ingenio que pod\u00edan captar los objetos grandes y m\u00e1s lejanos<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRlJILOUcEVVpPVfGqE2Y-oGRlVDveqjZNPcJMmIQvWftYtrUgtDQ\" alt=\"Resultado de imagen de Im\u00e1genes del macromundo de las Galaxias\" name=\"4LaEQI3iZH2MaM:\" data-src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRlJILOUcEVVpPVfGqE2Y-oGRlVDveqjZNPcJMmIQvWftYtrUgtDQ\" data-sz=\"f\" \/><img decoding=\"async\" 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\" alt=\"41 Fotos de Telescopio Espacial Hubble\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las mejores im\u00e1genes del Hubble de todos los tiempos - Una rosa hecha de  galaxias\" \/><img decoding=\"async\" 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\" alt=\"El telescopio Hubble celebra su 20\u00ba aniversario con una espectacular imagen  de la 'Monta\u00f1a M\u00edstica' | Ciencia | elmundo.es\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 De todos es bien conocido el resultado obtenido por los grandes telescopios<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">As\u00ed hemos podido viajar desde las entra\u00f1as de la materia hasta el Universo profundo, y, en esos lugares, asombrados, pudimos ver las complejas estructuras de lo muy peque\u00f1o y, tambi\u00e9n, las m\u00e1s grandes de las galaxias. Sin embargo, hay m\u00e1s, mucho m\u00e1s que, por el momento, no hemos podido contemplar a pesar de los magn\u00edficos microscopios y los grandes telescopios inventados para llegar, a esos rec\u00f3nditos lugares a los que el ojo desnudo no pueden llegar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/ichef.bbci.co.uk\/news\/640\/cpsprodpb\/1772A\/production\/_111924069_body.jpg\" alt=\"Las mejores im\u00e1genes del espacio captadas en 2020 - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Si realmente existe esa &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;&#8230; \u00bfD\u00f3nde estar\u00e1?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Existe alguna especie de\u00a0<strong>&#8220;sustancia c\u00f3smica&#8221;<\/strong>\u00a0que presentimos que est\u00e1 ah\u00ed,\u00a0 permeando todo el Universo. No parece que llegue a tener la categor\u00eda de materia, ya que, ni verla podemos y, desde luego, no sabemos de qu\u00e9 estar\u00e1 hecha y, si finalmente, podr\u00eda estar conformada por alguna clase de part\u00edcula desconocida. Inferimos su existencia a partir del movimiento de las galaxias que se alejan las unas de las otras de manera inusual, a como deber\u00edan hacerlo si la materia toda del Universo, fuese esa materia Bari\u00f3nica que podemos contemplar y que emite radiaci\u00f3n y conforma todos los objetos conocidos desde los mundos, estrellas y galaxias hasta seres vivos de todas las especies. As\u00ed, hay un exceso de fuerza gravitatoria que hace que las galaxias corran m\u00e1s de lo que ser\u00eda usual y se alejan las unas de las otras a gran velocidad.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcSYuJKAF4COJv1RxjXIGf8AZU0gSphla_QcJsrDZ6WrzZAp52s8\" alt=\"\" width=\"370\" height=\"247\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Aunque no pocos se han lanzado a postular la composici\u00f3n del Cosmos, a pesar de lo que digo en el p\u00e1rrafo anterior, no quiero postular la existencia de la mal llamada\u00a0<strong>&#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;<\/strong>, y, prefiero aceptar las cosas cuando \u00e9stas, queden al descubierto y bien verificada su existencia real. El hecho de que las galaxias se alejen las unas de las otras a mayor velocidad de lo que ser\u00eda aceptable en funci\u00f3n de la materia (no) visible, podr\u00eda tambi\u00e9n deberse, a otros par\u00e1metros que (seguramente por ignorancia) no han sido contemplados.