{"id":11928,"date":"2021-01-06T03:00:58","date_gmt":"2021-01-06T02:00:58","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=11928"},"modified":"2022-01-06T03:00:05","modified_gmt":"2022-01-06T02:00:05","slug":"%c2%bfcomo-podemos-comprender-algo-del-vasto-universo","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/01\/06\/%c2%bfcomo-podemos-comprender-algo-del-vasto-universo\/","title":{"rendered":"\u00bfC\u00f3mo podemos comprender algo del vasto Universo?"},"content":{"rendered":"<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/_-xT7MahYMs0\/TBBz2N62OQI\/AAAAAAAABSs\/Q1EqCQCMqDs\/s1600\/Gnosis.01.jpg\" alt=\"\" width=\"607\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Cuando en el Universo se rompieron las simetr\u00edas&#8230; \u00a1Comenz\u00f3 a ser bello! y, comprensible<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Creo que ning\u00fan hombre, o mujer, realmente reflexivo, deber\u00edan desear saberlo todo, pues cuando el conocimiento y su an\u00e1lisis son completos, el pensamiento se detiene, la curiosidad desaparece y, hasta la imaginaci\u00f3n se frena al no tener nada nuevo que imaginar \u00bfSaberlo Todo? \u00a1Qu\u00e9 aburrido! Ser\u00eda el camino m\u00e1s certero hacia la decadencia y el hast\u00edo. El ansia de saber nos mantiene vivos, y, hace que perdure la emoci\u00f3n por descubrir.<\/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<img decoding=\"async\" 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\" alt=\"Qui\u00e9n es Peter Turchin, el Nostradamus de la historia que hace diez a\u00f1os ya  predijo que 2020 ser\u00eda atroz | Actualidad | ICON | EL PA\u00cdS\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00bfQui\u00e9n es Peter Turchin, el Nostradamus de la Historia que hace m\u00e1s de\u00a0 diez a\u00f1os ya predijo\u00a0 que 2020\/2021 ser\u00edan a\u00f1os atroces?<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">No pocas veces la Ciencia describe y predice sucesos que, muchas veces est\u00e1n por llegar y, con la observaci\u00f3n y el experimento, con el estudio de la Naturaleza, se llega a saber y comprender el por qu\u00e9 de los comportamientos que podemos ver en una estrella, una galaxia, en las Nebulosas y en objetos m\u00e1s ex\u00f3ticos como los <a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a> y los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>. Lo cierto es que, como nuestros cerebros evolucionaron mediante la acci\u00f3n de las leyes de la Naturaleza, estas resuenan dentro de \u00e9l, y, de esa manera podr\u00edamos llegar a comprender el por qu\u00e9, a pesar de su complejidad, podemos comprender el vasto Universo. La \u00fanica explicaci\u00f3n plausible es que, nosotros, hemos desarrollado esa herramienta que forma parte de ese inmenso todo que llamamos Cosmos.<\/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:ANd9GcTvkorbtNfjJ_O9x1v7em2MkFm8Q62gkldeXQ&amp;usqp=CAU\" alt=\"Imagen gratis: piedras de r\u00edo, orilla, costa del r\u00edo, r\u00edo, rocas, \u00e1rboles,  verano\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"HCG 87: un peque\u00f1o grupo de galaxias \u2013 Zona Geek\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Se repiten las sencillas piedras del r\u00edo y tambi\u00e9n, las complejas galaxias del Espacio &#8220;infinito&#8221;<\/p>\n<p style=\"text-align: justify;\">La variaci\u00f3n y el cambio son etapas inevitables e ineludibles por las cuales debe transitar todo sistema complejo para crecer y desarrollarse. Cuando esta transformaci\u00f3n se consigue sin que intervengan factores externos al sistema, se denomina &#8220;<strong>auto-organizaci\u00f3n<\/strong>.<\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTl9KMCgeB6mBd3WlC93cqiVKUdUC247d1toCElTB4wykfPDOf8ialLnJfZhSIx7Sle8Lc&amp;usqp=CAU\" alt=\"Modelado de sistemas de complejidad en ciencias sociales y pol\u00edticas  p\u00fablicas (p\u00e1gina 3) - Monografias.com\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ5TGxEFtZ3QOmUr9fqXF9LdXwqxQt8e7NY7FEdUV8vc3rzNodMks8KmUF51rfB6AHWgJo&amp;usqp=CAU\" alt=\"Sistemas complejos: \u00bfc\u00f3mo analizar y entender estos problemas? |\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRfVGnvcJeVZQY2nhzV_w_R9oMgp9DL4mGfcptW8KztLPx8HVtE3MxuFPQXSxAWvFx00lw&amp;usqp=CAU\" alt=\"NGC 2359 - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ09jNVqGVbeB2UFRomDEU0fkHzM99nsi8LYQiwLjybDbOt3TNGAMzfoQ3kb2QBIe18hJE&amp;usqp=CAU\" alt=\"Nebulosa Casco de Thor \u2013 Nombres del Universo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Complejidad y auto-organizaci\u00f3n que aqu\u00ed est\u00e1n presentes<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">La auto-organizaci\u00f3n se erige como parte esencial de cualquier sistema complejo. Es la forma a trav\u00e9s de la cual el sistema recupera el equilibrio, modific\u00e1ndose y adapt\u00e1ndose al entorno que lo rodea y contiene. En esta clase de fen\u00f3menos es fundamental la idea de niveles. Las interrelaciones entre los elementos de un nivel originan nuevos tipos de elementos en otro nivel, los cuales se comportan de una manera muy diferente. Por ejemplo, entre otros, las mol\u00e9culas a las macromol\u00e9culas, las macromol\u00e9culas a las c\u00e9lulas y las c\u00e9lulas a los tejidos. De este modo, el sistema auto-organizado se va construyendo como resultado de un orden incremental espacio-temporal que se crea en diferentes niveles, por estratos, uno por encima del otro.