{"id":1395,"date":"2021-03-14T07:50:14","date_gmt":"2021-03-14T06:50:14","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=1395"},"modified":"2021-03-14T08:15:39","modified_gmt":"2021-03-14T07:15:39","slug":"%c2%a1tenemos-que-saber-2","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/03\/14\/%c2%a1tenemos-que-saber-2\/","title":{"rendered":"\u00a1Tenemos que saber!"},"content":{"rendered":"<p style=\"text-align: center;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTuHMz_uZTHfhcilw61G7AD971K58Ox03ImhA&amp;usqp=CAU\" alt=\"Principio antr\u00f3pico - Monografias.com\" \/><\/p>\n<p style=\"text-align: center;\"><strong>El principio antr\u00f3pico<\/strong><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Parece conveniente hacer una peque\u00f1a rese\u00f1a que nos explique que es un principio en virtud del cual la presencia de la vida humana est\u00e1 relacionada con las propiedades del universo. Como en otras ocasiones hemos comentado de pasada, existen varias versiones del principio antr\u00f3pico. La menos controvertida es el principio antr\u00f3pico d\u00e9bil, de acuerdo con el cual la vida humana ocupa un lugar especial en el universo porque puede evolucionar solamente donde y cuando se den las condiciones adecuadas para ello. Este efecto de selecci\u00f3n debe tenerse en cuenta cuando se estudian las propiedades del universo.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQSHHrKPxLNjl1YyqmoN_AqQ3x1uDUmL-OM8Q&amp;usqp=CAU\" alt=\"Los argumentos a partir del Ajuste Fino del universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ2kVzg5akvPMvKsVUCmDAc-xuv9M2RdlPOZg&amp;usqp=CAU\" alt=\"Archivo:El Universo Antr\u00f3pico.png - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTg2n0P4JlrQIAtQmO7gINyJVsJ77BY1MnwMg&amp;usqp=CAU\" alt=\"Il principio antropico - Cultura - Dirigenti Senior\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRZZ0H0TIzbCBI80NXZV5KjoBz4jN-AYlotUA&amp;usqp=CAU\" alt=\"principio-antropico-gedldaxy - El profe de F\u00edsica\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Una versi\u00f3n m\u00e1s especulativa, el principio antr\u00f3pico fuerte, asegura que las leyes de la f\u00edsica deben tener propiedades que permitan evolucionar la vida. La implicaci\u00f3n de que el universo fue de alguna manera dise\u00f1ado para hacer posible de la vida humana hace que el principio antr\u00f3pico fuerte sea muy controvertido, ya que nos quiere adentrar en dominios divinos que, en realidad, es un \u00e1mbito incompatible con la certeza comprobada de los hechos a que se atiene la ciencia, en la que la fe, no parece tener cabida.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/teodicea7elprincipioantropico-p-161022045601\/95\/el-principio-antrpico-p-carreira-4-638.jpg?cb=1477112193\" alt=\"El principio antr\u00f3pico - P. Carreira\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify; text-indent: 25pt;\">Demasiado pretencioso, mejor ser\u00e1 que dejemos de mirarnos el ombligo y veamos las cosas con la perspectiva que realmente requiere el sentido com\u00fan y la inteligencia. No creo que seamos seres privilegiados, sino m\u00e1s bien producto del Azar que ha combinado una serie de casualidades para que estemos aqu\u00ed.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">\n<\/blockquote>\n<p style=\"text-align: justify; text-indent: 25pt;\">El principio antr\u00f3pico nos invita al juego mental de probar a &#8220;cambiar&#8221; las constantes de la naturaleza y entrar en el juego virtual de \u00bfQu\u00e9 hubiera pasado si&#8230;?<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/teodicea7elprincipioantropico-p-161022045601\/95\/el-principio-antrpico-p-carreira-6-638.jpg?cb=1477112193\" alt=\"El principio antr\u00f3pico - P. Carreira\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Especulamos con lo que podr\u00eda haber sucedido si algunos sucesos no hubieran ocurrido de tal o cual manera para ocurrir de esta otra. \u00bfQu\u00e9 hubiera pasado en el planeta Tierra si no aconteciera en el pasado la ca\u00edda del meteorito que acab\u00f3 con los dinosaurios? \u00bfHabr\u00edamos podido estar aqu\u00ed hoy nosotros? \u00bfFue ese cataclismo una bendici\u00f3n para nosotros y nos quit\u00f3 de encima a unos terribles rivales?<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/pKjOeOPKzGkWc-nLGS_fRT0_se6ttLe7o_IU9YvTmo-ep3j1WLZHvi9LrbKfII6bDFrorTN9zGHzJXE5AU4H1NBnyVlAenWQnZPaUOXGF66nu4KHzd9RyQPbDXa_a8GqkxU2tnc\" alt=\"El Principio Antr\u00f3pico, \u00faltimo basti\u00f3n del Antropocentrismo | Astronom\u00eda  Accesible\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Fantasean con lo que pudo ser&#8230;. Es un ejercicio bastante habitual; s\u00f3lo tenemos que cambiar la realidad de la historia o de los sucesos verdaderos para pretender fabricar un presente distinto. Cambiar el futuro puede resultar m\u00e1s f\u00e1cil, nadie lo conoce y no pueden rebatirlo con certeza. \u00bfQui\u00e9n sabe lo que pasar\u00e1 ma\u00f1ana?<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Lo que ocurra en la naturaleza del universo est\u00e1 en el destino de la propia naturaleza del cosmos, de las leyes que la rigen y de las fuerzas que gobiernan su mecanismo sometido a principios y energ\u00edas que, en la mayor\u00eda de los casos se pueden escapar a nuestro actual conocimiento.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" 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\" alt=\"EL Blog del Fusil.: Nebulosas planetarias. El destino del sol.\" \/><img decoding=\"async\" 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\" alt=\"Meteorito de Costa Rica: la fascinante historia del meteorito &quot;del tama\u00f1o  de una lavadora&quot; que sigue cautivando a los cient\u00edficos - BBC News Mundo\" \/><img decoding=\"async\" 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\" alt=\"Hubble capta el momento de colisi\u00f3n entre dos galaxias\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">No todo lo que pasar\u00e1 &#8220;ma\u00f1ana&#8221; lo podemos conocer, el Azar tiene un gran papel de futuro<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Lo que le pueda ocurrir a nuestra civilizaci\u00f3n, adem\u00e1s de estar supeditado al destino de nuestro planeta, de nuestro Sol y de nuestro Sistema Solar y la galaxia, tambi\u00e9n est\u00e1 en manos de los propios individuos que forman esa civilizaci\u00f3n y que, con sensibilidades distintas y muchas veces dispares, hace impredecibles los acontecimientos que puedan provocar individuos que participan con el poder individual de libre albedr\u00edo.