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-exvn0RRIpsw\/Un_ftUL9YDI\/AAAAAAAAHMI\/fprUrTNtpSo\/s1600\/mutiverses2.jpg\" alt=\"\" width=\"370\" height=\"265\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a1Existen tantas cosas que no sabemos!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hace algunos meses, un equipo de Astr\u00f3nomos, en el transcurso de una Investigaci\u00f3n a fondo, para dilucidar qu\u00e9 pod\u00eda haber m\u00e1s all\u00e1 del &#8220;borde&#8221; del Universo, dijeron haber detectado la presencia de algo grande, muy grande que, pod\u00eda estar incidiendo sobre nuestro propio Universo y, no se apartaban (aunque necesitar\u00edan m\u00e1s observaciones), de que en realidad, se tratara de un universo vecino que, generaba fuerza gravitatoria suficiente como para que estuviera tirando del nuestro, y, esa podr\u00eda ser, una posible explicaci\u00f3n al movimiento de huida de las galaxias.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/maravillosouniverso.files.wordpress.com\/2016\/04\/multiverso-ondas1.jpg?w=676\" alt=\"Multiversos | El Universo, Maravillas y Misterios\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Lo cierto es que no resultar\u00eda nasa asombroso que, de la misma manera que existen miles de millones de mundos y de estrellas en nuestra propia Galaxia, y, cien mil millones de galaxias en nuestro Universo, pudieran existir, en un Multiverso mayor, un sin fin de universos que, como el nuestro, tuviera presentes sus fuerzas fundamentales, materia, e, incluso alguna clase de vida.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/oldcivilizations.files.wordpress.com\/2014\/09\/imagen-151.jpg\" alt=\"\" width=\"370\" height=\"249\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Tiempo, con su transcurrir inexorable, pas\u00f3 las p\u00e1ginas primeras y atr\u00e1s quedaron aquellos mundos de fantas\u00eda y barbarie. Animales terror\u00edficos y pueblos del pasado que, viv\u00edan atados a la superstici\u00f3n y a la mitolog\u00eda que era el destino natural de una gran ignorancia.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" 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\" alt=\"LA EVOLUCION DEL SER Y LA MENTE | El Comentario de SUCRE VASQUEZ\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero, con el transcurrir del Tiempo, al mismo tiempo que lo hac\u00eda el planeta que nos serv\u00eda de h\u00e1bitat, tambi\u00e9n nuestras mentes evolucionaron, y, hasta tal punto fue as\u00ed que, llegamos a discernir algunos misterios de la Naturaleza para comprender, los mensajes que nos enviaba en forma de fen\u00f3menos naturales que, poco a poco, llegamos a comprender.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/8Q0YcXPsaF4JROdaegSevgqJGctMoQv7WE0BdrIdyRLAn2eM1AakWvy1Eo6r8Vb_sbh1PI0s4p9MPlH744XToHphyXOUzyEFLPMOPpmySA7M2VcDeOmFom75K1SNzrmiBN_2usvC3ON9eXw8iEvsVJRd7cyMmUynInKfFO1fXAbCr_nbjLbfOw\" alt=\"Podr\u00eda existir Pandora? | Star Tres\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcTkaSnPghyCK_n35fW0yM7mlHCHjInCgAIDR0uRedoRv_0oI8-4Xw\" alt=\"Resultado de imagen de Un Metaverso mucho mayor\" name=\"rzm-lvXoxSsgbM:\" data-src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcTkaSnPghyCK_n35fW0yM7mlHCHjInCgAIDR0uRedoRv_0oI8-4Xw\" data-sz=\"f\" \/>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0\u00a0 Muchos mundos llenos de vida de m\u00faltiples formas como el de Pandora<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Fuimos conscientes de que form\u00e1bamos parte de un algo mucho mayor que el simple mundo que nos serv\u00eda de &#8220;vivienda&#8221; alumbrada por una peque\u00f1a estrella ordinaria y amarilla de la clase G2V, que generaba la luz y el calor necesarios para el surgir y mantenimiento de la vida y de la fotos\u00edntesis de las plantas, creadoras del ox\u00edgeno tan necesario para nosotros.