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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JAnquWrasoZhSbzGPqB098Jdcz6uJTcpHzSbT1+uA9WU+OQiyALFTbvBPtwMF5PM0SQx+fnuGHqMdFkDY2hwFqJykdPMNDNtJHtJ56DB+jruLS\/Bi3vg9K9N3YJtBiQJAnp1wgyyOtSoVTdJ6dMbAQ9pFUVGl6PnSoptV4VyfLNrSJPqDPXjCr4gAFCkAmxdoBHqfbmZn64pHy9JK0A8DdsmxIngfnPpiV1zUWdztBm+2IJkjaAd3QyZj0xydN8ThXTKsOE51TTqVHLLIB2qAGIues26zfED4j+IBQO0s3ACwSZ2yOT+L7jFtnadR6CKy7l2A7y8kSLbvQAyWvxiQ06g1HM+JUUeEjbd8wBui8N+G56decbdFYa6zZz80ncpmNFqZRWrB9zsIabBr+k7bdp5xNZHVNubUvbaSbhuQPS9yTbFT8V6uHpptYQJmOJAkgH0744fCGjeLNVjYnyiCPlNnU2tM\/U4tik2xOkmGTjsjqh\/ijWBU2kN38pBBt3EW7Qb+mB\/hHUfmCEMWmAqwxIJO0sTaQSZIPAw5+JMhSWQQLksRMT\/7EXMCAMTdDLs5NNfICBekAdxDQCTHljvacTh9J8O1ooJLbWK4Ls24MAQGJn1mQRMDjnA+j5hPG2k1NpkO68sItI7cDFPU+H4QpLNRIHlNjPUlgJjrAme+JwBss4NNKYG2Gv3NibTPrHXFsUjHsLWoTCvWapSZlV2ZCPOSNpReAydSL8j1xO5yoGUvT3Kw+YfiMm5gC1jzi00P4eU7w5WoWYTtZhxc+XjsJOG2d0haSllESIMQCwHQnr9cUjWxRP2jKF5t4uXDoVG4figTyOYwWMypqNTy7habC8iL+k8YNz2VA2AMixuAOzp0B7j98H6TpVKo1MmmqOkGWUyx6djzfGl87A3cb\/lCW5LT64B3WVPkVwRutz\/nCgac\/nzG5VIk7Own5Zx6fX08v5qnmYEwoI22HBY\/4wtzWV88rQpMSOFC2juDF79MZYtfZPH3\/AGjKmstqFZvCQ0WVN6ksynuLfUwMX9PKlailmXm4mfTmOg\/PEhkdRzNR\/DVSC0iSLbQeTzHQYpqWeSmrGqo8TcRe4Atx9euM2ss0AAOcDPKWE9pAAtYjeBE3nngC\/BxtW1kKTAP2\/P0mcLKlY00O8GpVdQEVZlTFhM2MfiFucJ9Qz43MikwGAZ9rbRKxG2DDAgX9RjnM0vqOyrd1DCJzHxSRWG4+UmIn98D5mnTqMx8GmFYzuYAH\/wBgYv3xKZsFWPzbwBuUkK0mSSii22L34vjo26vSIp17xw3eO4\/jHWbowyi00qzZVjma2WC7CQ0Lt3Wkg836f4xppeuUqOXUzuqEkS1zAYhZMDgRjzOjmalJvDqAhhyCTBsRyO84saXwuTQDmqwYncZg9AIH0HrhTaRkbQ2R2CfqjKOyPxIlM1dqDc4mVHW+7cQOZM\/bHLIa3XrrUoUkBPz7piAbGZvyDB64H+D2WjmKorPDEQsyBtBK278fpjl8Qa3sqFsuwUjyzBII9Y\/oweiwyljW2aBs8JozMsvgGtVrHx1lWQGFmRYgcgwPpiezOol91XyU\/MIy54J4noftgttFZR\/qmcM1jBEA+hBv9cKMzn1zNUbwtMJaJv8AfGqBjckZHXx4ASXVKNVStNmVA0tK8\/n746088m1abKG2NZvb17YAp5APVaKjMvQyf17YIyrU6W+k5lb\/AN98XvaD5PjCRX3XaaKBUQuo6mAbn1kYI074mRECr05J64VZamaxFNifDkE8wb8SJgxOFWYoAVaizADGB2vxibdOx7Nj80nghevZ2k9VmqUmYML7DY8zI5BWR+XTH2jkN1SmlYIW3tuK2MLcEgTEmBYicPK9enSpl1Aljsm025n1JviWzGqeZm3OFCsNygG7MAokSb7fvHGPPQue8U0UB9U+FSfEebFOmbAQPSAP06Y81zuY8UlQFYmOWafLJ62Ii3bFY2ojN0vDZX8RKR3lhADgDrx1nEgcujNTWZSobCVDKeGtc2vAPU+uNugi9IEO5CbjZWy6O2ZCuAadLaNsNYEmJ2i94sBik0fWTRXbWaNoUAlSoiCJHNifa5w8rZallssI4HHcnmePbp0x59q1ZXLwpjb+FoM9LDkCJ+pPXEmSDV20j4QcJGwu\/wAQ6l4lUncB9QInvJt3xnwbeuSZHF\/wm427R1MyY6yThPpemNXJCElAVgCZeTz6RBvh9UL5UTSVdm4FUMktHllTPy\/941vYxjPRZzSSrPiTU1p0YXni3THnNbO3pmohaSbfS0+kQY4GO+o6mxTzLFTd5lKk7Qfwk8Edm5vGB9My1R6lUoF2qvDSLkdLc4jpdKIGG01eaDmyi7GjcoEgCw\/CBx5i0j88B\/F2tkhApAkf387YWabXYU6aU9zw2+qNu4owHc9OLduMI83nA+\/zAbCbmBuUkmNsSbyL8YoZo2um3nolldq+eePKksTtkkACeO\/W898W2gbz5HqIx3XUCZO2RJJFrc489ytNarIqeV2YA8hVBtefpi406otHyATtMVapAuvIE9OIj+cWa1g2bQMo4VcwUUyRxt\/awtz29cRuc1VWBYg2PQgHggmY9rcYzWdbfYAtgVVj22tYeg+8YkKeYG6HYL0MnibyB14\/TGPR6Jwtzk3G02yfxGKFVkKAOVAJ9ZmfqDOHWjZqjXaq9YiVUAAkdyZ7zI\/LEPnKatG3zcFmm4PUSfT9cP6ukVPCBFUgQSF9Y5nbx0iP3xumgiq7onFpUnumValWuziuP9q6yAbEEQfbi2AafiVaOZmuolpZQO3BBN743034eU0DW3sCRchp6XFjETeIscLNEymXLOlU+bu5+YegmI6fTFDQz4i08V07JoOohrItSmhDJO92YkvFonmMcG86iokCoSPIDaIj+MfEP+69KnUilwQpt\/1gZ6iZesyqZiOL9MdAN6D3Ht2KRQOc1CqWEgjYSDIkzilX4pd0WnPl6d8K9VDFDW2iLbh+WGei6YleG2qAwBiOx68RhTekWBz28fsjol71g9WmeSXKwDDHy8egB5PW+KMfDtMU\/FYyQvMkjt1xw1PS6VOFhQQ0g8R3v8wF7AcRhO2tV9ppEBh79B+K\/T1xUSZQDEa\/pC+ZjV6hihvlSbT83PfgmDyYwRV0emKJYwSBc+\/N47455XQGe7fSLcgf94UZ8PTfaXYiY9B9OuLmhrjtYaPJ8oW2Ry1UjytAx90\/Il2O4n7++OuX1kUxEH6\/vjXKZ4Kdx5N\/v29MWEyZx7JFOtIy5R9hhSCIk8+2E\/xJpZp1CUUlWY+sGTbBaap41RABxAkci\/ryfTB41dEZlY8Ei\/oevrjMDLG\/dXPIQq5g6kpKspuVb8MiA0AbhxH1GNchpCVihVGhhuKmRYOBuDC5PaenbD6llKeUQs0mo4G7cZiBx\/jCzI6ggzNMltvzxIIsbKJa0E+3GOG2VxDvTHHXvhSqjRTDV8uqptHO0IDBJG5oLWue\/riU1DMDecyopsqTSAXkm1wPfpgj4q1gh2A5EfQx0jsTz6dhiZpF6rKVBLqAUt5dqzO\/\/kwmJxs0UDgzc4odymVDXncGhmBtKz52I91sPS0zhJQXxixplvK1yvO0mCZ44B46465qmK9KrXclqg8sICYibSMa6Tpb0BQdWbxGZWZNv4dwPHJx0GNYwEjB7dL6oXomjaRTpUgtrLBPfm9\/QnEn8QZpTUYKfTtNuCYwzr64p30lYF1JlVBBjncb2F7mJEC2I7O1gHaGUgHaST3Bkxe1+fTGLS6eQyF7+qCtXoPULCkTJI3K3YAXn3sO+LjJ6SpAlCjrt6fMeu4jkd8Tnw9pLGozVqjLCjYoABIBkfUcx649LylIQeepub349uh+2I\/iOp2U1pQBal8\/lGB3kkMTDhIgiYBWbkj2xK5nSKYqVrlB\/wCazeJ5\/jFh8Q6siyvWP8YkM3ngwIP\/ANstLibG9osIiLxieidIW3wkUnpZ16VIpVp\/MZ8QdewkccYdZfPGllCytIqjzbrweO\/bCXUMwzAqqk01M35IHH842ymnLVpz5vEJkKLx6bRzjpvY1zbdjOUymWdzC76QdgQae2acEkQOQT\/GFdaEOx1ADcFjcKDYYNq6c1SiG8tNk6XkwenG3AOpUFKqyMSSNp3mT9Ox9MEe3i\/CS45rPopZEMrzI+kxh2nxE1SitP8A4joLn14uPXCWlpJplfEja3DHvgjTay0qhDg7bBSVMAXnp7c4cjI3DAsjKZrojaeo5mlTZApKE8TBBPSOomePXjBGlaSlU76jAz07Wgjm3ODdRqirR3UgXj5gosJ9Z5\/nCn4X0SpW8R5KIDwWi9rQBzxjPvHpl36T1S5Q3xHkkpVVRCJ6wemAdSprT8Mg8z\/fvhtntJDHw1UhuZJ49Z7TP94Lp\/Cq0k8R6u6p2KysHpzP1xa2djWjc7P8oFdVO1MzXqUylOm5U2MA4J0LWnovHBBuIj7zxigo5gKkgRyBPoB14PB9cSWcfxKzzF4lu3ribC2UFhbhPBFJtn9XNVi5555+mFVfOA1AdxJEeaLQBxHacPtO0hGEkA8c9geg9RgHW8oqCIPM279\/TEYnxB2xqiF2o\/E+0SpHtEflgKiTVYu159LSLkT7YdjR6JprCAEDpz\/POAM3o9Wjt8MGGJgMOO7dsRY+KztwfKMdF2racpRrCwJn++uOdPS6b0FAAVx16\/X0xaaTp5SiQo3GPM08nqL\/AKe2Ew0gtU20u\/ykH\/BHfGRurskXVFGVJ6ZQcVdjqD5gDP5MO+Gr\/CrlnepuALGLR1OLU5ZMud8JxfpEdAT\/AIvhbqupnd5WtPQ\/UH7YDrpJD\/jFBO081uo+YVaqAlXUFlESs9vWevXErmEZUZS21Spmbq4U2VeqnmeLzis+HMsLA2ZmYytxF\/I3bjHXVdJLyoFqpAYAjhTdpPBicc+LUNhd6fRHOUkpasuYqFKlDbADb2swEdVXm457HH1\/hwtVTarbBJJ4aWvtMn34jG9TT0\/1D5kqxpU1KfMYmAAImWtP5Yo\/hpgyIzVN5e47BYJUHuQOp9cSnm9Ju6LiuPKbclLH0VKKVFQEK0sq\/wDFh7nqB+WFOq5zbUasGPkARDYhmIusj0jBnxjrJRyq+uI86oSZHmZeJvPRix6mOO2LNJHJI31H9UOGUXXUUavi1trmoJBWZECCDGJ2s5fxVplVpzMH9Jw3erToOhYlwVv1jjj3\/bH3RtJNVqrCiGUjd5ohZJ79TjqMIjG53Ye30STzQR4I31nDOiKVDe9z62gf94fHUiEQGdz0y\/fsQB3hf0xNLklOXcVlNRwLlhOwXiCOPfrgXNLXpUaNWDNPy3fleOPVT\/jGB8LZnWTm68cdEApZr+aLPuFp4Pf2wAHYKWKyOPzkwME6iQjzA8FzJEgsPqcLKedO8hFJX8Kkn746sTKYABhOk5yvi1HR0URAle4HU9MU+RyLP57pUhrsIEW69Z9DgD4c0l6e01XCkqfKB3vE8T1+hxX5LawVgS0KACQI9YtyIj98cvWT0aahKHyGxt6pJIAYPc8TuAAIAvfCPNUIpPNOmw3\/AIeReZAAmP2xX6q6ohmB0j7c\/bEVnc5Jm1vMGJPQGF46iIHpiGke6TKRCW6nXVWpOrE7Xkqbget\/XDnwjmULBdw4JEdQe5A7deuF9NGqv4wVfPYiYiB++GmkM9LxKaibloXgSP5H642ymmiuQkm2gacDSamAUi21byTc\/rhxkMkFy5WLiReQf+zzjMlRVCKiFin43LdwJgcWHbphvQpD\/wDvcLgn5QRfpjg6icknsTam1qSUcr4CBgJrVOJAkA8LPItf74SZjSKzMxqFUWZaWBPWYAMdj\/YxY51kSW8s9zE\/5JxIalWomZV+klXMgfiMGRE9ehxfpZXvJI69a\/hIhLc5oaKSBXBngRAUjqBuxN53RGFRhvUNYgjg\/wBOHtfIb5elVBWYG6ARzzAjtxhVX0jMbiTA+v6RzjsQvLf\/AF9VHhDZTV6lNxTMbt0elzz7XxTaj8P060M1ZibXEAT9uP4xG\/8AxdRaqu5B8wP5jFdks\/C7rlQRO0gG\/EbhPIFxbEtSKIfEc9aUjQ4Xf\/QFdii6Su9mgeX0E2kj74qqlMVKUlgOgBHQdcA5PLUilMspNWxJk\/MT6c3MYbZbLmm6htscAcgHoSLyInrzxji6iXdXcX80gFrkac0O8dQ3535J5x20\/KFEt87XLERA6AxxgmlSBR1kEFv+IAAMDqe84YCqoEk+uOdJKRddSrWsUxmslTBPimo5IghVMT9QcLqmby6KoWgDFpIJPtIwx1PX6YbaD9QY\/S8XwvzNd3ACVPKOtYWJ\/wDEgevEY3wte4Ddf1r+FAgdFT\/C9FCajAHaH3ITweAWnre2OWs55Uv23kcnlR0Bub4H+HdVJo1KaqQqD\/aP\/JB29pGJDVtSfes2jn0M2MxciAYF8VxaYyTm+idjaAEXmIqRl1fwgF3VH3F1ZoFgSeftjhpGtUkqqdppBabU90eV2kR6dDBwoNbeNlVytNyzT1eoCZI6gHtjmMw9akmUWntYXLHsOo9cdj8uNpa7jr\/flQVX8VrTdA5ZVZkDAn1A\/n6dsS9TTWClyN6BSNyN5Ses+mPuVzxo1TQzVQlSkUy34PSexn2thhlmp5tmRgaYVQdoJArQY47AdL84I2GBtct5vx4Uilum5alUCUmRlJG4lvxR0Bm\/f6YstO0j\/T7lB8jQXIHygA8GcC6dkKAUkCagbaZuVU8bRNuTxzGKmjlxA2lis9YItYc8