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Siempre hemos sabido especular con lo que pudo ser o con lo que podr\u00e1 ser si&#8230;, lo que, la mayor\u00eda de las veces, es el signo de c\u00f3mo queremos ocultar nuestra ignorancia. Bien es cierto que sabemos muchas cosas pero, tambi\u00e9n es cierto que son m\u00e1s numerosas las que no sabemos.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La evoluci\u00f3n del Sol (y estrellas de tipo Solar). | Pablo Della Paolera\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Sabiendo que el destino irremediable de nuestro mundo, el planeta Tierra, es de ser calcinado por una estrella gigante roja en la que se convertir\u00e1 el Sol cuando agote la fusi\u00f3n de su combustible de hidr\u00f3geno, helio, carbono&#8230;, para que sus capas exteriores de materia sean eyectadas al espacio exterior, mientras que, el resto de su masa se contraer\u00e1 hacia su n\u00facleo bajo su propio peso, a merced de la gravedad, convirti\u00e9ndose en una estrella <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> de enorme densidad y de reducido di\u00e1metro.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTExMWFhMXGBgZGRYVGBgXFRgYFxgaGxUYFRgYHyggGholGxgXITEiJSkrLi4uFx8zODMtNygtLisBCgoKDg0OFw8QFy0dHR0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0rLi0vN\/\/AABEIAMIBAwMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAACAwABBAUGB\/\/EADYQAAEDAgQEBAUEAgIDAQAAAAEAESECMQNBUWEScYHwBJGhsQUiwdHhBhMy8UJSI3IUYsIV\/8QAGQEAAwEBAQAAAAAAAAAAAAAAAAECAwQF\/8QAHhEBAQEBAAIDAQEAAAAAAAAAAAERAgMSITFBEyL\/2gAMAwEAAhEDEQA\/APjbKAKK1ohbeejKm6e6bVhRSf8AYE3DwWqeY6oeHv7oASOff5V6qxTzUZMlGkQ189BJjeGPVWAN26ZM91Cr4fKEBTanKPMlvr16IqqiGAPpmzKgNeffl6hE4e50mYN26v5oAANT1N9vp5Kqe\/ymUUPp2LSjqoLkXAmJAMCSC2z8kAugB2Y8rkljwhDwxnm45WR1i+rbN5uzAPZTEkW01awhtUAD5jM2PNXRhl2Acm0tbL2R4b3As4LgEMY+quo5BgDrJDXDtZw+0ICsbFBtQKQS9iwYWBJJbPqUOCLniALEMXDhi4cbsN1YYcJYNczuf5bugfWfxf29UAzBFQJAnigiWIcFieYB50hKNBeeTt7eSJhwuwe249b9FVQNRswNgAW5Uvk6DVUXnMy599kWDQaiwDkBzawDk3QV0kEgs\/miOGDycwJh4DnayVCngts47lG4azsAA8N5XhKeLs2WbX+nqtGFiUgVcVHGSzfNVTwz80UxU41syDKNJDHK\/nn+OSjECXizvGzd3TKIlr5+7IcVg4BcSHliATOs36oAKCM2885z+iqokl7m5u79ZKIEPk29v7Q8b32cWLC7b80gCWMkgsM2zZ+idgDT20ulmmkk8HFnw2s\/yu2a0YFE1NwmDBBLOLibv7Jbiuebfo0YfFDhxbWQDle1kB8LWKg13s2bOYuYbzTsLA\/brHDUXH+Qg63PQLof+CfmGH\/JmeHNRENoTd3yMqvwrLLlcD\/ySIanrS58yZUWg4QyII1ME7kZKJEzlUEX5RcGQck9gBUlZygWuCDnnMKhSrFP36I+H5XcO7XnaOwgA4e\/dEBBjvZWKYv6tCMSG36MwbrfyTxOldv7hWKem5zHb83TAJzytdnHr0zVtnp2MpTwaWB+Obw6ka\/hNB8rS1jMvzKKqb9yW9I6IwazEa95plGGSRSCwJ\/yqFIj\/ZyAOuqOuj62B5+SF97S5Rg0JnlZ7hgHjS5LKg2g1c3cAwNjG6e1XD\/60zBzOYH\/AFCVSDb++5SMNIGmRaJ+7381A4ciGf8Ai7zBEHQnn1UNENnm1+\/yi4KgGIggF2chzloCUAqqjOLiNPxkirw4BliWdnpBGQ3GiM0O8kC4DEy4YPuCZN23VDAfhAFRJg08JNQbIam5bJkjKI8\/M7qoniEn0kWlzDjqmVzykjmIy2YeaVUQ5P4voyAgktGmnqbKVBqr2P8AIF7W4SPdXwyIbR4BnVMow3IHEBxE3MAsXdvzdIymcA6a2L\/kHNDh0EwAem9mUsfsipqIIYkEWMgjkRnyRgSrEMaae6E1OfXvVXwj\/Zr9lUKiLOIbfv7oNDG3Z+oQV9Mu+9FYpeIvcJlIN8s4BAB71QSuGGFjM6aHvNaMHG4Gr4jxN8oDZFqhVmIENrusu5MtGbsds1t+GfD8TH\/d4OH\/AI8OvFq46hT8tDE8PEZqtASsXOsbqvFf8hqpIYFwZ4jEcIOdxKy4lFQp4iaiI4Q4a\/zAtaOE9TdMw8dshxElmFnFIggxm15JWbxGI4yJm9xkxeDtmjB1dus1eKSXJL9VEJraFEEdQJYtcTdtbX16KGhWCG39G+6MNAc6dNtVcjPUoFxrYsYnJFXQxIdw5AIsWNwDI2Q0j+rIwNFWJ1VNKPgO3e4hHRT0v9X9EdOGnIQasNmapywOjH\/Wbm1ldQLPMxmxb0J23TKaJnr9V0MCjB\/axOKrF\/dBp\/ZFIH7fCYxDiPIqazetk\/UtcoUGD6hizfWyKqli8uwMixPuLtsnnBF5d45c7PCuvC9h5dhP1GstVNrv3+FCALHLcGYL+\/VP\/a76KHDsNb6Jeo1nqFwAc+FjYvnBJF7NkckuukXfOz\/N7LdSLEBiGkRU5cXGyVThgEE0vSCHH8XAM0vklYrWcgNcuTZofJz1PopiVVEl3m5Jmp2ubHXon4lN8hLPdpN8zCRo5YRzj2U0yS9Nmu0EE2MjbdJqPU7yDt2UzFcuCXm49w4B3VV4cnhc0xcMfJSa6qaOENxcYPzAtw7EECL25yh4iS5d2AEgD5ABZpgMLZXVGg5A5nW140Gqrh+mb33HRBpSB63ae7uqpaW5bmXsLWT8SmoEggggkHUZl+8krgLEjvTZ0AIw7wWF9AcgrORjOzkhrCryfqnnDgAB2vkB+fsn0eHBD2zDH+QtCMNj4LuDEdvurw8ItBBaW1j22W7EAptQYZuNjU9QkwzO0D7qqsU0\/wAgASWgBgJECWI0yhI5GU4Ybiy+aAL2BluFhsl1Ulrvo07x3mtX7p4B89fygtTDUis\/8mxdgs9FBBnJjfKzONtNURVhJw\/8SGLm99ny6JlFMPPEC\/Ihm+vkhYRLa\/2U6iqpjpAd2PC1gNGed0JVRQQOJgQ+sgaVf6k+fRkGMzu79236K8Ob5Z5d3ThXQaSfn4oswApgcRDSZZhoZQbM4376qI+MmxYaO3oSrRhDppzHb3TRhsxLS7PtEgTTkz33lDTSILzMNbTm\/oyZh0fRaRlQinv2TBS6sUHy7C04OFsrkTaXThZLRTh5nP8Ar7+Sbh+G2+h9ZW3B8KrxNrDRg6JuH4b+11sPwUe\/fVaKPAxZBOL+zDGkO4PFL6cN2bOyurw5zGTd6Bd+j4dsrq8AeoQHnqvDkP8AT3CVV4fPPSW6ru4\/hTp+Vkr8P3kgnK4YdtR30dX4rw5DORBsbzJkQ1s3WuvBE5EXc8mbXoufj0FzYcgyVmqlZsUN9sxnLXn2Sf2gRcPo7FpMe55hMrpacx57Rol101Nq83GQj0dZ2LlJrpBDB34oAZty5u6DDBf+jO\/mj4RczrB6i4sl106Q9nlxllKlQOE2ERcPIs3LbPoneGwgahDszgyC+UTstngg4sQzn5ZIDD+Jqdw41zQY9BJ4rM8y75WzSiisWgD5gzk8P1JYFwIA3dXS9ZbifhsGyZuhhy+iIURxFzU3pp9X+6XTWWtF0zDj4guAwi5PlyTxjnhNPDS4JnhL+b7WZIAuSOITBcCbFwXefTmtVH8Q7jImoloFjHJA0NVJqPzM4uTDP\/XokVYdh5ZEc9lpMmridy5mJ+6VTUSQQzu8nrnldGHoCwBcHnbk7cispye3cOE05Ah9W+hQYlF9fslgt1Tuz5cnbKdAn4eG9YoHCCQxOIRTSHeSS3CIWcmYN7H8oTPP1t56+SWDR1zTxcQJJ4eGRUGY8Rhmlr5WS+F9SYAj09kbE0kkhpk6kPD5\/KEIExlM6fU7IJRr6dW+iiEkbKIwN+FTstOFToP6+yVh0P0Wyip2+ze11rGNDwuYDCM39V0fDYRLyLZk\/TNKpwnMa5s7ZEro+G8OtE0WD4d10\/C+CdP8B4F1674P8FNTQlbgk1xfCfCSWhdrwv6fJ\/xXs\/h\/wamkSF1cPApGSyvkazxvD0fpqrRBjfpurRe+4RooaBoo\/pT\/AJx8q8Z8BIyXD8X8MIeO+2X2rG8JTVcLz\/xb4ACCaQtOfIm8PjXivCsbLl+Iwb+2uq+gfF\/hRpeF5XxvhCHiFrLrKzHmMTDn3\/KTTTIsT5hmsy6ficErDWGslYcrJVhfeMuyUOHhQKiT7s1gtNeEQBURFTtaRILA2kZof3TE6BpIYANssq0g8OsSWYcy\/wCYWmgEixIGYZxlJuBPqgc0U08QiqkVBiGNJsS1pHol4vieKREATJsxspkPS8XAA3GTEkwOjiXQ0VARULOIJYjr0yUxcRozi7HcMdCEumo3LPDOAAb9srh6uLXjKxyP0KW5J4Q5fLfSVMNp155CfOPZLFNzlGj7fVPC04YwM1MWECQSS8uNDqknJ7bXYeiOqosZdzffYKC1pmbBiJcKvUvYqqo8kFXJh3bVNqgbvv7ZZpddLEg3zz6bFRYcoK37bp7KEO5cnN2J6nNPxKQaRFXFSSajHBw1