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La v\u00eda l\u00e1ctea: Grupos y c\u00famulos de galaxias\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQajN3BfQfRLQZCsErgRwdPL42UwLcUCKRB6w&amp;usqp=CAU\" alt=\"Miden con precisi\u00f3n la masa de un c\u00famulo de galaxias distante\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La formaci\u00f3n de nuestro universo: \u00bfherencia o entorno? | Sociedad | EL PA\u00cdS\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Supimos de la existencia de millones de mundos y cientos de miles de millones de estrellas s\u00f3lo en nuestra Galaxia, y, mucho m\u00e1s all\u00e1, llegamos a conocer la existencia de cien mil millones de galaxias repartidas por todo el Universo &#8220;infinito&#8221;, y, en todos esos lugares&#8230; \u00bfCu\u00e1ntas sorpresas nos aguardan? Sabiendo que eso es as\u00ed (que lo es), \u00bfpor qu\u00e9 no podemos pensar en juntos llenos de vida y en muchos otros universos?<\/p>\n<p style=\"text-align: justify;\">\n<blockquote><p>\u00bf&#8221;Acaso todo esto no forma parte de un Multiverso mucho mayor&#8221;?<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/innovacionaudiovisual.files.wordpress.com\/2014\/02\/fringe-universo.jpg\" alt=\"\" width=\"370\" height=\"278\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Somos tan ignorantes que existen un sin fin de cuestiones que no podemos ni afirmar ni negar y, la posibilidad de que un d\u00eda, lejos a\u00fan en el futuro, se fundan dos universos paralelos, como ahora vemos que ocurre con la fusi\u00f3n de galaxias&#8230;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/formato7.com\/wp-content\/uploads\/2018\/01\/95e9b58fb16d641bfccb6dff77930998-700x421.jpg\" alt=\"Descubren c\u00famulo de galaxias y lo llaman 'El Gordo'; equivale a 3 mil  billones de soles - Formato Siete\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a1Podr\u00eda ser una imagen del futuro!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Cosmos es muy grande, casi &#8220;infinito&#8221; para nosotros y, todos sus contenidos y energ\u00edas podr\u00edan ser, en su rica diversidad, s\u00f3lo un ejemplo de entre muchos que, dispersos en un inconmensurable Multiverso, podr\u00eda, alg\u00fan d\u00eda, hablarnos de nuestra infinita peque\u00f1ez en relaci\u00f3n a lo que vemos y a lo que no podemos ver.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/d212dsb2sdisoj.cloudfront.net\/wp-content\/uploads\/2013\/07\/D095.jpg\" alt=\"\" width=\"370\" height=\"278\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;El estudio realizado es un paso hacia los ordenadores, tel\u00e9fonos inteligentes y otros dispositivos de\u00a0<em><strong>tecnolog\u00eda espintr\u00f3nica<\/strong><\/em>\u00a0que ser\u00e1n m\u00e1s r\u00e1pidos y consumir\u00e1n menos energ\u00eda que sus equivalentes electr\u00f3nicos actuales.