+W\/0xg1mqs0LrygC1P5seGWTzCnUG4EDdcwACfwgjgYkqgd0amxK7CbMIPJtB6++LnWHVQVkT1H05ieefyxHZquSdoP4lN\/lkSJJMm8dLYt0biRdJOSrVtJQIgSrunoY9xgTM1jlmXdTBBBXcODP\/WGFdFrVXaQjJ\/8AqSOv174W1cw2Y\/22+Vf1x1YyaAdkdfmkPKe\/D2Y3qalZgQommG5N4v8AT9cPqesmN7CN7Qqkiwg8Ajgt+mPP62obFWgyXUxPcTY39MPc1qSrUo7X8i8AQSAZHH1498Z59Nuddc8eydUu2uaq1SRNuR6z\/jCMVTIAQlp8s8Ayf2ONs1WUMysJQmQzA+UnqAML6gYKWWodq8fzjTDC1raCKRCtUVlcnliu0dyeg98XGn6kFobSoV1nfPU95HQiPv0xI\/CD0hVmpJOwlJ4Bn+OuKJ2SrVpqxgFwNwsBIvJ5+UW564o1YDnbCOM2gqryVI0AQrCoqgs89Cwtt9Lcf4GCn1BVBAb5eSeehMraB5jHW+EFFafi1FFQoop+UA2MEd+Y\/fAeb1YOpZqm6WJqKiSyETtMXsYE\/XHJ\/Leo6zn5J2l\/xJqh3yG7iPXC\/L5tjF7m4MwLTz34I+vpjnqRY1FDCxANiWgRzK3ji354AovCbhvYhwb8cxJ++OxFC1sYASTJpqAVKRh7syDj3H16YDX4geZn5eMdc1UaiVrKb1Df0PP2wNrGUV6fiqQHHI\/5TfFjWsNBwweEqRuVrCuUFVYV2ndPAHMAH7YsaKUFAKKBClQ3LR26mTt4\/p860jKs6B0BLAzE9J4Aw+yuo7UYjeNosQBO4yBzeLn64p1MG4008dEUqrIaQ8BywCCDTAuTa08fxPGDNNrLUkVFBfeEUtdQYvtPUieR2thLS1d\/CphgVO0KAbEECJtP\/t7djGDcxrtF6VJRalYMVPF\/NHXue\/OOXJHIeR1rHT\/qkFQGqQSxclbIhXndEHy37jCrV9S\/CnmmZgEexvYSASLxAgYEzGZobqqoX3GGpAMxlrywg8\/LhVqLy3isWpom1TSfzNHcAmCLmOfphQaYXZ\/hSLkgz7k1IEcxPvwZmwPfv7Y7pqCoJY7wYBS8AgfML363wLmHVSWlWAO0LUBDEHhiD0E2tGCMrnfCaKQNUbQCREAjpjslvwjH+lBVmnZusCtPaP8A6YjcQY3Lfy\/UWwbmtPo5pPFpgi9x1BB4sR6X7RgfM0nXORTJRKvlYxIMAmP84W6XTejnlp06gXxJVt1wRc8d4ECMcgDd8bDRq\/7tRB6JdqGmnLtTc+Hu8TdtMyJJs0njrOBNcqVqOZWoGAZosokQfT98W2dyNVqqkEOoMAOAREgQSBM3EX6HGmq00TNK5UQGBiOeY+vUDrGLo9ZZFi8H\/iak9R0tfFepmSWO0RuEXN+B29e+C8hkHy+Weq9OQ0bJa4XtHSTfn9MN9Zyb1q6pBVnvLDgdZ7GLxf6YC+JiwKZcOGuqz2kxMYm2Z0gay+eR4HZJO8jWp0KalvnemGLc3YD9jE4dZTOllBfyk3CyLLuX7cnHmWq6LXy9JWNYsk3XoB2E8W+mHuY+IqRzFNQ8I6FBNgu4W9vMBjNLoxJ8TDuu8+3RWNKG+JswQ7T1JkziRqZhiDaew+4\/vaMO9Uzhcsjx4gNuYfpA7N74S1InlkMx8otPNxjqaWPYwAqNLGJbw7bVIiOpjvjbUK4SqPCG47bhel+uOFfYXCGrIUcg26WkYKTJMtQFRCkASbcnseecacDJ7IQKLUrsW2E1BBAA4A98FtlWqAuTsI4C3v6k\/pigp6YKbBlYikxhnMWt0\/sXxxGVph6g2s8iRzxx0t\/fTFR1IP6UWp0itmBBC+UweROActlmLsogRaOcUWRoUjTYklTfg9f6MJRRqIrOLi\/H640MkuwMItPfh7RoosXj5iJ\/g455qmm4BmJBZeORxJuBK82498AaRn6pRhJKbpieO+PucrNDJcEkLx15sZgYp2P9Q2UHlV+pU6VJ6VUkldwkDqAb2Fj9v2wv1PURTqM+VVWVl2mBIIPqODPXA2XyTVqK3YbPL5iDwSJ784GyGoplxUpMtjJVov7NA9OmM7IvNkYrwhcMwVVA1KpD1BcWme0HjGZ\/L1Uo7C1rdACb2vjjlcka5LAixm35X9scNWDSELs0cA9P+sawPiDb8lCMOWHgOd0sBIk\/bAWnVx8zm2PtLKEpJJNv76YS+IY6gYtZHuBFphtr0zSdPp0Ka8SfN+d+na3bA+dSnU271JRIBgiVZ2EEbb9eOhwj07Ps6iJJiBPWBP8AP5HDCnSFUhXJAaAlSIAiWMgmWMyJOOf6TmuLnHKXVWOtPRRFUAH09vf7T64GojLrkaVlNuOYYE956yP6MJ85ptSFghhEFjAg9NwsIjn3wBomUZ3NNgQp+WGBA22PNxJiI6TjKyAen+rg2mmlLXgKdJKCTVo8iJm5HI7xGONai2ZY5hyEemfkPKn1mLY3o1hkHPiAujC5i4uYPrz+eE+ozm6s0rL9jHt1+0WxcxgLrbgd+fcIWv8Aq6r1DXamrKBtEW+t\/wC2wJkM\/VDOUp8k8cdMEZzN1stTNKFgix4I+nGAMnn2piChnG1rbGAK6Z6IXomvZpi4pglfOPP1F+cdm+HRWzXi7m20ypkHzM3IwRWqUmp1KhAZ5gT0H\/eBfhPUApruzXsAJ7dQPyx50Oe2ImPBGPe6VYq8qtq5bekHkXsbXPfCfWjG2oYDof8AjJkRubiQL\/8AWHOSzgektSLGAD0N4nvGE+v5pU4IJgjzHywYmw57\/Q4w6YO9Tae6vcBVpNmnptmmdq7KFXcphQWm1pBkQenfnCWlk6tctXV0imx5HMEEdSOJ784ypqrrvAqCo7hUUMpvPKqTxEix98Lq1aVWhldyuJFQEmLWv2v+\/OPQxQuAx7cYrqq1z1zWalZDKttHNjAj7+sd4xx0jI0DTBqX9esR\/Y9MGnVqaZY0WXzix7g\/vfCH\/SOtPdJggQDIj29p9r42Rt+AsA25x5QtdRzT1H8ONyLYEC57AnHNM89KmVKBlPE8j+cfdLdZljM3IPQD9TxfDLWczS8MgnzYvcdpDNthO8pZomXqNu8trEk2j+9seh5Oi5Yl6YMgcng8n6xOJbSc2CdiiQ3EdOn99sV+TaGpktua+69hAMH3\/nHP10jieEclda2ngAgCF81uRE8AHgmOR3wjz9dgWYs8xtUARAibk\/NBkdOMUms6iEp8SfX9\/XHned1EuT3PWMZ9E18mSEnBdcxTUlKcjuai2mZsf73wFnMyaM0lO6RYjrOPnjFpVYlrsegI7YHqhfCk\/OCD\/I\/vpjrtbWCkE30FFShJiST+p\/bHLM11JmzceU9fwj09Zwgr57jZz17HBlBXZbTJtb7n62wzCQS8nlMg8lMMnqhyhdD5t14557eowDTQ1XnaYm\/16DHDNoxCts2gGCZm+Dsnp9Wr+MIncfi+mCmsG7Fnkp0FvSybIP8AbYLLGYJlYF5i3H64V6rM7mYz2\/n+MOqWrKrGnVhexA8p4H04\/PAmcRKtQCdyDmOPvgjc4OtwQMGyllLP1NhAYcdsMNFyrsPlBBNxImPQYWahlgrHaSF7YqvhZQaG89OR7f4xKd+2Pc3qm7iwtDo6ww2ljtlSG+UdrxcfXG2lVlotQDVdynhTEI1objp27475zOC\/BsYkkRMcRYGZP3wtzhZjIVD4QgkfitjM3c4U5RBV\/qmeQUg24XEXN49e\/HH+MQmcz5DeKpCut5My0wCOgIi\/1x98CuyjcomLKOR6kz0t98bvpRdW8NwBtvuEdeFBE84p08LIcE2jqts1Wr5sKTEdL8jiR9sao1XKC0MPX8p9IvA645ZPNjLMhBNTdZgY8v8A6+\/XHXX9ZWqAqI26Lzi7abDA34U0uz2sNXceIoAHb+OT7YZ0s7QAuft\/jCXK0SYKiCOT364Y5bT5BKpuvziyRsdbeKQSr\/Xswu6lQZNg8u4RxcSSV9euF\/xhXoqNtJQsC5XHShqng+Lmqg3U3JVCfmEE8j3wjy2ktmUq1yxCkkqO3WcceKENIc80B9CT\/SrK9FoVlegPDPkVE2E2tt\/x+uIT4mzp3cyJ+xmME\/CPxNNVMuQoJlSSLeVSwj3iPrhtrGRpney32QS3uTeBzEcYqji\/Lz\/GOchWXYULSzLAlQqs7AiIiOszxN+nYdsaVtRCpTNEEVB8x\/K5974Lr5PaGeGKICPm2mTcsQQCAfXAObV0y4Q0wp\/5Tz\/ffHaG017pLTUMhtTxnJLEyT9unXG2Y1dXo+Gglj17Yyrl6z018QwoEgAYX5PMpSdt0xPPP6YsaA4ZyR2QuWby20BuDxx+2B62WbuYJiD\/AGMNs5mqdR1CmALmbfrj7m8vKAKbkgA\/bFrZCK3JgkJj8P01pJUIIDysfzHacNsjmCRWrHbJBRSJ7yZHTp1xLaxpWxQfEZm6gx\/GOnw5mWNGrTm87r\/aR9r4yyRB7S8G+EV1VLn86KgUWh13D1kSR0vPT98S9anIkEKZjYTf7dvvgnK5gVKZpF4amZXvEzY++AMxnQwIdTu\/5\/ziUURZgJLY02LESAFAFv5wPlKYBue\/PTHytQ2gBHnd2P8AGBs3ltgBPGNTReLTq8LpQyTMWIELNj3Hphllsu6uqCbcQTLTPUWEfthjl2DqsCAYEDpNh2x109iKm4REkOAshTYDbHXGd8ziDhIlD57SSh27+oIXoD9ecb5WsxRmCNtBImJFuxkTe3pgrN5V6ssqkCSJMDoQeR\/Rg6q5NBdlNggFrATbp3Pf9+MZzIdoBon+ErSGlpfjnzHYAfefaw9ccs1lRScIhBWwmIPMze2G60EWlv3nxCPwnyj6GT174Bo5TxRuZwsWIE3jqexJ7dsWNkJJJOB4QldXIVCN0WuO5tbp3xoqOAfDNjyvTDNtVKggEFhyY5Mc\/wCcIqldgWYfWPXGhm53NIFomhmN5KiQ0WHHuD6fzjZnJVnU7ALQp7YTsZaZ564Y5TIkglTuB5E9egjqcWuaG5UyAFSaDqD1VLu+0HykxdriYw\/r5cFL3iOQsjaOARxf06YhqVVqEAbioaRaBPUYbL8TnwioFuJOOdPA4u3RjCRXPVKwMhmmSCwiSSOSIjaLAwcJXqOrnZLK9lnsMfKtcng8i0Hva\/3wbl8j5huZnCr+Hp9sbGgRtygYXajXRSql4kSeO364DTUmUkKWveR1HGCmyEcrudujAWHQzhfWyDHhwSP0wmiMnKQpUAzClqdSpC0JjYD1FtxHqccMzq1QO1Kjak5ta1+3pjj\/AKOadUBCWDfNMgf5x0z1WpWpo609m2L+3bFAay\/2z+yS+alpXgICSd1jzF+\/vig0bVaaQfE8tVCGk8MLie15++JurnKubO1gBtFyO2FecyoSQenA7e\/fDMPqN2SHPhJXVCrTzIZm21HoET\/5IbSe5sRPthbrdAVRFGoXpqJ2EmU9CD\/1gH4TVSph9r8WMTgijkqmXrGoTYggqfxA9zinaI5CAeOAUyichvrZcpTY+WzKwG4W6Hr1OJDUcod+z1gz398Vek5jbVqAp\/tuu7vBHFx1IOC85o9MUkqKAzOJJib9h7Ym2f0nm+vCA6soSnotOnlwCoLWLE84U0dPPiKaaknovSJMkG4Fhik0bLrsc1Duj5EJsLkyQLzfrxfC7LsyVIpLNzIHt07YiyV1uF2f2RZQuo033KtUbAevI\/aPr3x2zOlUUpSpIcDkGCccNVzL1am2G3dAenr+WA809RfIysCAT0MxHbFzWvIbmvAQluXyO5ivUf3nBep5aotODBH\/AC6\/XpjShXKPJBiAfMPW\/WYxtqGolhtPGNJ3l47KVm0oy5ZYKm\/bBbVnrMqHasdsF6dktwwTp+niXJW6mx9e3thumaCe4Ui9d9M00il52MTwOwNr4oq1RAAyAgQIPPa49b+g4vhW2f3KFtKiIiJHQ4YaVRFPa1QgpcqIAgmYme0iAP2xzpiT8Tvp3UOUXlxUqUFULGyzbpABnrbk82xvnKFRqNJdyKSABJJtxuNvrH0x0y+4kl2C0XPPUkSLfpJ\/bBWWp8bUgru2k3YgiF+bgX97WGMTn0eBzaKSvP5VXIQ7Vo0+XWJJPTob9ffCvURUq\/KoVE6xEj0FicUOeXkjgAqvHliIiRIJPXErqNYE+ZqkAmYYHk8xFrY1acl1eEkI2noHh23AixEz1n2\/xjQ0KaOVVpBHXn9OmOYyysRtqkm4EgYDrUnRiW5HP7H1x0ACcWjlEazk0jxAYI5HfBmjqHQGBbsI\/PE7mqpbknHfIai1NSg4PXFj4nGOryplpLU5zVRQeVEEXnjkGw59cJ8zEFg12NxGOb1d0SbY+VakDbhsZtSAITlUnZTICyI3ew\/XDbKkG9gIAhSIMGLgxMnEs+pMGQmDHSOemC6OpdVHsByPc4pkhcQgtPKf5+kFUnp+vuLfQdMSVepJsPtjvqOsu6hTMdsB0tpEk3xOCJzG25PbWV6b8S5enTBpou2bgjsehwAmVKZUoSCs27j2xmMxxonH0x7qtT2i55qNY2BDfMP49ca6yA1TcOCeDj7jMdSv8oPhCT5gleDEnpi50zMnMZcVH+ZRtJ77Rzj5jMLWgemD5U\/\/ACn+Y01ajAL5FKboHYAE\/UzzgHIZjZUFiVAIuSSJ3XA45xmMxxmEkEHsoFcdSyyUa6s0v0KngyJuOoB6HC+tVZa\/lVQaiza3aJt64zGY2Q5AvsUJXVzrisTaR\/e2Ba+fL1VtxP2g4zGY6DWN\/ZSRWr7WpG1xEYTPlgELSY4An0x9xmCAkM+aAV0yWolQIw1ymoTSmDuLGTjMZgmYOfKDyg6Y3sAtjzJ\/SR0j88UmbzIqsqAQrECD69x1xmMxRNyEBG1qirWWiy7qShoU+kn6icHZKuxKyZZvNJNhMBekyB6jGYzGB\/A9k0j+ItRcVCgMALH8fliUfNGdx5Bt9P2xmMx1NIwbAojlc6hg7x6E+57Y0esdt+W64zGY0KS++CNv99P5wLRE2xmMxIcFA4KFzYhiMdqSeXd1xmMxaf0hXH9IW5ozBnDfKZZQlhaCfWxjGYzFEhO1UuJpD1cqG+8YV5pNjQMZjMSiKlEV\/9k=\" alt=\"Fractales \u2013 Arquetipos de la creaci\u00f3n en la naturaleza, el hombre y la  sociedad - Biblioteca de Nueva Acr\u00f3polis\" \/><img decoding=\"async\" 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\" alt=\"PATRONES GEOM\u00c9TRICOS | Decoupage blog\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"C\u00famulo estelar - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"La v\u00eda l\u00e1ctea: Grupos y c\u00famulos de galaxias\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQrHSc_xW3o2aJMLgOHlZqi8OM-ensHvM1Swg&amp;usqp=CAU\" alt=\"EXISTEN ESTRUCTURAS MAS GRANDES QUE LOS SUPERCUMULOS DE GALAXIAS \u2013  UNIVERSITAM\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTGmWfNtLv7xkKXbXE4Xee33v1JBOuqBGhrgg&amp;usqp=CAU\" alt=\"Sinapsis, el lenguaje de las neuronas en el cerebro\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">La Naturaleza nos presenta una serie de repeticiones\u00a0 -pautas de conducta que\u00a0 reaparecen a escalas diferentes, haciendo posible identificar principios, como las leyes de conservaci\u00f3n, que se aplican de modo universal- y \u00e9stas pueden proporcional el v\u00ednculo entre los que ocurre dentro y fuera del cerebro humano que, a trav\u00e9s del conocimiento, ha podido llegar a generar algo que llamamos Mente y que est\u00e1, directamente conectada con el inmenso Universo que, de esa manera, podemos comprender&#8230; \u00a1aunque s\u00f3lo en parte! Nos queda una gran asignatura pendiente de poder contestar qu\u00e9 es la Vida.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.sindioses.org\/cienciaorigenes\/biopoyesis15.jpg\" alt=\"\" width=\"584\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La c\u00e9lula viva es un sistema din\u00e1mico, en cambio constante en el cual las sustancias qu\u00edmicas se tornan ordenados por un tiempo en estructuras microsc\u00f3picas, tan solo para disolverse nuevamente cuando otras mol\u00e9culas se juntan para formar los mismos tipos de estructuras nuevamente, o para sustituirlas nuevamente en la misma estructura.<\/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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2lCZbZiczjT8u4MS1M8zVlRIDlg1raBm94eqJYyju7BZ+EtZtX+kRVDgICEgnN5nlE9abvYLPZs4FIFElnbUvYcQIfSlUtJShIOz8DuHMTSUgyyVAE5m8PuOEcJRnS213HyiEptvPQtGGMCBlqOYHV3ta8dKpVqY92dOJvz0h5Mo+FL5Mpa2+\/r14RNb+a1tBGc1oblLuZedi2VJRISJSDqxdav6l6noGEVbFR4knzJMRx9A7A4MlKFV04BkFpIUwSVjVZezJNhzfhHdUlGlFyZyxTm1FD3ZrsuilSmdUpzzyxRKa0t9FLexVpbaG6qpUuYVTFE7DIzDgS2+zRDitUpbl8yz+Z2CQdg1idf7xGZgTLAclw5SCCOQ5l948y86r1N5\/ux12jTViepk+BQUGChmzE6g7303iiFQgMlIzEuH1SBDSlpUkpXmfbX74wjJRlW5SQzPr7Hg0dFKFlk55zvshXEEMkMeNt76mFEPqrhD2KqSWOVuj6QmlAIeOmLusk2s4LuSZRlah2D30G\/t84lwmjlKzOsAAOzPmbaM5nLXtHiJ5cMTaMcH3C5pp2UENryOg+b8ou0USyPGUIDWClgE24C+zxUdklImz\/EkEIQZgfl7QzidYVLJLXJsA\/Qu9\/7RyVbuSiXp20ti+M0s0IBDFAcOCCBfQNcRS09OtZyJSpROgDn2jQU1RkK8xUpKmABNiDrY6NFlhKk09Muam0yYvIDwCToOBNnhubojsZo1soZ3ZSpQM3cq00DKIfkC8PYKlK5Zp5hKVBWZIVbxAMQeEMicsEZ1HM2pLeqtvXhHWJyP8QkqlqAmoOpOUqB2JG\/AnWFdSUlZmqEU7oSo6KYiYnNLC8pHxpJSw48R9IWxqrBHdpysgnMRoFKOiW2trFfVoqEeCcJiW4k3fRtjCkpBu4frr5RaEM3bJyniyR2h7t9h9YmNWtAKRqeHCOEpbxO\/Fjo\/7x6uW\/iBf733i+5I4XYaFzZ44lBgSdQWHC\/H73hlCCS4ZPAcn24xYSJOSWVpl51XJLAgAPcjkAXhZSsjUriVSrvAlbJQAAgAWLcTx6xEpJZm6HrDmIISUiahPd5rZRoNNH8zCqEvLsq51hY204Gle5cYViaJSTKmpzSyXtcgtq8T1dbKMvLISQVBipWuXdv3jPykjK5e9iWH1j2pToEqsNPPeEdGOrUbzHax7TJ8Srng2m3uIalcxpwvZoTTN1ykkbEi54+8d01Uc2jkjfjw4Q802jIlhLULPdOw4codkKKfEl+JPC1opSsgh3vfkOUTSKxTWJtr0\/eOapSk1gvCaRoUY1\/25iRNlkfCQCOfQwvU4DRTby5ndLJByqVYNsBr6xSmephlOV9ekRrBsEqBJ578eMLCg1s7Guqnurk9dg9VITMPdd4kpYKSnMEndaSm48+cZediywUtZSLPu\/8AaNpSYpOkkATFK3Jux4Bm5e+sSVtTR1Tiold2s\/nT4VDmf7xaE3D1K\/sJJKXpfkzWE1feBaFKCVKFi2\/raOitUsBF7bvDlRgKZBEySrvEEgAtoDxO8LYioEqUBd+Fn3I4iMbjJ42HV4LJ3hYKs6i4Jdr2cffCHkVKABmJdr6xRyJamSlLu7E\/ewi2VJAYZ06cCfd4nUgmxoysjE0sgrWlCdVKCR1JYR9kxMS5PdyBlCJcsIGZgklr+p3j5Hg08IqJK1aJmJJ6BQLx9L7ZpUZhZikgkBwLauP2eLcWtU4xe2SNF6U37CykKBzgZrgW0bi3C8Lzu7GUh1Ke\/wCluv6n+xESUzDlSQTycMeF\/SO1UsxKGIALlx12fjEoxjDdjSnKfQ5l5CXWoOFHwsbgDjte0P4UkKUs+G6WZTFn4PvFehedSQsABIP1MQUyFlZKWyg8m\/vDtJpiXs8D+K04UhbgFvzPfhGVXPADDoYs8QrlvlUTq7DR4qJ6783itJPqZO3QJqgRZTW0iBI6xIEOQG2jqbIYbG9mixIdwSt7mYF6oYpWNik2Ii+qKGYFAo\/El3IIuLl7h3fkYoaOjzJYAlRsALxoKfB1JQGmtMa6Rm9HFiYhVtqvfJWne1ug4pCyAqePBL\/y5WhV5O7C2uzR7Q1qFylSprIClZkqsQhZ1dtAbdIpFEB85UFA7uSQNXJ0iPv2JzJDfe29onyU42GVRp3L5dItgiYAzMhYYgniQNQzXhSppVyyCmZnUbHKdOv0b5xW0kmZNXklqUQHDOwAvfkBDaMFUkgS5iFncOQHGzkdYNCi7NhrbykMqryB8RcAAvfQvvu\/SPCJU1iwlq3IffU9TCJnqlLIKEgAXC0hV+p9YuqaskJlmZNTmJNkpAGb2YAW9YJ3iro2P1OzKetw4pU6WUniNOPtEKEEHKXfk7i\/S8XUntBJUQn\/AA2UE694u3pDkisolkZhk2Ci59Te0Jz5RWUxnSi3hmTrEspSQC4Fi3tDWG4otCO7A+Jw4LG+ojT1\/Z0EFcshRsWcFxu20ZipojLWCh3d2A05H5RWFWFRE5U5QZBUFSgEk+EaD+8RgaMQA2t9OHWPa2StLIKW3bfi\/wAjETKyuM1tTseQ4xZbE2dIUdtOW8SUwGdImBw+2p5N+8RyJBKrgnfgLxFVSlIylwQoOGLlN2bkeUDs8XBJrIziBlhboNtwzNewe+0EpTJzqNvhLDd\/pChcsH3+7x1LUU5i2ZhcA2vo7XLQJYsDebjtTOQH7sqUkXc78XG19ogRVAKCgkF9Re7+7vCIWxcFhu8dpXYOfTXrGqKWDLjaV2YBybu59I7RMGVJYPp7+0QiUAMwU40OzcuYjtT7sAWZowB9E4PlBLs5vZzv5aREqU91HxOWIBvw94gKCG3s\/wBH8ocFQAMrPzfzblE3h4GWdyfBatSFFCmyF3H1jifTpTMUR4pZvkN7fOIxp4Sbjl7Q2mqUsMkeIfDr5hucccovW3HqdWq8NL6FRUKALjQnTk8cT6VKlFQ8L3ZtImr6pCFhCwx3YMR9h47NTTFvxCLaMfpFnGSRNOKMLH1TBqxOI0gQf+okJY8VpAYKHLQGPns2kzaaiI8Or5lNNTMlqKVoLjnxBG4OhEddWCqxxhrKIwk4O5u++mBJK8stQDAFjmVwCeOmkKS8SWkHc\/mJGvltFzJnSsSlmdIGSqQkiZKBbMFalP6k2fZt4q501Epavwu7IF3uXFjl5PvzjjTV2pL6ux0NbNPArWTzMB2G2VgD1hamzpTbe4e\/SPcQxLMkBKcr6ENpe0ApF5HfS7fe0XVlHOCLzIrqlZzEk3Nn2jxclSRmVbTq0d5iFlx4n2EPIKpx8SWDhy+vACKXshbXZWSpKyxaLugwvOnOohAGilFvS3u0TFJSgJUlQG428hvEa5kxdsrWy+WxMS5urYfl6dywpqTuSF5nBBAUNLhix19Y4nViraNoCNL3e5d9IhlyymQvR82j3tofSPJVVKWCVS1uzEhiNL8wInZt33Gvi2w9i6QuTKWWzlTZjqX6bRBJwaYt8yQzWcpHQsW6xLhNf30xQZ0yk5kjYEEXPG3KI6nElKPgUzFjZgft4LyjhBaLyxmgpVyETUkKSpgm7OQ+rjY8uEV8mepVz8WZi7u7OG+9oaraoqklaTmKT+Z7g2KeYe9o9oESlDOUqSXskqsohn0DgC++zQuXeTNwrJC+KgrVLb8ySXLXD2fpCykZSx+r34iL+qnyioImykBTC4cFOjPc26xQ1lP3czVRSR4dA78doenO6sxZxzdEUyyQ2irHWx1a97W9YVTUN4FaC3lF9JpUJlpVM8RW5Sl2tsSeLxX1EkBWRScp6cNOu8EZpuxri0rk+D44qUQx8i7NF6cRlz1XZIa5SCSANm2POMUqVkPHYgg3+hjk1RQfAosbKBDb6PuPSB0E3qW4c17M2K5dOpRKVkHdw5JuxMUsyXld2IJKraekKJqJTO72LC+uzluLRzLqMrH4nAtbh7Q0YuKEk02MgkKtp5nX5RWTS61AgsC1vu8XRqTMVLlFCUqYA5LODxL2N9YVq5JSpmY6HT3HpGwmlh7myjdXWxWuw06uNI6Ql9HD3HCGZl2AykXBsXfY9GtwiNSzpza2kVTuTaI0yyu6lCz3A\/aOUAeTMDwPCJJslaHIDps5GntHC6cgAhQY34NG3CxJLQkakt7G8dLmgG5a2oHty6xAmYb7gWvz6x0SWBsx4i8FjBiSFHg5s534ZuXPSOlTRcHlccBsOUQIcJzGyVFhzb4m+sMUsxALqTmDlwbH1Gt2hH3NXYO9yacddR7Ro+yssqmAqDPrYuD9IzEunJORiDYBi\/nGywqmFNLVMmF7MmxfnyAEc\/ENelbsvRve72Ri+3wy1SugHVvsRls3WHMbrTNmrWXuX6cB5CIZMsNtHdBaYJM53ll1KQnxEK294oatDKLmHhWgJLRXTZuaCEWma3c6palctaVy1FK0l0qBYg8o+h4X2wp6sJl16AiYLJnJHhJZnWB8PUW4x81j2CrRjUWfPU2E3F3R9RxXs9MlpBloE2UrxCZLY+HgGZvUxXoK0oKgxQrRxe12sdYzGA9pqijP4S3lkuqWq6FdRseYYxvsJ7R0dUpKnFLUDTO3dqOllaeSm4iOCpTqU1lal36\/KLxlCb7P8GWXKWZgJBylraEj9MN4fNZZJQGQ4CelyevOL+u7PzpcwzVeMZs+ZH5jra9vu0U6pSVzFlRIRcjc34lvKGVSMl9rGODjL5IcTxBa1ApCSeGWw4JO3pHMqrVLJSoEqPi\/lZtuO\/rHFFNKVGWUugnwZmSxJ1UvnrHFd3i1glKSEhnDs52eGjFRxbAspOWbnM2qStIzBQbQG4Z\/UxNTTCEqKUji3r8oWqaYIcTPEoFrFxpdjveHqKdLTJNznztkZgUkXUSDo72h5NKOEIld7kFNMMqbmIfOl1JfYt7w6TIIKkLS72zJPmC37RTGsLzWIVns5SDYaZTqIYoUBgVTAggEt\/Lsz63glFWu9zU2sIZxeqGUIQ2Vzdm5MA3U+cS06iqmBSQShfi4h9L7j93iunzMydXJAL\/p\/s3pCkmeuWcyTY6giyhzB1gULxsjHKzuXNKglRKi7nfUl79TvDOK1AWpIykBCWtZiT9G9YrP+JzACEISgENmAv1D6dRHErMo2YkgOAXzPvCOnm7GU8WL5c9MySAlJzJYO76a6aXaE50palJmECwIYAXAtblzjugXMQCi6Gdsw8I53EKCqmZrzGBtYM72894WMLtsZzsrCVXPzLL7+vLzhUIvmA4pAJsCbekMLQPiB6eXCIZa2cKsFR1LGxBjtPSpKEHMD3hIsfEnKfFmGgB48oYmUqELyqSoBrFJ1Tsf2hGlqAhTnRj0vxhoT7vZm+K1vpppE5KQyaJqaqXLmPLS65bqDh0qSrZVwfUxBUzJql51jxL0cPmbSwj2sqgoKShJCgsX1zpAIuOrx4iUe7KlHxO6Rub8vtoXSk72zsa5Nq1xilqg4CrgpII4D9\/XaEEIAmZTo9nIfzMCJhJcsDwBbW\/q0Sy6bNmJLB7v9d3EMlpC9yyqZwSgJ8WTM1jpzI6dYQqpQHhQvMNunEcos0SStKUhLHew8Q\/URvHcnAZxUMqChtDdjbYtq4aIRmo7sq4OWyKYS1EOA42b9xHJlkuli7OXIYAcPa0a8dkphvmAAsznTV8w3hlWE0iA02ahhbxLFg99wdeMZ+rj0z7ByH1wYlUqySb2tdr8j6axPSYZMmMAhRfQ3Yh9QflGiqMWwyU\/iCzoyQVeTCw4axWVn8QpaBlp5JHAq8I9ASTZtTDa6s8Rj5M0U4+p39i5w7s+Jf4kxZQGuHbTj77xl+1\/aVKh3MpigWJF35X26RnsV7RT6g\/iLLcBYem\/nFOTFqXDtS1Td2JOpdaYqyPCYkQq0RwR1kj0x5F9ilClSe8RY7pb5cBaKIwsJKSGlGx5BARBDChBBHpDQAXmC9qquktKmnJ+hXiR\/pOnk0a2m7cUc8FNXTmUpVjMleLrYsU+Tx82jyI1OHpzd2s91geM5R2Z9Zp8Mop+XuKyUpmaWshCvRTH0iSq7I1WTKhSVoJ0Gw4u0fI4ap8RnS\/gmzEf0rUPkYi+GmvTLyrj8yL3Xg+hjsdPGYrSp0jwBgx5E8RE9H2MnkuUrCToCW6k3dtQ2sYaV2qrRYVc\/wD8ij8zDEntPXPapml\/5idOsK6Vb9y8AnDpF+TZVHYaa7m2oYbf2MU9V2dmIUyms2pPo7W4xxR9q68KBEyYoDV0vb0i3l9vphDVFOmYnexSertrE3zo9mUSi1lNGcqKRaT8KgCHPA9I6EuwzJIDWd+MaX\/imHTyPHMkk7KBKPUH9os59FImSwiVUSSxdLzEgtwvxgfEOPqi0YqSezRgEodeUOS9gOUNYXLyzMyi2VyHdn3t97Rsabs2pI8KpQP6sySR0vHX\/LgCnzISDuZqTwc5SRz9Yx8TB3QclrOPJWTqvvFnI6kkKCgrdgSC12MVEuWlThw+vxMbDbq2g5xfKw3IkomVtLLSbWWjMz8QX8oiXKw1IZVbL0F0JKi990h9zCwnpWE38M2UNTu2vJmaiR+V73G7afPaE1DQbC3mBe\/F41isRwhCs3ezFtoEy1BNuSmBMcTe1WEp0p5szg6Uj5qi6qz6Qf8ABPlw6tGWEk34E20c7WESopl6\/psbc7ufrF7\/AM70KR4aAm\/5pg\/\/ACW8o9\/59k\/koJQ5mZ5X8A2jXOt0h+UChT6v8FIinW\/5jd\/CCW\/aLOThU6cWKFJINvCdDfTYPEy\/4jKSPBTSEnkFH3tFXUfxBrFfCtMsfyISPdnjFz5dEvm4PlruzQy+yU1RzFNt3JHKyuG8WErCZMn46iWniCQWfXi8fNaztDUTfjnTFdVGK9dUo7xv6ecvU\/Ac2K2R9RndsKKnDSkKnKAZyMo9Tf8A2jPYh\/EirX\/lZJSeCEgnzUoE+jRiXPGOYpDhKUd1f3MlWk+pa1uP1M3\/ADJ0xXIrLejtFaqYTqY4gjoUUtiR0pZOpjmCCNAIIIIACCCCADbTsOmg5Sg3N1bNxeMnXpAmKCS4e0dnEZrZc6mOzloTJiVOEou7KSkmrI8gggipMHgMEEABABHohqlpzMLJFzoBvGN2AVi6wPs7Oqi6E5UDWYqyRy5npGhw\/svLkpE2svZ0ytz\/AFEadIarccWtLSwJcoBsosEjR7NsdI5ZcS5Yp+ehbQo5l4JKXs\/RU7d4TNXxL5fJI6bmHZOMSkeGXKloFyMqQn3AvfjGdExTZiQq9n2vf5RPKPhP6QG0+2sI55w1ept\/3sOqtvTgvD2gW4Gl2+K3U3tbaJU4vLXaaBlIsCH30\/eMu7a2TboPqY9mISwD76PByKfYXnS7l1U9n5EwZpfg3YC3vpGQx6kXKUxcN6ciIvKDEu7U5UWLi+2wHT6xZ9pqUTqczAHKRZtm1HLjApSpVEpZTHuqkXbdHzPvDxPrHOYwKDExzHpWOa568ePBBGmBBBBAAQQQQAEEEEABBBBAAQQR1kPA+kAHMEd92eB9I8yHgfSADmCOsh4H0gyHgYAOYI6KCNQY97s8D6QAcQQ\/KonQVJckahtBCKktGJpmtWLSpwealAmZPAp2LjblrCipIKcydtXPtBBEadRy3Kyilb2FYIIIuSCCCCABmho1zVply0lS1FgBH0SjwyXh6Ao5V1Khqfhl2dk89nggjzuMqS1xh0Z1UYrQ5dSrXPVPUxXfXxMObf7witbOFBy9uV4IIrFJPStjnk7+RqjXLGbMCqxYi1+PSPVq8Oa2ra301aCCMcVqNuQTpiihKV3SlygHS9yTxu0CD4UkgEm\/Xk0EEOthGQ5PESCC1zp5gRqezhz0s8E5rFX1t0ggiHFf4\/lFeH9fk+YzR4jEcEEegtiTCCCCNAIIIIACCCCAAggggAIIIIACPqNZj8lVEhCa7KtNNSoloEyenu5ssywsqQEZClLFWYEl02BgggMG6ztnJlTayaKk1HeSqVMpMuZOlq8FpiQvICjxZlkCxC+JIjzCO01JMlBUypTJWRPBRMVNmLHezadaSV5DmGWUu5L3TbgQQAd13balyTJKZiimYmvdYXMSlJmzJypQVKy5ZhWFIYn4c2zQrJ7YUqa2XNRMKUT50udUKUk+BMqUES5ZZ2UlfeKOUEELRcsQCCABDGcWkzKmjmmpQUyFpWr8epnEgTZbgGbLSUnK6rahB3YF5OPtVTlqxZK0TJdSmR4p\/wCAqYk92ovL8LOA6XIa0EEAFlS9spEuZKzVudQRIRNmJ7xpmSVUhTkpClDvFyzcakcDHzftfiKaioTNCzMJkSAtRdytMlAW76nODeCCAD\/\/2Q==\" alt=\"LA CELULA Y SUS ORGANELOS CELULARES\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSO35wWFirgifHvqHYvOfwzUK-4PvuWUjpE1X8pEKFp0tStt_dwa1F7M6e85P1qIQZKNZc&amp;usqp=CAU\" alt=\"Las c\u00e9lulas y la estructura celular | CancerQuest\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/-bseqBxmFtOY\/VUJulMuLFBI\/AAAAAAAAAME\/PF3onNPJUP8\/s1600\/Jaja.gif\" alt=\"ORGANELOS CELULARES: \u00bfSAB\u00cdAS QU\u00c9?\" \/><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/-rAniXxMsHxM\/W652bqyQrZI\/AAAAAAABGRM\/KZ9nWZG97IIbV24FxtOO7Cjsmtu2LHcNgCLcBGAs\/s320\/gif%2Banimados%2Bde%2Bvelas%2B%2B%252831%2529.gif\" alt=\"Blog de im\u00e1genes: Gifs animados de velas con llama\" \/><\/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 \u00a0Organelos celulares\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La llama de la vela<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los organelos de los cuales las c\u00e9lulas est\u00e1n hechas no son m\u00e1s est\u00e1ticas que la llama de una vela. En cualquier instante, la vela exhibe un patr\u00f3n din\u00e1mico de casamientos y divorcios qu\u00edmicos, de procesos que producen energ\u00eda y procesos que la consumen, de estructuras form\u00e1ndose y estructuras desapareciendo. La vida es proceso no una cosa.