NwNm78Ty1lnZpDxfI9NlKkxKSCxDdxvYhXRW0ECWmXGUS05kuqqquwYdCdpM5IQOT6N2PJSYhi1COJtg31US6qHUQHZwqVrwaM4+qVgd7c1vppGXbraMaf4bCXd8D4VzZczwVLr1fwbwzkKku38B+F8REL3\/AIDwQoFlz\/0\/4Lhpdl3QufvpvxyiiiihaKKKIClCHUUQTgfHvhQqpJAXzT414HhJhfaMShwvA\/qrwDErbx9M++XyrxeDK5GNRdeo+KYLErz3iaJWzBgqsY+6z4gnaLFxlY92K0Yo23\/CUQ+nXKcj5+aixpKWYeQeXLPvJVi1NVVSwGTBiOh\/KmIOV\/OWQMam05C4FvTNQoNVbwAOgLlBRXpJvbODfO2alVW7nY5NYKYlXoGzexYToyYFxPIu5MAD0EAbAK8SmSN7G\/XdLYZEvv8A2mUlwSdQSzCTb6v0VQqbhYWTT63yXSxPhWJTSK+EinItHQrB4XEYjzXqvG\/qzExPDUeGIHBRIYB\/ML0PDz47z\/pxebrySz1jyOKAMvWR3okYkAjMadyFoxK3Pdv6WTEM5+3YXF5JNdXG4hrckgAO9nAshxLlnbcT1urqIeLb+v1VcT8pza5WNbRTexL21s\/RGDApFT8TcVLcLEVEUDiN4aqIDpZ\/rMcp6qYlUAcRIFMC4DkkgDKTUeqhQWGhVJ5x6S3\/ABYdgP8AOWADmbm53KiXyHZ8KfVbxRlp5dFzvC4jH7roYFTmfVdEjCux8Posvc\/p3AcheL+HL3\/6YEhHQ5fQPB0NSAnoMIQjXLXTEUUUQEUUUQFKKKIJa85+qcF6XXolxf1L\/AquPsuvp8i+M4cleX8XRd16343cryfjQupzOZiiY9vJZ8aqcumnt\/S11CWdgbnlPusNZhr5\/wBpU+S8QEAXDhw+e48mUrAgn+OYBnTPP8qE3Yx79OpSqy+QvpP9Hpks2ijS4fn0GXKXUADsz3A3Ou4V4\/LhpqsLO0W5\/VXVQQNOIcQlxwnVpBeOiRhDXMByGDPty5qqaps8vLG2oOWxVCtnYXgQDGbE2NpEwhB72TJqGLFTwSQWpAFJZ3fMSzARdVVUzWz5fZZ3JgTtf2lrK6CH\/wBuUeuiudJ9RVk5pRPbqyO7Z5OoavrqCxNie2U3rVSAJfMnn98kRaCKS1pNzsqpLX7lSvDqGRDgNuL\/AJUVcFh3AAd4AylwATEFDXBIa0bxdurqUn1cu5iLc4hDULEBqZALEO15EEhw7aqTAKajIB6AqIhiKIDu4ZAt3yW3w5XNwyt2BUumOevRfDqrL3n6axWIXzrwGIvY\/A\/EsQp6g5fW\/DVPSmrmfBvFcVIXUXNft0z6UoookaKKKICKlZVIC15v9VY7UsvQ4lbB14H9VePcmVfE+Ud34eI+MYkleW8WV2\/ieLdcDxdcnn2QulzMGId9u9lnNTTsZGosSNC3qnVGZJAzIuzyyzG0erZW9FPS+S6qSL5gFtX79EBIfN9\/r5K66v7u\/n1VCsAglywtbKLu4ZZrNwPFGimoAkDEDVB2pPCXpNQzqFUh4zWckRmZcW5MfL8p2HiGggMOIVP81IemoEOC9x8oDblBUeIGwe4dhcMW1uWI1ZJRVg9zdos0er+Sdj4IorbjorAb5qJoqDAtLHNiNjol4LuOG82cNzI6whpwoFTjh4hS7iCzk8N2bNAxOMjLfWfcbBEBxEUgwDdi4FTOTSHLBnjIFXTg11cf\/qCagagG4L3MkPYSk0ybgAAze47CNPBiqHBlnLxObKYwAppM8TSOHhYP8vzPJIm2qCktPm99\/wC1eLS7EVOLaXj1+iAo6G\/rm4A8lMSq8TvcczdUGeQIcQ92YesqngzERmZhTQvLXW3p05K6f4n5p4v4kFmZ+J7OCGa\/khBhmDDMic\/dz6JbJGs9FELbH1UQHboqWvBLLCKnWjDrXTKwrs+ExV6P4b4lmXkfD4i6\/hfEppfVP078UZl7fw+MKgvi\/wAM+IMva\/BvjjQSse+GvHb3CixeE8fTULrYKwscbatRR1CUBFRKVi+JppuV5\/4t8eABFJTnNpWyG\/H\/AIoKaSAV84+PeJqB+YEEgEPmDY8in\/GPipqeV5Tx3i31XRzzjn661k8dirk+ILPrZPx8a6w4xk5i8RB\/KtJGIb9nv7JBqZMrSKis7VyKqAeDJzsVfEAXYWdmekvkwMRqhHMDLnH49UNdTtADMIGlIDneFFXAihyADJYSwDnc7qyTYMMnvrD52vshAF\/Q59yqNWUs4LO8h5J6nzSNQOYv5xzREXJkjJ7zNuSlILWJcND3Q8ViNrBp2QbofF\/htPh6xSMfDxXw6cQV4D10Coj+FTsxGvosYpNTU0gBjEjNo9pP3S6qrO3ln9SirxeK9LxvEuY3JRpgoqDzYw7OA9y2v28qOpvnGeU8kNRef6RPFje+UAOOe+6WhKKCXIGRc2Agm\/mhp3KKkzPr7qqqR2zOJ8kgoho\/tQU6TaJRU0AvIpYEySHZnpEfymymMzmxESBHOUGbhYpAA\/apq3ILlWgq4cqQYEl3tnCik9rdh1OU2k+az09\/Xqm4ZD7brolYVu8PiNa624GKudhlnBMghg1230CaMTry91ozrv8AhvFNmuz4P4i2a8hRjLZheJbNAfQfA\/HCM13fC\/qQ6r5bheO3WvD+I7qbzKqdPqdP6mSMf9THVfOP\/wBI6peJ8S3S9Ifu9l479QE5rz3jvir5riYvjt1hxvFlVJIm21r8X4x1zq8VzmXyBYnSfXokYuOsdeI\/fVMl4mJqfLPYeqyVnv8AOquqr1Hfqk4lZYXbL0dvIKbVSJ+6WIyN9w4PuAUquuByy72Ur6dSNNPNA1\/MPCztWacIh7MB8x+U0sRHDU7EnICb7pBqjQPDyyvhj3g7qU0Eioh2pDmxYOAHMZkDrZSpVVNzyOeekZa\/dA+w+qLDBcAGYzYPuhc6ZPI1uY3SNfCTSSSMgz\/NLm2dMF9HCGgh3Zw9ixscxyV00F+EAk2Zi+8bAIRU7O9xa51bogzBjFv5XDGJYEHqXuhNB4Xi1POXbmY9UVYAAId3YgsQ7O4Ihti6CmCXpBaGPNASqkimksQC8m1RBYtysgfs+iKrDbYl9yMmLfXRFi0gM9TkhyGmmoRw1PoBlqkYCM4382z+ihOttrTztkq4nnny6KzRIAuevKbf2gDrqMEsxBinLY6HOEujZ5HnOXeSPhHCZ+boQx+o6+yXXWSZnIaNoEguvDkuWOfNRV09lEE34bmByA1JIZNoq+UFwXBhy4OT75hIoIztryeA5ZXRU3lnn3da6jG2qok8RpYEAgAcIaz0jT8qqa9PSX2hZ+InWAzEmNtroziPLufXJoVSpsaqMTvNOw8drhxvHsVhNcC31V04ivU46g8RaOZczOlhpGiZT4jdcoYvt57o\/wBxPU46Z8Shr8T0XO\/cUOL26BjbiY\/l0SK8a\/qswxAxe+gH18vNLNaWn6nVYkHX0G5iUFYJkWBAeqoOCciYF+KWSaq3AHPY3fqqrrpLnhZyGYkUgf5Bi5k7xupvSpFV9tPkUNRA5trYg5xFj6aSJqHLvdDUb3fe7uH+qi1WJXUGdyapfQg5guqpZwC4BM2JEyz5quOD3GnJB3cZqVQzEqAqqFL8JcUuzs\/ymoBwC2QMHVDiVUvAjkzFtHyLiUdOBT8hqxKaaaiZB46qACf50UyHgjkk4pcvdmnlH2SNCGbOBLGC0htjnshFXXS7beybhnhIqeXuQDcSQM2c+SVwWAL52ls89GSMeFWaZBGYkO4kEzCVxf2mUVR\/F4qdwSDbXMfZXVVRwgik8bkVORwNw08JADHifiJeJG6AUTqNduX9Iqq3ZtGgGNr9urFFgWL5PLkQ231V+Jopp4eGricOTYiqxpI2LeaNCv3DBexLZMbxpKGoW4S5adXzdXQdg7vI7Btn\/sgqOf5QZmDXS1Vi4Zj0+akkxVfVAxYkfxBzbo6rK0Du+6E69hILppvNnLemanCXZpfnOileISz2AA6boxQQQKnAEwz9H5hAP8MPD8I\/c\/f45fg4OG5ZnmzKLIKjoD0USGtdEnN9E0PUQHeqogByAJLByYpuFnV0nUPzdvQhaIOd39bfdFxP9ny6yl4DGocRalxxESQMyAbnbNMprA4gJBcTTLPB2LJylYs1jP09gGhWCkkzN1HT0sP41fFfK0JIKp09LD+NU\/Ls5IGeBMx1shqq2\/KNGGcSoVlK4lZqm0b\/AFRp4s1d79hUXJbP3KEYhBcN5R5KjU8l+2P5U6eLxKy5Ju+VvRWD5ke9753SiUWJRUGJDOxGb7hLTxKqnABLZQBZyZ1nVASO9PurrJJJN3ck3nX3RGv5aWopDOeMcXEfmH8nJEWDAXlykYaQIciXsHIbY3fZCaosxnX2tf6oqiSCTVY2zL3O34UwqSXIAYBzURDfxcg3ckdWQZRL7DrG2uSug7gZtq+rXbmpS8lrX0uwd9yoP68\/7SAxTBcswJ\/yPFVLHrZwgxK3JFNg7E\/y4XLcWVtFfu2rhkIpzBkBzk073ysgxYfA\/wA\/FlFP3q6dshNZaSey\/M3KqqovJeGv5Kh39EBdQjrafPzcIoN4NwbB73J5tuFMaoGQSXd3uMpOfRVhVEZ3BBI0PZSCV1OTNyTvdFiYhIpp4QBS5cU0is8TOKq71M0PaWSfwiBJ3yGqAl5PL0iEWNXVxfMSao\/lJtHoqjry09XVYlblySTm97MA5QB8dIvTP\/ZvThKiV5eSiA1ZISYHI\/RRRWk67P8A6fRKBUURCMFx09kJVqJkulTLvRRRACVswRNP\/YfRRRAIyPeRQYdx091SiAGqyY\/8OdXuoolTJeUw2o2pPrXKiiVP8Z6rKVC\/eYUUQBU3p5j3CKsfz\/7H\/wC\/sPJRRAJJ76rR4SkEVOHmi+9cqKJHCqg1VQEXtzQgexVqJGLwtINUh4PsswKiiYMqP0R1X6fZRRIFEpjtVEMYbK1lFEr9BVZzzcoCoon+A7DEKKKLNT\/\/2Q==\" alt=\"Enana blanca - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Sabiendo eso, el hombre est\u00e1 poniendo los medios para que, antes de que llegue ese momento (dentro de algunos miles de millones de a\u00f1os), poder escapar y dar el salto hacia otros mundos lejanos que, como la Tierra ahora, re\u00fana las condiciones f\u00edsicas y qu\u00edmicas, la atm\u00f3sfera y la temperatura adecuadas para acogernos.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" 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\" alt=\"La muerte t\u00e9rmica del universo - YouTube\" \/><img decoding=\"async\" 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\" alt=\"Big Crunch - LA EVOLUCION DEL UNIVERSO\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Cualquiera que pudiera ser el final del Universo&#8230; \u00a1Para nosotros no ser\u00eda bueno!<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Claro que es muy pretencioso pensar que, para entonces, podamos seguir por aqu\u00ed.