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Campo El\u00e9ctrico - Ejercicios de F\u00edsica - Docsity\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRglHVOemW8FGHqMf3fLPTKbaobk9E0WvR_iQ&amp;usqp=CAU\" alt=\"Campo El\u00e9ctrico - Ejercicios de F\u00edsica - Docsity\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;<em>Los dispositivos electr\u00f3nicos utilizan como\u00a0<a href=\"http:\/\/www.neoteo.com\/lmp8601-amperimetro-0-5a-diy\" target=\"_blank\">corriente<\/a>\u00a0de funcionamiento\u00a0<strong>la carga de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a><\/strong>, esto es: una carga negativa que est\u00e1 en movimiento<\/em>&#8220;, dice Ashutosh Tiwari, Profesor Asociado de Ciencias de los Materiales e Ingenier\u00eda en la Universidad de Utah. &#8220;<em>Los dispositivos\u00a0<strong>espintr\u00f3nicos<\/strong>\u00a0utilizar\u00e1n\u00a0<strong>tanto la carga como el <a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/strong>\u00a0de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>. Con la\u00a0<strong>espintr\u00f3nica<\/strong>\u00a0lograremos dispositivos m\u00e1s peque\u00f1os, m\u00e1s veloces y m\u00e1s eficientes en materia energ\u00e9tica<\/em>&#8220;.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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qJfBhTzzCthbMQBWpgyF19aFs3zbznLM22G4EajXXuBpTr7NpS\/EgK2YHLkSQCmcOwloYHQCZ+QFCUXQck9BniTEeYwbJla4WukgyCtyCuU8x8fLpqdgt4fIEmd6HVbiv6wRIBUH7vKO2vKnWHSV2po+7Yn0Kgm0dInSsYPFm3dDZARsSTGQSuZ5jQAGCRtmrCrsJiSBPSkPifN6GHwS4B7jIWEezr9a03ijKOftDeCYxba4to09DqJEwGY6a6mIFO7Ns3BnZSssxg7wWMbfOqjwJwXKu0K6MjnU6FdNgdZirt4aw8Wzbkt5b5cxUrqczEZTqIJI1HKtDbDNKO\/IXZwulbXLFOEw+lYOHqlE8ir4nDdqX+V6qtuNwkjSkLYcljp2pXEpGYvvW9qNwtjatr+GI5U34fhNiREiaCiGUiK1hq3bDU1GHrcYenok5FVvYT1GBJgwOp2H4mkfGeJB8LfUqVYGyurCdMrHQcoq38XGRLjx8In21Gtc449h1s2ktI5aWLtKspMqoQ5WAgZRp8+1R5XRXiipPY5s4zPYsWwghVEvmkhv2ha3HI7NA5RO9HTppVR4ErecuXkGY\/5VRmY\/7QfpVsblBkET+hH4VuJ2g8kcXSFmOO430qDgb+tQVL5pTL\/EwheY\/ej+Ro\/EDQ0nvK0gJJaQFjRp5RHOa0vuZJSjTGfGeItdZ0yRluos5gY8uwlpRG5PobXah8Ola2p9JYjMjqpthNwCSWdxuSWI6x7U1TDDltyneOU0IxD9KoGCmKyxK67GirdvfTQ71NhETOC+w2p6FchXi2ka9qkt0w4vYUtABHUUMlr8KyRk9Cvil4WyjETBmNvxo6x4htnGnEuhFu6qqGbNKlAvq0BkyBIHNtxM0DxWyrsM5YINwi53YyNFBIA33J+R2o2wtpkwwFuLfmX18rPmdSRbEtqDm9EzAE7QNpO8hpRg4b86GOJ43aZ2Z8CrMWJZgWIYk6sCLZBBOteoO14ecqDmOw\/fA5dJ0r1U95yZ8H8YvxWAtYoK2GZbbxH2ZyqtJYt+xuGBdksYUw2w9UClKm9h39dsyoYZHBhSylZZCNCJkbQQDyqXD4LMJDL7SS3vEbUywKtduWrDlr0sqrbYmN\/hzzmRY6ERUMH2jtzS0NuDXFupmGx1jmOoPsaLNiD\/AFpF4fvomIKWyTbZmC65tATlIYhSZEchPSrjkjaumDyRCepaFww8HVfxqVUHSm9zDDQyT6QZPUiYHtNQfZSdqck5C2QqljpEydOlJ\/RduXLejAWrjsOsW\/SAAQS2YqAJ3OxiKs72QLd+1oWOGumefpHId\/0qg3LLJdF938sBg6No9xisEFEOpII3aF7mpckmlofhqbYZbwzscSbtxmewba6tmGY3GVlnoArbcxTPhjSMsfvKvzb4R7mDA7Gh73EhdsYm6La2w1y3lAABY5rmZmIAzMcwJ0jTQDnJwK8LVsXn0VsRhyO4ss5uMBzCggT\/ABRW43Q\/LsLsXE8wEwVRgWBEqQNSD1FKvEi\/tFw6CSL+JQKBza+wWB7Be30ra9NsPbJBK5gSDIJEiQRuKYcbxVoYm\/auoWt+abkrAuWrjAMXtE6aiAVOhgbETW5Nicdp7E\/iB7SOnlBchu3R6Y\/dvFthyyMkTyFXDguMVsViLeWHAt3WafiVkSZEbqXmZiOU71K5wo+Yl63+2sJPmNaE3EBnVrLEMpA\/06b9duFeKLacQt4nKURraWr0kEmEVC4A2AKI0dj1pM6f7lVByXXg6qbUCtclFXLMAAaqRKEaiIBgHmIMg9PbXYWK6UznTADarDYVWOqieo0NH\/Z+49pAP0mtkwzjUA\/StYRe+DSZyz3YzWTbk0xew7cjA7Vp9n6wPcgfhWMBi3W6LRP2eKjtIZgbnn0A3Mc9x8yOVazFS8eYhLWGcsuYMQgHLOwLKT1Chc0CDMaiqrxZ1PE2VwCgDA5oiLav17CB3ij\/AO0\/ilr7RawvxJZOa+AYJZo9Ob7wUme7mlmMDYy6MQiFLee4125dKpaUuxhVefXoRoBMmIOlc0pKTZ0Ri4xXzZ5XS3i0KhVtMgYQNCr2gh9zIcEdZFNcYqoLemXJYsh4G5Nm25Y9T+0ie1K8Ri7Fq24sgu7KVuXiI9BBDLYU6qDJBdvUdQAsmT+O3AL11O6j6Wra\/wDjTQ8iS8Ed4jLm5ZQ09iYBPYnT3pVibX7K7dkq1t7WWND6mIY+4OSKcZJsth1M3BYtNA1nLee6yjqQl1Wj+E9KU4DExaxBgNAttlYZlYC6sgjmI0\/1Vp7DxsmxdprVpLtwkl7rC4xJYtNq09sgk+pSjCCANVIM6Q2wt0OmhnLI01+nbY1WOL3BjHD2iAwRUFhsqlVRYAsnRXWOWjb6HerfwMxhRmAJfEuATuMtpZ1MbxGvXlGq8U23Q\/MsVfk1S1pUtvCToBrRKYYjvROEADA9x7x1FXaIp72KsRhCDlIOneocVaAQnanmLksdZgkTVU8YYqAtrbMCW6wOX5\/SlbxjbHVSlSK7juINdIVFgKxCuBDMGjRm57SOknrRmA4G1krexbjDqIZUZc1+5BmEsMZg7Zmhfet7ttbIsvZLWs9pWzqcxbVlc5iAUYOrLlWAMo3+IgPgiSXa4vUliZb56ya5mn2XyTeKH\/8A+XINFwdvKNFzPcLQNsxBAJjcgCsUsXDWvvfj\/SvUv5hl\/wCmx+P9il7sbGjeF8RayzXAMzeXcRSSQUa5ba3nUj94BjFA28OzFQAWLGFAEknoBvP86e4TgkEeboeaKQT7OyyE5yNWHMDejTeiDaXY6u4Dy7uENkg2FsF9I1uPbdwzDcNC2xqNPLI3Bp7j8V5CqxXOPhIJKmdCvqgxoG5dKU209aLoAFYhQAFWSqGANpJ1O56094zYDWLgPIFh7rr\/ADrp444qjl5JOTJrGMDJYdbY\/a3Ahkk5JdF5D1aODypTwu49\/FZsxyKjMBplEkqFgaTrv2NaNiRYtYTNoBcW82h0UvbM\/wC21mj+IUz4BgPJV+puMD7IzKCOoMEg96ezmiuzzWYxYH3sPdT3zJc\/WKp6cDOJwoup\/eW8wK5TJUMRMjca+4noTluNy5OPsDtr8xc3+VLvDd6VYISuQhQVMEEW7YO3fNvvQlG9D8UmpOivY9EXCYdFKlgbr4hJGZDkAAZdwNGM85EUvwALWxOoBI\/X8zV24twuziP71cr8rgErPMlVGZOXwhhP7oqtY7g+Jw1tiGPlj1WygW4rnOgb1AGIEnX7sQCaluLL3nGumQ8Kt+YXAj0qWMkAZVmdTXvFeLtHEM9tw4dLTNBkBvKRWX3BU0hN6dTud\/f9Kz538qWU7VFI8LUsrJbWIOYFMwYHQqSCD2YbVjGW3dpuQSdSQAX31zZYk+9Z\/wConXNr3\/8AqolbOwAJnl70rpqmUTkmda\/s+4spDYB2Zmsw2Fd1Nt7lmJylDsygmOqnTRauNu3uK5JicDmx96JCYZ7NlSDqHttYw4GcH0+ok77T0rqnBMYbyuTBKXChIET6VYHL+78W1V4pao5+XuyVrE8qhXhSEz5SE9cqz9d6ZFa8BVLJi67wlDqbamObAMflM1JbwoGwA9hH5UddUAxvWFFGzEDJApB4s44uBw5uiGvuMlhDzYkS5H3VkHuQo0kGnvEr3l2rl2P7tHft6VLfpXIfH2Ga6WxQabieTM8lKuVy8lhrbydJ5biZ8kmlofiinPZWeIYTLfaGa4xMs95MhLnVyVY\/eJ37Vpi8XdJHml2gemTKgfwgaKOwimHjMKuLdxIW6Ld5ROY5b1pLu8kHVzzNK\/8AqMDTfr\/SoqqOl5N7RmxeVyEZsqsQCeQB0n2q0+KXVmuX0ZWttdZVKkGY2OnKIM1T7mJJOYmTM7Co2vUynWhJ8Tm076Hlv4S6yIUmR1onwobbOBdKraZLyXGYhQDAKannmCwOetQcDw2JxCstosTooXIMpQq2b1kQIgD\/AFTyqy8E8OWbBBaLtwclMqvY3dj\/AKM3OWFM25VRN1BNPsS8B8Ln1Ym4IRCSgZT6iNVgfeO8coJOwVmWCY\/Z+Hjm1645+dxUn6Aj\/mrvjl5xYdyfhUwuyAZSYVNhqB3Pell91nAFdFLMR7NiW\/SKaMMROTkcqsk8R2nU2biMRFzKY0+LWT29JGvajsHiixtgoCpw5us40Iy+cCIAgz5PbemGMwIuWmQ8xppsw1G\/cUq4XdAvW7J9JGFFpgR8DXRebKehXz1neIPSnbpiPoh4VxY33Ki0EyyScxeRqNNAB6svXnQWOwzti8Ow1RSyXpiGtkgsrTuCLzJ7uOcU38OYUKLrRDG4VjmMvI95b8KD4ukX0IJEsw0PM2k\/PLtsZpZrKNMrGVS0VDj+KVScKkFLN69kuA7h8gdRGhUOjEEb5ulJXcncz71ZOL8IVmLLlRjyiLbHt\/hn39Oh1Wkd\/h9xGCOpUkSCYylfvKwkMvdSRXM04nVFqQJ5hr1T+RXqnki3pSHfCF0IzFcwhoMFh0aIkdtqsOEtIANqqa23mAJ32P6cqJsYp05H2rpjKjlaT8lh4xK4a9iAYgLaTrJu2zI\/2P8ASn3AsY97CpdYDOyEnSQSCRMHrEx3pbw3G2b2GXD3l2JJzGA22XXbSDuef0sHCcKtu2ltNlAAAM\/WOdVj3Zy5OmpLdlD4hizd1cyxJzMdTqefT9KvGAsm1hLRJLfsswk66CYJ9oFUniWEIuFYO8DXvFdIYDy1RoAVco5aRGtNWxYtNUipcDvl8VauOdSwjkAII26Co\/C1so2JV\/8AF0+kH8qNRsPYRZbNdDqwI1ACttpprHPr2pBj+Mk3HZLZUOxaDqST7cq0mkxeHNt6r9S13biRuKWX8etskq\/vro3Zl2b5zVWxj4hlBKnKTAiB03170H9lY\/EwHtqanKbfg6VCPlhPGcTZuNPl5W5uhie5U7mO\/wBKULw+4wdraM6oMzEL8Indum4+tH3rSBQIJPWdxrMiivD2FNy+Ft3DaLq6k6QFyMTIOoWFMx8qjJWVU1FWisE1JZJXWiAoc+kTr+vIHtFWjw54TF9kDEhTMgPZaWE6BDcVgI7Gp4vwWc4rsm8FBnQ57ehv22S6wJkkXC41EOSRbOmvpMzNdL\/s3bOmKbcHEsev7q8+fWeczzpbj+HWrGW0iqhtoLzgBdcwe2AWA5Q3q3AnWmn9lyH7PeJnXEE67\/3Vo6gbak1dLGJxTeUhmeM4fz3wxfJcVgAHhQ8qrDyydGMNtvTA2D0NUD+2Dh0NZxAGjA23\/wAy+pNO4Lj\/AEio+DccushSziGgeWATmIBhiwjKfuxtGu9NFtglo6H5B6GgOL8XsYUftXGaJW2utxukLyHcwKqnEONYm2qZ8Qwm5qRI9ICyNBJOp\/5pSHwhhhieKLBzIrNdYwfUE2mer5d6MskCLTOl+LrcYLEx\/gv+Vcw4oWOHZ0QO7YVFjLJyyUY6DNARnG+mZQdq6v4qQtg8SBv5F2PcITXP\/DqW2W3ngqT9nKkKZ8xnynUEH1W10O8Sd6XuIU8ZJnGLjE7kmBGvQaAdgBp22rSun+M\/BKJdzoCA0koHtIMvIqWeemgTT6Vz1rGTUrAHORr7EfEfaufFo7lNS6MWOG3WQ3RbY2wcpfLKgwTE9YBPyo7hwsoQXQ3Nvi9KjqMus\/OndhRbwuHd7ha3cF11TQKjBlRh1zTv7iOdbYe7h2zEruIGsfM08YknOxphOLrcXKSFX7g0TnEr+8feacYe4m+aqk\/DrRUZXEk7HTT3FTWuG3QQLRmRO4j+lWXJXaJrjjLSZYPErhsLdCnUrA+cf1pZxPDlbOEX95bAI9zcZvlpFRsLubymUtOhHaDMVZYs3zFwFCLaIm\/pKzrOxGvPvVIyUmc34iM4RVK\/0CvDd9r6KW+IsQT1yneOsVRsvlXmBOYhmkkyZkjVtya6BwKyLNtQpBIJO87k6afKqZ4gwxGKuabsG\/3AHp1Jos11HZZOC32ewrucx1EkakKcozEbnTfeqrwDEvixiWJ9du7buKB0y3ECqP8AMLYq6cNsZbNsbQs69ySaSYc4bBByqgs4YNlMliZIJiYgmdY2oSjtMylUKS2xbiSjiZpDxFQqlQ3pJnLMrm+9l2zfxb0LjMc7E6RqT31M7ChLtt9JU67TptHX3FSlNM7IxrshbN9416p\/s7feH0NeqWPwP6i+5d+FcFCCTDORqSNucDoKZ3OEW3+JB7jQ\/UU2tWBRduxXVijkcisDwuv7rsvYww\/T86NwXCXQ\/utGxBZT9IP51YRYrPlUaBbZX+IW20AQZidROsiDJMfxCPn0qNMBdb4mUfVz9TH602yzcfsV\/wDaJ\/SpslEWIiHhy2TLFm7TA\/Cj7HCbSbW1+Yn86YolbZa1BsWcQ4Ul1MpEcwRuDyPfc\/U1RuK8Jv2iQbZboyglSOogen2P9a6dlpdxXjNmxIclnAny0GZ46nko7tFLJIMfg5be4begt5dyBucjQPnFHeG8OZvN5L3C2HuW7eW15gD3MqhmXoq5z7x71Y7vGLl8kMQicraGZH8d5HH0XSnfCsIhI9KgSCFAGkD\/ABCM536x2qWFlM2hJ4W8Eka6Tp6vUYIP7zrcRlM\/ugcuddLwHB0UQxa5\/wCoz3FHLQXGNewgAAA0HQbUeNj7H68vxo1j0LKWW2c0x+JnG4xNQtvBIoidMiZ9B2zsPlVs\/s0A+yGP8VvwS2NfpVBwrM2I4m7Ax5d7L7O7lR7R+lXL+zHGr5d2wT6g\/mKOqFEUx7MmvTOOtaX0ippyHvjThP2nB3bQ+IDzLf8AnT1ATykSv+qub8Jt\/syyhVzeW0gMoEWiSVCQZAYc+tdjidOtciwioFFtZZQrKfiBJ0kATpyGp5UOJ9mnukT8Ut5wknOPOgkEsIaANWnMPTJ5ax3p5\/ZZwyFv4pgA11zbUAQAltjmIHKWO38ApEbaBfLgom8ySVI9QYEEjQ9K6H4MwHlYO0mhIzkkbEm47Ej603K9A49SaJ+OrOGv\/wDo3f8A42rjmIxZt4K3cWTlxyNz3trnj3kj8OldY8aYxbWDvSYLo1pBzL3FKiB2kk9ga5FxVsvDmYaFMUD9UUfmfwNJDpjte5HXG4dbdCQCpYuc6Eo5ljqWUgmfyqh+LfBpeWnPPNvMaB\/E73vTtuB0q6eEcTnwWHYmf2NsE9wiqZ7ypovFUyVmdxejiGP4c1vBCwbL5kxDXFu+X6GtukMPOgZyHVSD0PKkFjh15tUt3CBzVWIHuQK7FxfCJJICgkROVWG87MDHuIPeqvfxjWCTZIt6zkhntN1mXBt+4FD06GXI2yr4Hh+IY5RauT\/lIj3J0Hzq98C4ObIzOc1wjXU5VH3QOevPtUnDPElq56bkWn21INpj\/BdHp+RIIp2UqsUhJWn0CtZU6lVJ6xr9ah+wpJIlZ6H+dH5awVpsUC2KcThHj0MPmCD\/ALhUOER80XFGo3zZtpMajtTlkoTFiFLdP5\/1rJCyd9m2I4ebkelV5atMDsAP1oHE+EVZtbhjooA\/Eyaf5KxlNK42UjyNIQJ4UtKdFnuxzUFjvDq3FKlRpqCBBB6j\/nWrUZFQtcIBrUZSXk5s3ha\/Jh1jlvXqvpu16lwKZRCcOaY2EmlWGNPcPahZqjdECTyq0ZKkQ1pjcStq291gSqKWIG8DXSaWzMWYeyS90\/8A9CPkFWl3EfEOGsnK1wM33Vhj89Yqn4njGIxxdVfybBZ2KKfW0wfW0a6RpoNK34fwS2AIGkT79z1PvNDJvoouNR7Hl7xaSP2Vo9if6xSXE4jiV0G5buEFT8CekfJtie1W7DeH0RM7ANoCF1yxEifve23vSDiviC4kQihJZV1MgqWHwRAHoPPnQa+7BCa8IrlrxHiyGt3L9wTE8mXcfFGZQY3BisLY1Jga76D66VjiCMzBmb1lx6oBjMTnJGmaddNOW1SXbi5ibIITkj8gIHxAzJ1PzqST6LKSdUb2ww2NOeG8ZZNxNJcFixcBIBEGDRcU6ZpJMuvDPEgYgHSrnbxY8sncxP4TXGrWhmrlwfjRyQRMfyNUSvs8\/wDGqcV7SfxBaS1ZuaDM4AO0nYbcxr+IHOqtgcU9t0uIYKsDMmdDqCO4kH3PWrBxQtiAApjOxYTsAmfKDHPQ68p6kmlPCcL5rL2u21M97qgx9aZu0c\/4WOEdnYK4zxS75V+8kgFbzqB2L6fga7Ma5D\/aBZAxl6PvW22627c8+utc3G6Z6bjaFY4i2pYjQTtvv2rtPAvRhrKkQfKSfcqCfxNcMwVrOcpPxQo02Lemd+9d8KxpyGg\/Kjyu9CxiuzmHjzFs+MuKfhRUC9BKBmPuc34DpSJMIL2HvWSYDOjba\/5gOcZZ9lJ2DVZPG+DjFXbg\/wAOyx9znT\/wFLeC4YkSSMt1YjmIK5ZP+Yj2gEcwaxXtOeUqk\/ge8AxIw1k2CdLbMBy9JJcbk\/fj5VBxDxOo2P41VuL8QLOQJHpE9yAoJ9ppSa2vB1Ri2rY34h4iZ9hSW5dLGWNeio8Q4VSx5UGykaRFiLYbSOn4a0xw3FXsIUW84BjQEQuwAQEeg\/5YNJ7V43FzTkU9NX\/kK9iihv5rQKoVDIp1yEswfmZkjfeDHKpSvtFVJW1IsHDv+o3Cb4uutsTlzS2YTzT7vQmniccu2wPNQMeq\/wBP5Up4Hx++StpArEDdiV9IgD4QddV5cj2iw4W6mIVbhXKWAbbfNyZdj7iD+VVgn9zl5pLVLSJcPx3DtAZvLJ+9t9f5ijcbhs1piNRlMEag6ciKrvE8GjEqV2MMJlTHY7\/ShMDnwqO1p\/QQcyNqu2sD9aClJPZTk9OccuO197L4trQHqB+QrJtVB4Z4wuKsi4FKx6GBg6qADB6U2u2xFMpEpQxFjJQl8Cmb29KV4paZOwNeAIrWKyVNYrWHBn\/\/2Q==\" alt=\"El final del futuro: el mundo rob\u00f3tico despu\u00e9s del coronavirus -  elEconomista.es\" \/><img decoding=\"async\" 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\" alt=\"5 profesiones que quiz\u00e1s los robots no podr\u00e1n dominar en el futuro\" \/><img decoding=\"async\" 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\" alt=\"V\u00eddeo: 'En el futuro se discutir\u00e1n derechos de los robots'\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRoKWxW_FkzgSIS1Y1IM4ke62UquXmb9DDUNA&amp;usqp=CAU\" alt=\"Robots dom\u00e9sticos: robots actuales y robots del futuro | Cinco Noticias\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Habr\u00e1 que tener mucho cuidado con el grado de entendimiento que le damos<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT4KoSK72ET61Ikeo_mphqFGNaVB9P7gkYUFw&amp;usqp=CAU\" alt=\"Cyborg o robot? Un futuro sin cuerpos humanos\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRnpz3T5GfbVs60E4j_cv9NgtWpZv-Levqp1A&amp;usqp=CAU\" alt=\"As\u00ed son los robots que nacen en Espa\u00f1a para revolucionar el futuro a nivel  global\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Si llegan a tener consciencia de SER&#8230; \u00a1Nos podr\u00edamos ver en serios apuros!