<\/p>\n<p style=\"text-align: justify;\">\u00bfC\u00f3mo ese proceso ordenado lleg\u00f3 a existir? Una vez que la c\u00e9lula es una entidad altamente ordenada y no aleatoria (evitando, la torpe regularidad de un cristal), se puede pensar en ella como un sistema que contiene informaci\u00f3n<a id=\"id1\" href=\"http:\/\/www.sindioses.org\/cienciaorigenes\/biopoyesis04.html#id14\"><sup>1<\/sup><\/a>. La informaci\u00f3n es un ingrediente que adicionado, trae a la vida lo que ser\u00edan \u00e1tomos no vivos. \u00bfC\u00f3mo \u2013 nos preguntamos-la informaci\u00f3n puede ser introducida sin una inteligencia creativa sobrenatural? Este es el problema que la ciencia a\u00fan tiene que responderse, lo que colocar\u00eda a Dios en la categor\u00eda de completamente desempleado.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/_z3-Dcnd3SNQ\/TIMSGjfiDTI\/AAAAAAAAACo\/NLgjeovHPAo\/s400\/24.jpg\" alt=\"\" width=\"305\" height=\"400\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Lo cierto es que, para llegar a comprender lo muy grande, tuvimos que saber de lo muy peque\u00f1o que, cuando se junta, es lo que conforma todo lo que podemos observar en el Universo. Son tan complejos esos &#8220;universos&#8221; de lo muy peque\u00f1o que llamamos mec\u00e1nica cu\u00e1ntica que, en realidad, m\u00e1s que con palabras la tenemos que contar con n\u00famero. Los n\u00fameros, las matem\u00e1ticas es el lenguaje de la F\u00edsica, la que realmente expresa lo que queremos decir y que las palabras no pueden. El lenguaje ordinario de las palabras no es suficiente para contar todo lo que ocurre en ese micho mundo de la materia.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSJNSo88cNQXdfsuf5ANIlk6l4MYTuM0Fhznw&amp;usqp=CAU\" alt=\"Dehumanizados : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfD\u00f3nde dejamos la Conciencia? \u00bfPor qu\u00e9 nos comportamos as\u00ed? \u00bfQu\u00e9 somos en realidad?<\/p>\n<p style=\"text-align: justify;\">Mejor seguimos con el trabajo<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Claro que el misterio no es que coincidamos con el Universo, sino que en cierta medida estamos en conflicto con \u00e9l, y sin embargo, podemos comprender algo de \u00e9l. \u00bfPor qu\u00e9 esto es as\u00ed? En busca de una respuesta, deteng\u00e1monos otra vez, a beber en la fuente burbujeante de la simetr\u00eda. La simetr\u00eda, recordemos, no s\u00f3lo implica la existencia de una invariancia bajo una transformaci\u00f3n, la base de toda Ley natural, sino que tambi\u00e9n una &#8220;debida proporci\u00f3n&#8221; entre la invariancia y un marco de referencia mayor y m\u00e1s inclusivo.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcSOODjkyF1KNBxjugYCbxPX9EfK35wqiMNnMliIniIgbxhxWtGK\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcTB5dfc7MK2hjutaPMeOkc8ISbkbZmAE2pDyIRs8xYSFSVQ3vdc\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><\/p>\n<\/blockquote>\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 La Mente, funciona como un paraca\u00eddas, s\u00f3lo funciona si se abre<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La Mente, con sus limitaciones intr\u00ednsecas, forma un marco dentro del cual nuestras ideas pueden juguetear; hasta la teor\u00eda m\u00e1s amplia est\u00e1 enmarcada en un vocabulario matem\u00e1tico, verbal o visual espec\u00edfico. Luego ponemos a prueba nuestras ideas compar\u00e1ndolas con una parte del mundo externo, que sin embargo, tiene a su vez un marco a su alrededor. Este proceso es \u00fatil mientras no lleguemos a un campo sin marco, sin l\u00edmites.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQUE36I5F9kUCj_tLUb2AkITVN5jmutG7uhaw&amp;usqp=CAU\" alt=\"La vida! El misterio persiste : Blog de Emilio Silvera V.\" \/><\/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 \u00a0Por saber somos capaces de bajar a los infiernos<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">El Teorema de G\u00f6del indica que esto nunca ocurrir\u00e1, que una teor\u00eda, por su misma naturaleza, requiere para su verificaci\u00f3n la existencia o contemplaci\u00f3n de un marco de referencia mayor. Es la condici\u00f3n l\u00edmite, pues, la que brinda la distinci\u00f3n esencial entre la Mente y el Universo; Los Pensamientos y los Sucesos est\u00e1n limitados, aunque la totalidad no lo este (Ideas como esta aparecieron en Grecia, cuando el pensamiento griego, como el de Filolao de Tarento que escribi\u00f3, alrededor de 460 a.C.:<\/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:ANd9GcRdcxQeRagaZaxuqu7vnC0mP-5bP7nmkRrTWA&amp;usqp=CAU\" alt=\"Imaginaci\u00f3n : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTTuuKj2gqhmhpaZHXd4rSV1t0sfWpkuKPRrg&amp;usqp=CAU\" alt=\"Sin la luz? \u00a1Ser\u00eda otro Universo! : Blog de Emilio Silvera V.\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;La Naturaleza, en el Cosmos, armoniz\u00f3 lo Ilimitado y lo limitado, el orden de la totalidad de todas las cosas dentro de ella&#8221;-.<\/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<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Horizonte - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Cuando miramos el Horizonte, nos encontramos con un l\u00edmite que no podemos traspasar, y, ese l\u00edmite nos habla de nuestras carencias. No podemos ir m\u00e1s all\u00e1 de los l\u00edmite que la Naturaleza nos impone y, para evitar eso, nos valemos de ingenios que hemos inventado y que nos permiten llegar mucho m\u00e1s lejos de lo que nuestro f\u00edsico nos permite.<\/p>\n<p style=\"text-align: justify;\">\u00bfY de d\u00f3nde provienen los l\u00edmites? Muy posiblemente de la ruptura de simetr\u00edas c\u00f3smicas en el momento de la G\u00e9nesis. Contemplamos un paisaje c\u00f3smico hendido por las l\u00edneas de fracturas de simetr\u00edas rotas, y tomamos de sus esquemas met\u00e1foras que aspiran a ser tan creativas, si no siempre tan agrietadas, como el universo que se propone describir.