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Pero el problema no es tan f\u00e1cil y se extiende a la totalidad del universo que, aunque mucho m\u00e1s tarde, tambi\u00e9n est\u00e1 abocado a la muerte t\u00e9rmica, el fr\u00edo absoluto si se expande para siempre como un universo abierto y eterno, o el m\u00e1s horroroso de los infiernos, si estamos en un universo cerrado y finito en el que, un d\u00eda, la fuerza de gravedad, detendr\u00e1 la expansi\u00f3n de las galaxias que comenzar\u00e1n a moverse de nuevo en sentido contrario, acerc\u00e1ndose las unas a las otras de manera tal que el universo comenzar\u00e1, con el paso del tiempo, a calentarse, hasta que finalmente, se junte toda la materia-energ\u00eda del universo en una enorme bola de fuego de millones de grados de temperatura, el <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" 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\" alt=\"La Tierra en el Universo\" \/><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/236x\/d9\/27\/61\/d927614d89f5c90a8485041d5adc1638--universe-theories-earth-space.jpg\" alt=\"9 Big Crunch Theory ideas | \u0643\u0648\u0646, \u0645\u0633\u0628\u0627\u0631 \u0641\u0636\u0627\u0626\u064a, \u0639\u0644\u0645 \u0627\u0644\u0641\u0644\u0643\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">\u00a0 \u00a0 \u00a0 \u00a0 Como nadie sabe lo que ser\u00e1, imaginan diversas teor\u00edas que podr\u00edan ser<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">El irreversible final est\u00e1 entre los dos modelos que, de todas las formas que lo miremos, es negativo para la Humanidad (si es que para entonces a\u00fan existe). En tal situaci\u00f3n, algunos ya est\u00e1n buscando la manera de escapar.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" 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\" alt=\"Multiverso - EcuRed\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Si fuese as\u00ed, podr\u00edamos mudarnos de barrio<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Stephen Hawking ha llegado a la conclusi\u00f3n de que estamos inmersos en un multi-universo, esto es, que existen infinidad de universos conectados los unos a los otros. Unos tienen constantes de la naturaleza que permiten vida igual o parecida a la nuestra, otros posibilitan formas de vida muy distintas y otros muchos no permiten ninguna clase de vida.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" 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alt=\"CIENCIAS NATURALES\" \/><img decoding=\"async\" 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\" alt=\"Cosmos - Carl Sagan\" \/><img decoding=\"async\" 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\" alt=\"La energ\u00eda como motor del universo Jaime Restrepo Cuartas Nota del Autor:  En la realizaci\u00f3n de este ensayo, he usado informaci\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Este sistema de inflaci\u00f3n auto-reproductora nos viene a decir que cuando el universo se expande (se infla) a su vez, esa burbuja crea otras burbujas que se inflan y a su vez contin\u00faan creando otras nuevas m\u00e1s all\u00e1 de nuestro horizonte visible. Cada burbuja ser\u00e1 un nuevo universo, o mini-universo en los que reinar\u00e1n escenarios diferentes o diferentes constantes y fuerzas.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">El escenario que se describe antes, ha sido explorado y el resultado hallado es que en cada uno de esos mini-universos, como hemos dicho ya, puede haber muchas cosas diferentes; pueden terminar con diferentes n\u00fameros de dimensiones espaciales o diferentes constantes y fuerzas de la naturaleza, pudiendo unos albergar la vida y otros no.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" src=\"https:\/\/i.blogs.es\/69356f\/globe-73397_1920\/450_1000.jpg\" alt=\"Todos los multiversos que las teor\u00edas cient\u00edficas est\u00e1n imaginando\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">El reto que queda para los cosm\u00f3logos es calcular las probabilidades de que emerjan diferentes mini-universos a partir de esta complejidad inflacionaria \u00bfSon comunes o raros los mini-universos como el nuestro? Existen, como para todos los problemas planteados, diversas conjeturas y consideraciones que influyen en la interpretaci\u00f3n de cualquier teor\u00eda cosmol\u00f3gica futura cu\u00e1ntico-relativista. Hasta que no seamos capaces de exponer una teor\u00eda que incluya la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> (la gravedad-cosmos) y la mec\u00e1nica cu\u00e1ntica de Planck (el cuanto-\u00e1tomo), no ser\u00e1 posible contestar a ciertas preguntas.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" src=\"https:\/\/universitam.com\/academicos\/wp-content\/uploads\/2011\/12\/supercuerdas.jpg\" alt=\"SUPERCOMPUTADORA SIMULA ORIGEN DEL UNIVERSO Y DESCIFRA 10-DIMENSIONAL  TEOR\u00cdA DE SUPERCUERDAS \u2013 UNIVERSITAM\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Todas las soluciones que buscamos parecen estar situadas en teor\u00edas m\u00e1s avanzadas que, al parecer, s\u00f3lo son posibles en dimensiones superiores, como es el caso de la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a> situada en 10 \u00f3 26 dimensiones. All\u00ed, si son compatibles la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> y la mec\u00e1nica cu\u00e1ntica, hay espacio m\u00e1s que suficiente para dar cabida a las part\u00edculas elementales, las fuerzas <a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a> de Yang-Mill, el electromagnetismo de Maxwell y, en definitiva, al espacio-tiempo y la materia, la descripci\u00f3n verdadera del universo y de las fuerzas que en \u00e9l act\u00faan.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" src=\"https:\/\/astrocuriosidades.files.wordpress.com\/2016\/10\/6a010535f2c8a4970c0147e229aca2970b.jpg?w=435\" alt=\"Hiperespacio \u2013 Astrocuriosidades\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">\u00a0 \u00a0 \u00a0 \u00a0 Cuando la inteligencia no alcanza a comprender&#8230; \u00a1Imaginamos!