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los adelantos en rob\u00f3tica se est\u00e1n uniendo a los descubrimientos en rob\u00f3tica de \u00faltima generaci\u00f3n y, a eso se le a\u00f1aden los avances en Inteligencia Artificial que, de manera irremisible (sin que nos demos cuenta de ello), nos est\u00e1 llevando a la aparici\u00f3n de una nueva especie artificial que, va tomando m\u00e1s y m\u00e1s importancia a medida que le damos m\u00e1s funciones y, se habla de otorgarles el don de la Consciencia, lo cual, no deja de ser un acto irresponsable por nuestra parte que, de seguir por ese camino&#8230;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.seas.es\/blog\/wp-content\/uploads\/2020\/03\/grafeno-en-2020-blogseas.jpg\" alt=\"Lo que se espera del grafeno a partir de 2020 | Blog SEAS\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">El material m\u00e1s fuerte que existe es el\u00a0grafeno, un 58% m\u00e1s duro que el diamante. Adem\u00e1s, posee otras propiedades mec\u00e1nicas, qu\u00edmicas, electr\u00f3nicas, magn\u00e9ticas y \u00f3pticas, lo que lo han convertido en uno de los materiales m\u00e1s estudiados en la actualidad. Sus incre\u00edbles propiedades y caracter\u00edsticas hacen que el uso y aplicaciones del grafeno se haya extendido a m\u00faltiples sectores.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT4xr6_57FR1aO90W-mQN36GuzG6ZipBDu4gg&amp;usqp=CAU\" alt=\"El grafeno y sus aplicaciones: desalinizando el agua\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRYD-TNIYs8Lbqe-_BWYFynbWLGXwVAxICVaw&amp;usqp=CAU\" alt=\"El grafeno y sus aplicaciones en la construcci\u00f3n o arquitectura\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Lo que se espera del grafeno\u00a0en los pr\u00f3ximos a\u00f1os, es un incremento en su uso, llegando a ser masivo (se habla incluso de revoluci\u00f3n tecnol\u00f3gica), pudiendo llegar a\u00a0sustituir al silicio\u00a0en la pr\u00f3xima d\u00e9cada.<\/p>\n<p style=\"text-align: justify;\">El grafeno es una forma alotr\u00f3pica (propiedad de tener varias estructuras moleculares o at\u00f3micas) del grafito, por lo tanto, al igual que el diamante y el propio grafito, proceden del\u00a0carbono. Se trata de un material muy fino que dispone de una \u00fanica capa de \u00e1tomos cohesionados, por lo que se le dice que es\u00a0bidimensional\u00a0al poder apreciarse solo dos de sus dimensiones.<\/p>\n<p style=\"text-align: justify;\">Las extraordinarias propiedades del grafeno lo han convertido en uno de los materiales que m\u00e1s aplicaciones tiene actualmente, siendo objeto de estudios y experimentos.<\/p>\n<p style=\"text-align: justify;\">Seguramente \u00e9ste material que tiene su origen en el Carbono (como nosotros), ser\u00e1 el que se utilizar\u00e1 en construir las naves espaciales del futuro.