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/_Q7sLR5F74_Q\/TBfeouG-oQI\/AAAAAAAABBM\/Amm8iwLy2x8\/s1600\/2.jpg\" alt=\"\" width=\"534\" height=\"393\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Vivimos en un mundo tridimensional y, cuando queremos escenificar ese mundo de m\u00e1s dimensiones\u2026 \u00a1No podemos! As\u00ed pues, el universo original estaba en un estado de falso vac\u00edo, el estado de m\u00e1xima simetr\u00eda, mientras que hoy estamos en el estado roto del verdadero que fue. \u00a1Nuestro Universo Asim\u00e9trico!<\/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=\"supersimetr\u00eda | portalastronomico.com\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRkPN93NFq6AfkJ7H4ZUd4RtvMSibl4VWLdhQ&amp;usqp=CAU\" alt=\"Noticias que no dejan de sorprender : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">S\u00f3lo las matem\u00e1ticas lo consiguen dibujar. La \u00faltima parada antes de que tal cosa suceda se llama \u201csuper-gravedad\u201d, una construcci\u00f3n matem\u00e1ticamente complicada que consigue combinar la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/12\/%C2%A1el-universor-%C2%BFde-11-dimensiones\/\"><a href=\"#\" onclick=\"referencia('supersimetria',event); return false;\">supersimetr\u00eda<\/a><\/a> con la fuerza gravitatoria pero, \u00bfQu\u00e9 es la super-gravedad? Meternos en esos berenjenales matem\u00e1ticos ser\u00eda algo engorroso y (para muchos) aburrido.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><strong>&#8220;Todas las met\u00e1foras son imperfectas&#8221;, y en eso reside su belleza.<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>Robert Prost<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong><\/strong><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/boldognapot.hu\/blog\/wp-content\/uploads\/2013\/04\/1.13.jpg\" alt=\"\" width=\"509\" height=\"393\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Puede ser, pues, que el universo sea comprensible porque es defectuoso, que gracias a que renunci\u00f3 a la perfecci\u00f3n del no ser por el revoltijo del ser existimos nosotros, percibimos la embrollada e imperfecta realidad y la sometemos a prueba con el fantasmal espectro del pensamiento de la simetr\u00eda primordial que la precedi\u00f3. Somos, por lo tanto pensamos. (O, como dice el cuentista Jorge Luis Borge: &#8220;Pese a uno mismo, uno piensa&#8221;.<\/p>\n<p style=\"text-align: justify;\">La Ciencia es un proceso, no un edificio, y se despoja de los viejos conceptos a medida que crece .&#8221;Las teor\u00eda (dec\u00eda Ernest Mach) son como hojas marchitas, que caen despu\u00e9s de haber permitido al organismo de la ciencia respirar por un tiempo&#8221;. El proceso depende del error (como se\u00f1ala Popper, una teor\u00eda es valiosa s\u00f3lo si es susceptible de ser refutada), como para dar testimonio de la ubicuidad y eficacia de la imperfecci\u00f3n c\u00f3smica. Claro que, el error, a menudo puede ser f\u00e9rtil (ya lo explicar\u00e9 en otro momento).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcSyCgJwXIHjnzBG4H4vHvHAe4fa2dSir1T4W4ByYXtItFq_q4Er\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><img decoding=\"async\" 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\" alt=\"El ocaso de la teor\u00eda de cuerdas \u2014 Cuaderno de Cultura Cient\u00edfica\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Acordaos que <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> dec\u00eda: &#8220;La Mente era con un paraca\u00eddas que, s\u00f3lo funciona cuando se abre.&#8221; As\u00ed que, no pocas f\u00edsicos siguen ese consejo y abren sus mentes a cuestiones que no han podido ser demostradas y, elaboran teor\u00edas, unas m\u00e1s complicadas que otras que, en definitiva persiguen saber del Universo y buscar, algunas respuestas a preguntas planteadas que nadie ha sabido contestar. As\u00ed, para burlar la velocidad de la Luz nos agarramos a los Agujeros de Gusano, para saber de c\u00f3mo es en realidad la Naturaleza surgen Teor\u00edas como las de Supercuerdas que nos llevan a un Universo de 11 dimensiones donde, la Gravedad de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y la mec\u00e1nica cu\u00e1ntica de Planck, pueden convivir tan ricamente.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Gravedad Cu\u00e1ntica de Lazos, la prima fea de la gravedad cu\u00e1ntica. - Naukas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQHa2brI7cNM3VH0RgZyuALl4fo_7cEdedo2A&amp;usqp=CAU\" alt=\"Teor\u00eda de cuerdas VS gravedad cu\u00e1ntica de bucles \u2013 Universo Cu\u00e1ntico\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La ciencia es muy joven y le queda mucho por avanzar, y, que sobreviva el tiempo suficiente para llegar a vieja, depender\u00e1 de nuestras conductas, cordura, coraje y vigor, y como siempre se debe a\u00f1adir en esta era nuclear, de que no nos destruyamos antes nosotros mismos.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><strong>&#8220;Nada que sea grandioso entra en la vida de los mortales sin una maldici\u00f3n&#8221; Dec\u00eda S\u00f3focles, y el conocimiento de c\u00f3mo brillan las estrellas es muy grande, y su lado oscuro es, en verdad, muy oscuro. Es innecesario decir que la Ciencia misma no nos librar\u00e1 de los peligros a los que su conocimiento nos ha expuesto, y, est\u00e1 en nosotros, s\u00f3lo en nosotros, el tener la racionalidad necesaria para que su uso no se vuelva contra nosotros&#8230;<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El final del futuro: el mundo rob\u00f3tico despu\u00e9s del coronavirus\" \/><\/p>\n<p style=\"text-align: justify;\">Habr\u00e1 que ir con sumo cuidado<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Si nos adentramos dentro de nosotros mismos, si miramos hacia atr\u00e1s en el tiempo, si estudiamos de manera detenida y pormenorizada todo lo ue hemos hecho desde la noche de los Tiempos, si hacemos ese viaje al interior de nuestro Ser m\u00e1s profundo&#8230; \u00a1Contemplamos un escenario fr\u00edo y caliente, oscuro y de cegadora luz! Somos capaces de lo mejor y de lo peor, estamos agarrados por dos fuertes manos: Una es la Vida y la otra es la Muerte. Nosotros, en medio de esa verdad, no hemos podido superar todav\u00eda, esa realidad de la extinci\u00f3n, de una vida perecedera.