<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Cient\u00edficamente, la teor\u00eda del hiperespacio lleva los nombres de Teor\u00eda de <a href=\"#\" onclick=\"referencia('kaluza klein',event); return false;\">Kaluza-Klein<\/a> y super-gravedad. Pero en su formulaci\u00f3n m\u00e1s avanzada se denomina Teor\u00eda de Supercuerdas, una teor\u00eda que desarrolla su potencial en nueve dimensiones espaciales y una de tiempo: diez dimensiones. As\u00ed pues, trabajando en dimensiones m\u00e1s altas, esta teor\u00eda del hiperespacio puede ser la culminaci\u00f3n que conoce dos milenios de investigaci\u00f3n cient\u00edfica: la unificaci\u00f3n de todas las fuerzas f\u00edsicas conocidas. Como el Santo Grial de la F\u00edsica, la &#8220;teor\u00eda de todo&#8221; que esquiv\u00f3 a <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> que la busc\u00f3 los \u00faltimos 30 a\u00f1os de su vida.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" 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\" alt=\"Las cuatro fuerzas fundamentales 20\/03\/17\" \/><img decoding=\"async\" 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uqvlHDaQkdFRIa9kkaiPSvay50by9VQVyvVeKIGT5ubVpAQ6m16AwAOmzVY3dYWnAAfgkkp6fWMnVMKl100l33sChJ6qDt6Yv8U+Zk\/Zv\/AAnFmsVuKfMyfs3\/AITixzQMnmOBPmJ4ydKx\/BYAXKWwIctUbWOm\/bej3GIGOfLTV11DmKh30H4SofQzdx0iTsAK7Wbxf4rmpU+BhGIj6ckrqt6n6UasFFet9vPFYcy5h3gVWy63KgdgS0bK+XkkVb2pwV+3wnzrB5gX5KljkzAXrsWnybqWYupQPAHO+2saWvzrE2UfMqqu4zTSCVDOpAKVbg9Iea7qdvIC97xXPNLr1JAqMXMelTIfkx8ITL6XFeBjr1bdyCPLGl4Fn2mjYuFDJLLE2kmiUcrYvcA128sQGUy8Gbp5GSYO8OVVmFhxU2ZLeybJVWWwD598GY2zf5PjLa+vSCQgASadYEhUbgSaLI9+NLWFpwBzxsrnVSoTNGhkzLBmUs+oyL0i4BtlK6tjsdrrbGk5mWc9IwBrHXJ0gbH4NLo79vHpqvOsH9OFWAMJmeHZgvF1GzLxxzQyagx1+LLuslaaJUOVseVnywlTiBM2p5QxcClXYD4Smkox8IAhvYA3+lvjd1hVgDKZiPMI8wHwqTSjdAK\/gYdLfWxHznUvc7+zXngfkYM69Ru+YEYkmIcWrFegjICWtq6hYb72PTbG7rCrAHP8xk82ViEvwh1DZOVmABdX0TCfTQ2rw+EDa9sT6M93brBelAGKherp+ETFgCBvL0jHqr+lp3xuawtOAAnBOrUXW6uvRL3qtOsaOpW3W012\/pYOYasPgBjgNyl+bn9tmv8AUS4MnAXlP83P7bNf6iXHRdh8V+SArgzZZMtkZJ1UvpRI2KFiCR7gdI952GNScwgbQXUNV6dQuvWu9YxfD+XWzWVy5OYeJBlemBGFsl\/bJ1q3kqgVR7774vnlyVhKHaBjKLaQoS4bpqhUesRK9rHhZh78Wv8ANlxfqFkHxxGI9nBGln1A2KU0dxteFl+IxlEYsF1gFQzAHeqGxIJ3rbAHM8tySHUehGQmnQinQSJo5QGFC1bRTfX7sV5OTmZX1NFqaHMKoCbRvLIHUpe4Va8qN77Y5FNgsqkkAgkGiAexq9\/TbEJ4hFdGWOwQCNY7k0B39dsectGQzkhACVIKjxN4QLc+ZsfdWMtLyUCrD5HU0WdSzH+lPMJEbt+iARfffbAGt+GR2y9RdSi2GoWo9SPIYrz8ay6GMNMg6jlE8QosFLEX2BoHvjNcR5SmlldzKnijmQHxXUkOgAgbEBt73J+zFl+VyJVkQQ0kySBClL+b9B+w2bfUD7hgDQxZ+NtJ1AayQoY0TRINA7ntj2mcjOqpFOndqYeH6\/TtjIDkxw0TGRWCVY1MoXTO8oK6e5OqiDXsjysYduSz0yquiExyqxVa1M2ZWZS1bkUCp89zgDYxTKwDKwZT2INg\/UR3x4Ocjq9a1QN6h2OwP1HFDl3hpy8PTar1u2zMwGptR3bf+4D3Yz2U5PlCokjwskaZONQFO6wStJbXtbAjYdj64A1vw6PyYVo16r8Om6vV2xFkuLwyLqVxRkeMEkDUysVOn9bcbVjOtyk9Gnj\/AEiqlTpI+FnMKhH6mnw0P8NsRnlGQqQWgtjmAfAajEsvUDReki9r9QDtVYA2E+YRBbsFBIFkgbnsN\/PFDMZ1JI8yq3cQdGsefTDbeophgfzVy82a6el\/YEilWZgGDqFJJXfUK\/vPbviXL8MMMWaJYHqamFXsBAiVv33S\/txY5oEg4jFEuVEntSKqoQt6bVQST+ipJUX6lRiwxyoLQHoAj5Ro\/Dtvesr5b73gRmeXTmVDNPJGDl0jUR0KumYkkH9IL2r2Rj03LspWVDJFpkPU1dM6upaMQTq8UVrWnuVIHlg8wXzn8rpkkHTK6BKzro0tRIFm92BXufdvixl+IwAJbxoZQGC6lti2+1GmJN7i7rAfNcuyyMZWeISaYaCxnp6o52lGoarKnUAd7sXiIconS4MilmjAvRsrfCHnbSL8KW1AeVDEBqo51awrA6Tpaj2Oxo+h3xUHGstdfCIr1Ba1r3N0O\/c0dsTZdGBfVo3a10itqHtere\/6sZiTk649IdAfg8sN6PN5RJq9fLAGl\/KcNuvVj1Ri3GoWg\/pC\/D9uK0vMGWDRL10uVmVKawxX2hY2B8vrwA4jyfJNJM7TgiSPMRrYYkCUoQCNWil01sovYnfFluEaMx1lkjBGYaXSUNBWgjiZbB2bwagff2wAdg4pE3TGtQ0gtFZhqPrQvf7MPHxWBlZlmjKpRchxS+Yvfb7cZfI8nFHgcTB1RYQwtwLiLFSoVwpvV+kDR386x6l5LJjVBMFKxQpagi2jlMoJKkGj22IPneANYmaQp1A6lCNWoEaaq7vtXvxTh4vE8kcaNr6iPIrKQVIRlVtwe9uP78Dm4FWRbKtIELajrDNQJfX3Zyx37+IE79sR8v8AADFIkpkVqXMBtJdrMjxNep3Zj835+vuwuAtmOKxpMsJZdZVnI1AaVAuyCbr6vf5DHjh\/MOVmjjljnjKSkBDqA1GgdNHfVR7d8DuJcvyS5uOfrDpo8bhDq20q6sBTaTeq7IJ7jtiknKUvSjiMsVLF8HJ6Zvp2CGXxeGbbc9u36uANJJxnLqWVp4gV2YF1BG+nffbfbE4zkevpa16latGoaq9a71jOfFTckshs547pv\/zDWN\/6PY+uJMny66TJIZFKqyyHwHWXEPRI1X83W9Vd4A0pwF5T\/Nz+2zX+olwZwG5T\/Nz+2zX+olx0XYfFfkhnOEcflhhgjWNDGkOTZiWIY9aZoaG1bUDv33HvxYbmkozPQZis9p1Dpj6WYSFCR+gD1CzsRdL7sF+UcupyUBKqSYkskDy3H3HcYLjJR2W0JbXZ0izfe9t7rFr\/ADZcX6hZGSz\/ADDNDIzEpKejGNMRJj1NmDHqN7igdxflV49jm2XShaFFICmRWfxPcxiAiAu221UdxqVTubxqE4fEF0iNAtaaCiqu6qu1+WHXIRDTUaDR7HhHh\/q7eH7Mcig3mbjvwRA\/T6hOo6ATqKqNTFQFYtQ+obiyLwMTmOZzmAIlrqRxQMH3LSRRuuoFaWtZa7PpR89DxDhUM4AmjVwLq\/eKPbyI7jzxE\/AsudVxL41RW77ha0dj3FCm77DfbAAM83FaCwO+lImkJkUEFppIKqqYh4zuKFG\/diR+atJGuNlIXMBkBDeOOSKMANtsTIKO3neDQ4JlwK6KVpRNh+ijF0H1BiT9Zw78GgJJMSEnqA2LvqFTJ\/8AsVW\/qGABeZ5ieM6ZMuQVVXlqQEIrOUUjYdQkg7bUAfOgdCuBq8Ay3g+RX5MkrdmjYPmd9wDve4B8sXcvl1SworUzMfezGyftOAPOezYjRnPkLr1xW4Vn+ogdioJ8h5e7HKuORZ\/NcYnVSQkJVYg7FU9hWGw9okkknAbiGaz8DSZWeUrMwpQpFHWaUoRWx7A\/XfbG1RlKXwyWWRzlV1c0d4hzSNYR1au+lga+ujtjGc986tlHSKAK8hBL32UEUt15km692Obf8N81NFn4csI3WZXZZVrsoB16vd7z51jvjZRDZKKSfMqMTSKTj8MXmd9DrQU9apC6W69rmN5DyfEDI+ZzjnTKoqNjuNzRC9kFeXnfuxr+J\/My\/s3\/AITiyFrFfinzMn7N\/wCE4xSjq2RvSKzrTc2kvolZAnNZ9oY8m2\/TLIshClqUwuV7AkeMIL99eeA3C+M5x1jkcmguRLJ0q1GZyku5FrpBDV5Vv3xruGj5GP8AqJ\/CMWqxp5nE5xneITtDFGxeO\/gjKqxMeoTmx1LaiUCKoJG2xs7HB7g3GpTJJ1idKq5kHSI6LCTSiA18pqXe9+19mAxqawqxAIYfCwsAMcV8r2YeYZr+02P7jj1NPR0gFj6Dy95Plio6OGDlgoalbSLr9U79+9XXpjLYJ3gKnVHQ9V8j+B9+PC5ovtGNwaYn9E\/7n3YG8Z4kkVBpypJIALAF2q9Citz612GB7cfysUcbtmlR28IXUDddxVE7evljON7JC6NPHlQNz4j6tv8Ad5D7MQvKqGR2IVFALHsBQJJP2ViNMySgkSQMDVAqNyew2rHiXLq0ZjzCAqxtid1Ju9\/QfX7sW5Va+ORz3N8+ZzOHoZGEqWvxjdqs0fRBVbn346bwvqdJOsAJNI10bGqt6xDw7g0EJLQxLGWAB0irrtggBjNOEljJ3PZpdejUtGjDVS83xHwsLCx1PEMcBeU\/zc\/ts1\/qJcGjgLyn+bn9tmv9RLjouw+K\/JB+TvzLL\/s1\/wAMGsBeTvzLL\/s1\/wAMGhi1\/my4v1CyFhYWFjkUWFhYWAFhYWFgCOSQAEkgAWST5YyeW59gkzHwaOOV3L6QVClT6sDq9kDfE\/PHLkmdSOOOYxgP4xZplPfYdyPIH349cscmZfJtrj1M+nSWY++zQGw+zHKTqOVlke2lHRY0XKo25PJLC31bPXHchL1VmiGo0AQO4rt9YwA4twSR85BnJ4S7xLSKN1G5IJobsD2HbfHQgMPWGzabcW1c8WDB\/C8mB8q0aLK+7kKAx9AT3O1YIDCw+OiQFirxT5mT9m\/8JxaxV4p8zJ+zf+E41HNAfhnzMf8AUT+EYs4rcM+Zj\/qJ\/CMWcHmBYWFhYgGvCJwjjMc184wZRWUuDNXhQC6NWNX6oxmUlFXZ0pUZ1ZKEFdsOy2rFgLBABruK8\/ePdjxNOHGhCCWsH3DzJH+3rjOcicxZnOh5JIo0iXwqVslm8+57D\/ztjSQwK9uyg32sdgO34\/bjClrK8d5a1GVGbpzzX3Mfzby\/FJNlnmVmEIkUAXTK5UkmjeoVR+u8ZROQo5ZZkSQwKjIcuSCWVSAZdd9x+iLN7XjrOayyAWSy12IY7HyoX392IMvEWb5QsDsQt968+393ljUatSDsmcJQjLNEXDcn0Uj7lFVUF9xQChz7z5+gwTnzCjbuf1RuT\/578eWyanvqPlux\/wALx54fGFXTQBUkGvP0P2gg4YmibKIVQA9wMTYYYfGwLCwsLADHAXlP83P7bNf6iXBo4C8p\/m5\/bZr\/AFEuOi7D4r8kBnLmfnjy0SDJStpQLqEkQBraxcgNfWME\/wAr5j6BN+9h\/mYz\/AeHyvOrlmEIijIB1aSw6gIADUp3F3d4oHh2c6CLU2tBArHU1kidmejdt4K38xtiVa\/xyeos339\/E9tPRIyt8a3c+m81\/wCV8x9Am\/ew\/wAzC\/K+Y+gTfvYf5mMrxTLZn5LpicKkM2sgOCW1L4gNXtkaigN0dsFcqp+GFzHmAi2F9sh2KgvIwugBWkD1JOMbdeBc+oloiUb618G\/J25hX8r5j6BN+9h\/mYX5XzH0Cb97D\/MwI5bObGZd5lcRzq7UQfAyvpQEXUdp5CwavzxTnyWbObkKiTpPM\/mQFqClI39gsT9oGJt1a+p69QtDWu4uawV\/1xNH+V8x9Am\/ew\/zML8r5j6BN+9h\/mYzOQyGaKwaxMEUZdZwS2ptKya63sjUUsjvXnWL+VaSLM6hDmOmcvEir4npuo13v3CkEnvi7deBc+pHoqV0pXC35WzH0Cb97D\/MwvyvmPoE372H+ZjPcHTMQRTFkmaYo4Tws1HW2kbtvdqfKgCLxXOWzq5YwHqFlzEJVhrNxsQz+OwWUEkHtsKxPaFbsevU37CtZrXWDt+zVflfMfQJv3sP8zC\/K+Y+gTfvYf5mAedEwyEQXr6xOmug+rT1T1Kq2MYWwD+rWKSx5rrIXGY6WlyKDklev8mDpYEP0\/Xy774rrpf8evUzHQrptzWDfLqan8r5j6BN+9h\/m4X5XzH0Cb97D\/NxmoGzRzEpPX09bMeT0U6PgqxWnX2A8V9tsSct5qeOWPrLmCrZXKrujtUm+snagRtZwVeL\/wCPXqJaFaLesnZXND+Vsx9Am\/ew\/wAzFfiPFcwYpLyEw8D79WH9U\/8AuY0C4r8U+Zk\/Zv8AwnHaM43Xwrn1PEB+H8VzAijAyExARN+rDvsP\/cxY\/K+Y+gTfvYf5mM5w3M5xlzOlm0xIRENu\/RQrQ0+IXe999t8Q5jjGaPSKSNTNGrHYAfIFns6TQ11Z8j92OUq8U+x69T2x0GbdlJfyuan8r5j6BN+9h\/mYX5WzH0Cb97D\/ADMZyfjMwzCKsxEWjLW7AVbOQxYadydlraiQe2LvDOL\/ACsztmGMaLJoR6ttBOtzS2FBpV9QCd8RV4eFc+pmWhTir33X\/WWYV\/K2Y+gTfvYf5mAOc4MsuZ+FScMmZ6UaTLBpJHZiOpu1bb+mLvJvFp5GkjzAINJKl1el7NADalqge\/axibmbiM0ciKhCR6JGL7Cyo7AkEX515\/Zg6lOUbuC59TUKNalWdOMrO2aeatcnhz8yjSvDpQLJoSQDvuf+piOPiWbUBRkJKGwJki+zbq\/74B\/Gad5o9LaI2iyz22nYyOQxahuDWnaqJHli7leYJXzpj7ZdzJEj2KDoLJB\/SJsjT5ae5vE28PCufUS0GqrttZX\/AL6hGPPT3qORmZvUywbfUOptj3NxGdhR4fN+9hsfV8rscApeLTdAzFyJIXjgbfZnMyrI1dvZqj7zglBn2jlzRknJTLqrU2kAhkLbkC9iNv8AfF20MtVc+ph6JNK9\/wCw6osx8VzQ2OQlYevVgB+35Sj\/AHYeLimZBYnITbn\/ALsPoB\/3cBMhxzMPl811CY5YYzMnaypRnQaaPhBFX3NeWJ87xOeML8sdJyzzByqnXJtpj2FEb9hufsxNtDPVXPqaehTUtVtX\/Vwz+V8x9Am\/ew\/zcL8r5j6BN+9h\/m4z+V4\/mGzLo7BFD6aNV8wHK+uvVZBJ7AjFefmqcQ5Z0pyIkmn7Dwk6Tq\/UHc3v2qt8PaIeFc+pr3fV1krrH695qPytmPoE372H+bhflbMf+nzfvYf5uC0L6gCKoi9sSVjrrx8K59Tw2Av5WzH\/AKfN+9h\/mYi5OkY5c6kKt1szakg0evIasEg9\/I4PHAflf5uT+0Zn\/NbGtZOm7K2K7\/r9QAZ+YXy0eXRBF4opnqRmBcoygRoFBt21bbHt2OCs\/NcCPLG4cPFG8pUaWJVApegrEgjUNiBfleJuAZNCkMxB1qjoDfkzKW27XaDfDScq5ZmkYh\/lBMpHUbSBLpMtC6BJUG\/rxzn2nxBRn5ofXOnweSPpRxOJHAIBkZlFqHv9GwB33usX\/jAlnwSaOokQk0jQztKIaG97OdzVd6usSZ\/gsEjszlgXjCsA5AZUbUpI9VJ7+\/EcfA8vIrMjSGOUiRQsjaVbUJBIgvwtqAax\/vjJSu3My9RgFJjSOdjdA6opliNamChdybJGLmV49DJljmwx6YD2e5BVirDa7NitrvFVuWcqoCHUC2sLcp1Fmk+EMQSbLB11D0A9MX4OBwrA2WpjG5kLBmJJLsWY6ib7m\/dgAJ8ckjEzZhGi0TmJUYqGIEMUrE2+mxrPY77Vvg3muJqqwuCCspFHfcGNpLH2L54pHljLgFS0mtnMmsynWW6aRsQT5FFAI7eeLWchy7pFqkGlAXQ6xuAhjJsnxCn7+pGAB0nOEZVGjilfW8A06NLaZgxjcA9wdJ+49sTS82ZZTIpY3GHJAF3oIVwoG7FWaq+68ek5cgZQUZ\/YywR1e6EOrpEGiD7ZvuDePOa5cy6iVndkjcMzgsqqttqdrqxZ33NbmqwBaj40hfQI5tVWw6Z8F3pDfqkgXXoRdWMVY+bMuw8Adm6nS0KuptfTMlUpI9gX3+7DTJk5i8y5pdDAJKI510P4Sqhq7NpPkRYrvQxNw\/liGJlcM7MrhwWYdxEYhsABWk+Q774Apzc3xFA8Su1tlqUowLJNJoDqKtvP7vTFn4yxXfirSfDpOvX1elo0\/razVf7b4c8pQaVUNIuiOCNSG3AhcyRnt31Hf1x7PK0FVb3Xt6vFq6vV13+v1N77eVVtgC3keKJLo0K5DdQHwkaChAZX\/Va7FHvRxNxT5mX9m\/8ACcRZHhSxaQjvSmQtbX1Gc6mZ9t2uyOwFnE3E\/mZP2b\/wnFjmgZrh\/MdTLl+kmlejHYkuQloFlvpabKAGrv7MXk5nyzKCBIT1Ono6Llw2gyAaAuoWoJxLwvhEQR3PtTpHrPYgdFI6UjcCl9e+IOFcrxQsjB3ZldXF6RusLQgUigey3p3GDzBDlOaI5NJMZiXqzRsZkZdohIzFfDR+bs323HfFxeYICLIkTwSv44XUlYwpcgMoJFOPrv3HEM\/LkIsyPI0fUlcJsQDMrJIBpXVpJkJ3OxPkBirm+ExSQhmzc8ldSIOuktpkKxNH4Y+1qN6uwTffEFy1JzNEnVeRWVI5FTWqlhRhjl1NQ8AAfz9MEeJZ+KNFZwWDkBFVS5YkEjSqgk7An3AHAviHKEMuoF3GotdaTs0KQsKKkDwou43BuiLOCmd4SJFjUO6NEysjrVilKHuCCCpINjz+rAAvhnMuXkSAuAjzJG1BSQmv2FZqpSSNgavBTPZqKEoH0qGL7natMbOxqt\/CpwOyvKEMbwujMDEqJuEYuEvTZZCQd+6kXi\/xrgwzGi3K6Or2HfXE8R+4Pf2YlhdlGXmbKDRTahJL07VCabQZASKuiosGvPFqTjeUHU1Sp4K12NvaCd6pqY6TV0djWK8vLQ1iVZWVw0LKdIIHTjaM7HvqV2+o4rRcmRqX0uACwYfJrqX5ZZiNfdhqWv8AG8UXCS8YypOkOLK6q0Nemid\/D4dgSFO5A2GI35hyYRXMq6SzKBpawyjURp06gQu\/btvhZrgRZ5ik7xpOD1FUC9XTEYZWO60Au3qo991OHcpLE2vqWdUjEBFUW8KRGgvYeG\/rJwFz1muZMoArqVkUyxoSo7a1Yq\/a2UgUCt3e2LH5ayos649HTjex5h3ZFGkCySykAd72qxiq\/KfsFJ2Vo1ywU6QfmVkANH16hv6sOOUVB1LMwkAjpiAfGssspcjsdTSsCvau1YWLdhjLZ+J9AjcMHUstXRUEA79hRNV3xdwO4ZwwwqqrISo1lgQPG7trL2PZ3J2G2\/uwRwIMcBuV\/m5P7Rmf81sGTgNyv83J\/aMz\/mtjrH5b4r8kYBzzN0sioWZ1Z5QyQvoZh0pSPFrWgCAfaGGiyWfE+XLB\/AsayOr2rjpOH1AyAag+ntH5A6vIXzxVsvk4Siq0jkqis2kGtTvv\/UU\/bWCMfMMTFQgd1KJIzqvhRWUshYkg7gXQBrzrGJ9p8Smcj5ekByUrxzPKMtIkp67HTKyQm2BkAKWjAgAi9O3pInDs2UZXWczHLaYpBNUcZ+DqpDgOLfq2dWlu4NitjJ5kSldkkjjIka5EolVj16lAYmq8iL8qBxBDzSFQdSOUy6pAY1jorS9QWC9fNkG739x2xkFBMrnHk6phcVJqRJHGw+AtHuVY6QZTWxve8UI+H57oMrJmD8qrImujRiAIY\/CdYTqWdpCR6VtjcZTPCSiqtpKI6uR4WDXQG92ALIrzGB0nM8Su6FJQEZ0LlRpLrH1SoOqySlkbVsRd4Ai5jyc7wRPEg68bLtq7a1MUviPcKrlvfpxRyHLT6pUYaI4jGuWOxFLIZ70\/qhiqUe4TBEc1RUpMcyhlVzaDwIx0o7U1qpNgeexJAAvEj8zQBbp\/07ULuCsoh0kX7RkOketHAEPEMmcvkm6bnVFcwPbUwcylaHZWNrp9DWJ4+tFlCxjM0xVnMdjxMxLaBdAKL0\/UMeU5jjYqqRzM5LakCDVHpYIxfxUKY1sTe5FjfEnC+YIpppYE1CSPdgdO4srY0sfMdjR92ABHDuDdWOzHLDKHZ2eSOP5RnjMbHSrsNIU6VF7aR33vUZLLiONY1ukVVFmzQAAv37Yzmc5tVJQShGXC5kvKQKYw0GCANq2bUN1ANbH19Q86QsiuqOdUjR1rjoEBSfGZOmdmFAMSdx5GgNPeHxmZ+a0j1ao3bT12YoAAiRSBHY6n3q72smjQ8sRvzgIxM08LIqztDG2uOpSLPm40bCzqofbtgDVYq8U+Zl\/Zv\/CcQ8O4vFMsbIT8ogdQQex\/uv7cS8U+Zk\/Zv\/CcWOaBgo+EyySlFjBYxzHrkOLWTLaIkJKadKswFKzdrrvgjxPlWYvlzAsSLF0SSDpYMJVaY30yzBkFUCtm7u9lwzm1ROYmkj6aRFQo+cDxxLI5Iu9JBYAV3j9+DC8clPTUZU9SQF0Xqr7ACkktWx8Sit9z3qzg8wDZ+W5iJFDJSyRCAaj4YxmI55b8OzbaQN9kXcWaqrylIkZjSGCupmDWsqH6huOU0lh47qt+5o9sXs1zIwDEK1RvM8taQRFE+lgLvUST5bkBuxIxeyPMJklMYhIGqdEbWPE0RAbbuoN7H3H3XAUcty3KmYWclGYTqzPqOpoxlBEw7ecqhtPba++2NYMDeJcSMOWM7xnUqqTGGHckDTfY0T3xQ\/LkiyNGYrkLxoqahQJjaQ+OtxpU+Xfb34A0WFjLZPnJJGhVYZPlEiZqBOjqXpBoEGq3Nivfi3xfmRYZ1g6buxVGbSCdKu5RTsDe4JNkbA4APYWAvDuJt8Gkmk3KNmewqxHJIAPrpRinBzZbhHy0qAtEpYshC9UXF7LEm+xrtgDTYWM5lua0bSTE6q\/SZGJWmjlbQkmxOkaqBB3GoH1rweaN7WJ21CHQg0gnqSyRqdRaqIQN7gfXbAGmwsZQc3BkY9F4yEldS2lrMUgilFK3kx2ur74kbnKLVMqxuwiEhsV4jGwRx38J1bDVV0cAafCxlRzRIZ44hliBc6zanW4+mImvY0w0yXtfpglwTjq5gkCN08Ecq6q8ccmrQwomr0nwncbYALnAblf5uT+0Zn\/NbBk4Dcr\/ADcn9ozP+a2OsflvivyRkHDOFQzQwtNGsmlXAVwGUW250nbVtV+l+uJ4OW4EIKa1AGkoHIVltiFZRsVGogD0odhjPcYYrlIGOsx6ZQURyjFyD0zakagDe3qRsSMe4ODZnoSsyu0pjyyoGlbsI4RNQ1gB7DbkizVmjjE+0+JQ9Hy5DpCN1HUB1AeRmpWTQVF9l07YbJcCgoMpZ93OsuWLFl6bWfOlGkelYBcP4VmlEInWaVUaUKBPpKfLExO1OA4EdCrNURW+Fl+E5wNFq1kgppbrUIqzDvLqXV8priKqBR7Vt3xkGryWQWKghagiRhSxIAW6Nfrb7nzoemBkPLCdSaSRnfqPI4XUQqa4xGSFutemxq\/pHASPgOcVGCPIrPHJrJmLW3wkMoFv4SYSygigLA28nj4VmgmXoTMyM5qSRQqgyBhq0TWKFgEF9tiMAaPMcvwuUJDeBUSg5AdVNqrge2Ad9\/f6nDy8BgYzEqbmKFzqPdfZK\/qkHfbz3x44pknknh3kESrKW0SFLa4ygbSQSNjtjMZPI5+pdYn0OYGZBLv84\/WWJzKWHh0b2ljyBwBoMtwfLEp05G1rrJZJTqe5PlNZB8Y1jf0NjbFrhnAooHMkeuypUAuSFUsXpQdlFnGXynCc2kelVlVdL2nVGsg5xnZQ2v50wn2r8++Fm8jn6g0dYaGLD5XUdPXsJLcoViIdi1OTuL2sgaOXl3La2dl9rqLpZ20fKV1KQnSpY77Dubx5bl\/LyRmMvK6hmDAzyNdgBlbxeIUB4T\/ucAOI8GmlSRZI8w7iZJCRmKR1WcMoiAkGhhHt2XsdyaJuS5DN+LQZBrllj3f2InCaZBufEhU15+I4AMy8v5dgwKbOsqN4juJW1SD7SPswpuX4WLmnBdg\/hkYaWArUtN4GI2JHfzxnsxk878KmZessTRzqNDgj2U6LJrl2fv8AooBvv54M8umaONY5Y3G8h1s+qlFEFtUjlSbNAMwFdx2wBYzvE4MmsUcjsNR0JepySNzZ3P1k+uLfEWuGQj\/tv\/CcYnPcwcL4jKsLs7dOQhJBaqWOxAYG9J7eh2xtc+oEEgHYRuP\/AOTiqM1L4vsZUk8ivwzh8XQhXQulQrgV2arJ+uyfvOPHxbyujp9FdINgWdjWnY3YFbUNqxmZ+KSmbLRh6Ec0IEKghpF+Cu2stfsFjpqqtR54L8m8amzIcy6NghoUGRiDqRgCarbvR72MHmaCcvAsu1aoUNMzDbzYgt9YJANHbYYmXhcQNiMA3IdvWT5w\/bjH8M45Oi5dLB8MVIykvPrmdJCGJ8PTUajsfftWDfK3F3maVZHVyun2FGhbLeENqJJ23DBSPTfEAYfIxmIQlQYwFXSe1Cq+6hinxfgcc6sPYZmRi4UE2oIHftsSMC+JcekTNmFWiIDwL0qPUYSe24OrZUHiPhOwO4wK4XzNKnwKMsH1pAHD1rJk1eIMZNTVW\/gI9TgDU5Tl7LxiICMXCiIhs3S+zdUGrvuNr2xZznDIZWV5EBZex3B73Ro7i96O2MinNWaGXMrLGzNFl5F0rQjEkjIxbU9MFA1WSv2DfHnK8wzlxLJPEiHKuwjCh+oyPKGZCstE6QjFQWobX54A2gyMfTaIKAja9Q9dZJf7ySftxAeDw3q0C7iN2e8Xzfn5YyEXOExh1s8C6ZmjLjSdYEccg0J1gGPjohXY7Cgb22acQQg6WDMDpKqdw2kNRH6Jpgd+wIwBVXgGWVJU6Y0yqVcEkjTv4RZ8KiyQBQF7YZsnAWDLEWIEYBUGh0ySm9gbEnF1csW3k3\/o\/oj\/AOR95xaAxnFgCNweGqOXNVKNmvaRxJJ+l5uAce14Rl3MjBT8oCHXUwG5tvBdKxPc0CcGMC+K5npNG9bE6WYC9q2289+2Enq4gF8yyZTKKMxKhvrBgVJ1FmAVux3GlRa9jQxneS+YurnCmWyZTLtYZ7LEab0WSaRBuAi9tWNdxflzL5zS86s1DwjUQBe\/YHv+GCHDeHRwRrFEoVVFAUP767n34w1NyzwPbCpo0KLTi3N9+S4fUt4D8r\/Nyf2jM\/5rYMYD8r\/Nyf2jM\/5rY9Ufly4r8nhZPy7+bx\/Uf8TglWB3Lv5vH9R\/xOCWMT7T4lGrCrD4WMgVYasPhYAasKsPhYAVYasPhYAY4Y4GZ\/iuiVYgBqO5J7AeX24vPuCA1GqseXvxlSTukLA\/jnMEGUCmdioY0KBPv7Df7cPls5HnMuzRFgkiuoYqV7gixe9e\/GFyX\/DeaZ3kz+YLMSQNJsnfuSRsP6I7Y6TlYFRFRAAqgKAPIAUMYhKbd2rI9uk09GpwUactaW97vsfP\/BOQeJpmBlzCVjDgGaxo0hhbDeya3A7\/AOOOtcfy+cE4aM6sv0HVgWrSaa20\/pEihjWVirxP5mT9m\/8ACceuVWU5K+4+fGCjewuGqOlH\/UT+EYtBcVuGfMxf1E\/hGLWOTzNnnSMOFw+FiArR5NA7SBRrfTqPrQofVibpL+qNu22PeFgDx0h6D07YQiXbYbdtu2PeGvAEMiIoshQBv27ViHKKLZzWo9x5qPIfX64j41nUiQPIaTUuo1e3fsPqxzbnvnaPLvHPkXPWlOiTUh0FQNmIarYXQr7cRRcpWRG0ldnT+H55Jk1xklbYdq3BKn+8Ysm8cy5E5jzEkZy0McbyDU+tmoKGYliQBv4jsBjpkV0Lq6F16+eNSi4S1WSMlJXR6GK2Y3ZF9+o\/UP8A7xLNMFFn\/wCz7h78eMtGd2b2j39w8h\/564w8cDROMPhYWNAY4Dcr\/Nyf2jM\/5rYMnAblf5uT+0Zn\/NbHWPy3xX5Iyflz83j+o\/4nBPHEcxzNm4pHjjnZUV3CjbYa292PHxvzv0l\/uX8MfU9zVpPWUljx6GddHccLHDvjfnfpD\/cv4YXxvzv0hvuX8MPclfxR59CbRHccLHDvjfnfpDfcv4YXxvzv0hvuX8MPclfxR59BtEdxwscO+N+d+kN9y\/hhfG\/O\/SG+5fww9yV\/FHn0G0R3HCxw743536Q33L+GG+OGd+kv9y\/hh7kr+KPPoNojq\/G+CmZg6NpYCt\/Mf7HF7heSMSaSxZibJ\/8APLHGvjhnfpL\/AHL+GF8cM99Jf7l\/DGV\/gVVLWuufQu0R3CsOMcO+OGe+kv8Acv4YXxwzv0l\/uX8Ma9x1\/FHn0JtEdyxV4p8zJ+zf+E44x8b879Jf7l\/DHiTm3OkFTmGIIoihuDsfLFX+JXv2lz6DaI7Vwz5mP+on8IxaxwuLm3OhQBmGAAAGw7V9WPfxvzv0hvuX8MH\/AIlfxR59BtEdxwscO+N+d+kN9y\/hhfG\/O\/SG+5fwxPclfxR59BtEdxwscO+N+d+kN9y\/hhfG\/O\/SG+5fww9yV\/FHn0G0R3A4zXNXN8OTU2ytLtUYO533uvZ+s45n8b879Ib7l\/DGbizDPmpXc6msNZA7nuSOxxip\/iaRb4ZR59D1aLKi5Xqp2W5bzt3LXHJM7CZuh01VvBbWXr2vLYeV+uBvP\/Al4kIcsqkMGZ+rXzQApgR5s2w0+6\/LGByvM+bjQIk7Kq7AALt\/dj23NObbvOx99Lf31ix\/xNJjZ60b\/focq1SEptxjZbkbDgHI78KUz5eRppO0qsABJGDYC\/qsO4N79sbiDPa1UopJIBo7Vfqew+y8cW+Mua\/7zfaAf8RiQc3Z0bDMN9y\/hiy\/xdIk7uS59DkpJI7TFAb1Obb+4fV+OLAxw744Z76S\/wBy\/hhfHDO\/SX+5fww9x1l\/1Hn0G0R3LCxw743536Q33L+GGPOGd+kt9y\/hi+5K\/ijz6DaI7icBuV\/m5P7Rmf8ANbHJvjhnr\/OX+5fwx0v\/AIfSFskrsbZnmZj6kyNZxw0nQKmjUrzad2svuVSTP\/\/Z\" alt=\"4 Fuerzas Fundamentales - Simplemente F\u00edsica\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Durante el \u00faltimo medio siglo, los cient\u00edficos se han sentido intrigados por la aparente diferencia entre las fuerzas b\u00e1sicas que mantienen unido al cosmos: la Gravedad, el electromagnetismo y las fuerzas nucleares fuerte y d\u00e9bil. Los intentos por parte de las mejores mentes del siglo XX para proporcionar una imagen unificadora de todas las fuerzas conocidas han fracasado. Sin embargo, la teor\u00eda del hiperespacio permite la posibilidad de explicar todas las fuerzas de la naturaleza y tambi\u00e9n la aparentemente aleatoria colecci\u00f3n de part\u00edculas subat\u00f3micas, de una forma verdaderamente elegante.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" src=\"https:\/\/optimainfinito.com\/wp-content\/uploads\/2012\/04\/hiperespacio.jpg\" alt=\"GTD: Una Soluci\u00f3n Innovadora a un Problema Creciente\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Una puerta que nos puede llevar muy lejos en menos tiempo<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">En esta teor\u00eda del hiperespacio, la &#8220;materia&#8221; puede verse tambi\u00e9n como las vibraciones que rizan el tejido del espacio y del tiempo. De ello se sigue la fascinante posibilidad de que todo lo que vemos a nuestro alrededor, desde los \u00e1rboles y las monta\u00f1as a las propias estrellas, no son sino vibraciones del hiperespacio.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Antes mencion\u00e1bamos los universos burbujas nacidos de la inflaci\u00f3n y, normalmente, el contacto entre estos universos burbujas es imposible, pero analizando las ecuaciones de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, los cosm\u00f3logos han demostrado que podr\u00eda existir una madeja de <a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false; return false;\">agujeros de gusano<\/a>, o tubos, que conectan estos universos paralelos.