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Entrop\u00eda y desarrollo de los nuevos materiales del futuro - Inspiring Blog\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSdMsNaaC-CnR5SQm2cF1-UvGmBuZBZupLSrQ&amp;usqp=CAU\" alt=\"NUEVOS MATERIALES \u2013 TECNOLOG\u00cdA\" \/><img decoding=\"async\" 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\" alt=\"Nuevos materiales: crean una 'madera met\u00e1lica' con la fuerza del titanio y  con la ligereza del agua - INVDES\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Partiendo de nuevos materiales y nuevas t\u00e9cnicas descubiertas en teor\u00edas de la futura F\u00edsica, ser\u00e1n construidos los robots que, en nuestro lugar, viajaran al Espacio interestelar y visitaran las estrellas. Ese sue\u00f1o de la Humanidad ser\u00e1, al fin realidad por otra &#8220;especie&#8221; que, aunque artificial, llevar\u00e1 casi todos los atributos humanos a excepci\u00f3n de un final mortal. Ellos se podr\u00e1n rehacer de manera indefinida y, si llegan a tener la capacidad de sentir&#8230; \u00bfQu\u00e9 haremos aqu\u00ed entonces nosotros?<\/p>\n<p style=\"text-align: justify;\">Dotados de materiales imperecederos, sin necesidad de dormir, ajeno a la radiaci\u00f3n del espacio, con necesidades b\u00e1sicas y f\u00e1cilmente suministradas a partir de una fuente de energ\u00eda, con la capacidad de reponer averias por s\u00ed mismo, no sintiendo dolor&#8230; Podr\u00e1 realizar viajes espaciales de miles de a\u00f1os y recoger todos esos magn\u00edficos datos en la memoria de a bordo para transmitirla al centro de mandos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/encrypted-tbn1.gstatic.com\/images?q=tbn:ANd9GcRIMdBiRe5cmji6s5zvghz0ndmL4BwdYVUHVNdaTG4o7NVHyvntfQ\" alt=\"\" width=\"370\" height=\"208\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La Humanidad, con la carga de su fragilidad, expuesto a los mil peligros con los que,\u00a0 el espacio exterior nos amenaza, nunca podr\u00e1 comparar con esa otra especie artificial que, construida por nosotros mismos, ser\u00e1 la que realizar\u00e1 todos nuestros sue\u00f1os y, no negar\u00eda la posibilidad de que, una vez asentada y consciente de su verdadero poder, prescinde de nosotros, sus creadores, como una r\u00e9mora innecesaria.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">Ellos, seguramente llegar\u00e1n a descubrir c\u00f3mo burlar la velocidad de la luz para viajar a las estrellas y poder desplazarse a otras galaxias, y a otros mundos. Dominar\u00e1n los secretos del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> y de la luz, y, ser\u00e1n ellos, y no nosotros los que imaginaron todo eso, los que podr\u00e1n hacer realidad nuestros sue\u00f1os.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">emilio silvera<\/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%2F2021%2F03%2F06%2F%25c2%25bfnuestra-imaginacion-%25c2%25a1casi-tan-grande-como-el-universo-2%2F&amp;title=%C2%BFNuestra+Imaginaci%C3%B3n%3F+%C2%A1Casi+tan+grande+como+el+Universo%21' 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%2F2021%2F03%2F06%2F%25c2%25bfnuestra-imaginacion-%25c2%25a1casi-tan-grande-como-el-universo-2%2F&amp;title=%C2%BFNuestra+Imaginaci%C3%B3n%3F+%C2%A1Casi+tan+grande+como+el+Universo%21' 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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Como los monos antropomorfos de hoy, deb\u00eda tratarse de una especie muy poco tolerante a los cambios ambientales. Todo apunta a que se auto-confinaban en la b\u00fasqueda de la comodidad fresca y h\u00fameda y la f\u00e1cil subsistencia que les [&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":[243],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/18395"}],"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=18395"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/18395\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=18395"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=18395"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=18395"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}