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Star Wars: viajar por el hiperespacio seg\u00fan la f\u00edsica cu\u00e1ntica\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRNrnWVRe9EPhbCksrH6W-RVeSxbkEeyD9nSQ&amp;usqp=CAU\" alt=\"Fondo Abstracto Del Vector Con El Espacio Abierto De La Estrella De La  Deformaci\u00f3n O Viajar Por El Hiperespacio. Ilustraci\u00f3n Gran Explosi\u00f3n.  Ilustraciones Vectoriales, Clip Art Vectorizado Libre De Derechos. Image  69597051.\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Otro sue\u00f1o de la Humanidad que, impotente para salvar distancias entre las estrellas&#8230; Imagina<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Aunque muchas consecuencias de esta discusi\u00f3n son puramente te\u00f3ricas, el viaje en el hiperespacio puede proporcionar eventualmente la aplicaci\u00f3n m\u00e1s pr\u00e1ctica de todas: salvar la vida inteligente, incluso a nosotros mismos, de la muerte de este universo cuando al final llegue el fr\u00edo o el calor.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/cfakepathteoriadesupercuerdas-090531013313-phpapp02\/95\/teoria-de-supercuerdas-61-728.jpg?cb=1243733788\" alt=\"TEORIA DE SUPERCUERDAS\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">\u00a0 \u00a0 Lo malo de esta teor\u00eda es que se necesitar\u00eda la energ\u00eda de Planck (10<sup>19 <\/sup>GeV), para verificarla<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Esta nueva <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a> tan prometedora del hiperespacio es un cuerpo bien definido de ecuaciones matem\u00e1ticas. Podemos calcular la energ\u00eda exacta necesaria para doblar el espacio y el tiempo o para cerrar <a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false; return false;\">agujeros de gusano<\/a> que unan partes distantes de nuestro universo. Por desgracia, los resultados son desalentadores. La energ\u00eda requerida excede con mucho cualquier cosa que pueda existir en nuestro planeta. De hecho, la energ\u00eda es mil billones de veces mayor que la energ\u00eda de nuestros mayores colisionadores de \u00e1tomos.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/f1f52d157f177e9eca049082d5a67b69fd3d8070\" alt=\"{\\displaystyle E_{p}={\\sqrt {\\frac {\\hbar c^{5}}{G}}}\\approx }\" \/>\u00a01.956 \u00d7 10<sup>9<\/sup>\u00a0<a title=\"Joule\" href=\"https:\/\/es.wikipedia.org\/wiki\/Joule\">J<\/a>\u00a0<img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/6f58f4c2b73283ce8a5ad28fb3746f2a8c998789\" alt=\"\\approx \" \/>\u00a01.22 \u00d7 10<sup>19<\/sup>\u00a0<img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/6f58f4c2b73283ce8a5ad28fb3746f2a8c998789\" alt=\"\\approx \" \/>\u00a00.5433 MWh<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">donde\u00a0<em>c<\/em>\u00a0es la\u00a0<a title=\"Velocidad de la luz\" href=\"https:\/\/es.wikipedia.org\/wiki\/Velocidad_de_la_luz\">velocidad de la luz<\/a>\u00a0en el vac\u00edo,\u00a0<img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/de68de3a92517953436c93b5a76461d49160cc41\" alt=\"\\hbar \" \/>\u00a0es la\u00a0<a title=\"Constante reducida de Planck\" href=\"https:\/\/es.wikipedia.org\/wiki\/Constante_reducida_de_Planck\">constante reducida de Planck<\/a>\u00a0y\u00a0<em>G<\/em>\u00a0es la\u00a0<a title=\"Constante de gravitaci\u00f3n universal\" href=\"https:\/\/es.wikipedia.org\/wiki\/Constante_de_gravitaci%C3%B3n_universal\">constante de gravitaci\u00f3n universal<\/a>.\u00a0<em>E<\/em><sub>P<\/sub>\u00a0es una constante\u00a0<em>derivada<\/em>, en oposici\u00f3n a la unidad Planck\u00a0<em>base<\/em>.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\"><img decoding=\"async\" src=\"https:\/\/p4.wallpaperbetter.com\/wallpaper\/139\/390\/400\/stargate-stargate-atlantis-hyperspace-starship-wallpaper-preview.jpg\" alt=\"Stargate, Stargate Atlantis, Hiperespacio, Nave espacial, Fondo de pantalla  HD | Wallpaperbetter\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0So\u00f1amos con que, alg\u00fan d\u00eda, lejano en el futuro, podamos viajar por el Hiperespacio<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">Debemos esperar siglos, o quiz\u00e1s milenios, hasta que nuestra civilizaci\u00f3n desarrolle la capacidad t\u00e9cnica de manipular el espacio-tiempo utilizando la energ\u00eda infinita que podr\u00eda proporcionar un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> para de esta forma poder dominar el hiperespacio que, al parecer, es la \u00fanica posibilidad que tendremos para escapar del lejano fin que se avecina. \u00bfQu\u00e9 a\u00fan tardar\u00e1 mucho? S\u00ed, pero el tiempo es inexorable, la debacle del fr\u00edo o del fuego llegar\u00eda.<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">No existen dudas al respecto, la tarea es descomunal, imposible para nuestra civilizaci\u00f3n de hoy, \u00bfpero y la de ma\u00f1ana?, \u00bfno habr\u00e1 vencido todas las barreras? Creo que el hombre es capaz de <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>r en hechos ciertos todos sus pensamientos e ideas, s\u00f3lo necesita tiempo:<\/p>\n<p style=\"text-align: justify; text-indent: 25pt;\">\u00bfTiempo? \u00a1tenemos mucho! 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padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>El principio antr\u00f3pico Parece conveniente hacer una peque\u00f1a rese\u00f1a que nos explique que es un principio en virtud del cual la presencia de la vida humana est\u00e1 relacionada con las propiedades del universo. Como en otras ocasiones hemos comentado de pasada, existen varias versiones del principio antr\u00f3pico. La menos controvertida es el principio antr\u00f3pico d\u00e9bil, [&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\/1395"}],"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=1395"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1395\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=1395"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=1395"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=1395"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}