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La muerte de la muerte revoluciona las ideas sobre la vida \u2022 Tendencias21\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Desde que nacemos caminamos hacia el final<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nuestras vidas, como nuestro planeta, oscilan suspendidas en una dualidad mitad luz y mitad oscuridad y sombra. Si imploramos a la Naturaleza ser\u00e1 en vano; ella es indiferente a nuestro destino, y su costumbre es ensayarlo todo y ser implacable con la competencia. El 99 por ciento de todas las especies que han vivido en la Tierra han desaparecido, y, desde luego, ninguna estrella titilar\u00e1 en nuestro homenaje cuando nos vayamos de este mundo.<\/p>\n<p style=\"text-align: justify;\">Epicteto, el ex esclavo se\u00f1alaba que:<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><strong>&#8220;Toda cuesti\u00f3n tiene dos asas, por una de las cuales se la puede coger, y por la otra no.<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>Si tu hermano te ofende, no aborde la cuesti\u00f3n por este lado, que \u00e9l te ofende. pues de\u00a0<\/strong><strong>esa asa no se puede coger la cuesti\u00f3n. En cambio, ab\u00f3rdala por el otro lado, que \u00e9l es tu\u00a0<\/strong><strong>hermano, tu amigo nato; y podr\u00e1s dominarla, por el asa que soporta su cogida.<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Decimos que (hablamos como seres vivos<strong><\/strong> y -creemos- como seres pensantes, como conquistadores del fuego), por lo tanto, pues, elegimos la vida. Claro que, la elecci\u00f3n nunca podr\u00e1 estar en nuestras manos y, lo \u00fanico que podremos hacer con ayuda de la Ciencia, ser\u00e1 alargarla lo m\u00e1s posible para poder dejar, en este mundo, la mayor huella posible de nuestro ef\u00edmero paso por \u00e9l.<\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/-zu5vAt3_8Wc\/Tke7g7iPa9I\/AAAAAAAAEhs\/YuR3-FYTa5Q\/s640\/display_1313947.jpg\" alt=\"\" width=\"640\" height=\"537\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<h3 style=\"text-align: justify;\">\u00a0El cerebro es capaz de inventar recuerdos de hechos que nunca ocurrieron y visitar lugares que, \u00a1no sabemos si existir\u00e1n en alguna parte! Los cien mil millones de neuronas que no dejan de titilar produciendo fogonazos que hacen saltar las ideas que nos llegan, no pocas veces sin saber de d\u00f3nde, es a\u00fan un gran misterio que los estudiosos tratan de resolver. No se ha podido llegar a saber c\u00f3mo funciona el cerebro humano y su complejidad es tal que, s\u00f3lo el universo mismo se le podr\u00eda comparar.<\/h3>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">La capacidad humana para aprender, inventar, buscar recursos, y sobre todo, adaptarse a las circunstancias es bastante grande. A lo largo de los \u00faltimos milenios Civilizaciones del pasado han demostrado que desarrollarse y constituir sociedades que apuntan maneras de querer hacer bien las cosas. Bueno, al menos esas son las sensaciones que yo he podido percibir.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-3X6S70afMTg\/UWXnG7d8BVI\/AAAAAAAAAN0\/yx8e16h1Tiw\/s1600\/lentilleGravitationnelle_hst+copia.jpg\" alt=\"\" width=\"826\" height=\"298\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Constituido por innumerables galaxias de estrellas, nuestro Universo,\u00a0 no s\u00f3lo es asombroso, sino que, es mucho m\u00e1s de lo que nuestras pobres mentes pueden imaginar. multitud de Nebulosas de las que \u201cnacen\u201d nuevas y brillantes estrellas y mundos, una inmensidad de objetos ex\u00f3ticos de una rica variedad que subyacen en las estrellas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/31\/todo-lo-que-existe-esta-en-el-universo-los-pensamientos-tambien\/\">neutrones<\/a> como <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-hombre-en-el-universo\/#\"><a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a><\/a> y magnetares, o, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-hombre-en-el-universo\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a> misteriosos y, todo ello, en un espacio de una magnitud inimaginable para nuestras mentes que, percibe continuados mensajes que les env\u00edan los sentidos provenientes de los objetos y las cosas cotidianas que nos rodean pero, con una limitaci\u00f3n inconmensurable que nos deja inmersos en una nube de ignorancia que, desde hace mucho tiempo, tratamos de desterrar\u2026 \u00a1Sin conseguirlo!<\/p>\n<p style=\"text-align: justify;\">El camino hacia la total comprensi\u00f3n de la Naturaleza comenz\u00f3 cuando fuimos conscientes de que nuestros conocimientos eran limitados y nuestra ignorancia infinita. Ya nos lo dijo S\u00f3crates: \u201cSolo se que no se nada\u201d, despu\u00e9s de \u00e9l, muchos han sido los fil\u00f3sofos que de una u otra manera han dicho lo mismo en variadas versiones.<\/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:\/\/3.bp.blogspot.com\/_zj5ibbOrnaI\/Sq002tBB3qI\/AAAAAAAAFBU\/t_yhEbCEVbk\/s1600\/si+el+universo+se+expande,+las+galaxias+chocan+1.jpg\" alt=\"\" width=\"590\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No puedo desechar la idea de que, con los &#8220;universos&#8221; ocurre lo mismo que ocurre con los mundos, con las estrellas y con las galaxias: \u00a1Que son infinitos! Dentro de un Multiverso mayor al que no hemos podido tener acceso, toda vez que, nuestras limitaciones, en este caso&#8230; \u00a1Son infinitas. Hablamos de ir a otros mundos sin pararnos a pesar en la complejidad que dicho viaje conlleva. Una cosa es enviar ingenios robotizados y, otra muy distinta, que sean personas las que intenten esa empresa que, al menos en los pr\u00f3ximas d\u00e9cadas&#8230; \u00a1Ser\u00e1 imposible de concretar!<\/p>\n<p style=\"text-align: justify;\">Sin embargo, como nos pasa con las teor\u00edas, hablamos, imaginamos y planteados &#8220;mundos&#8221; ilusorios y viajes imposibles que, si alguna vez son una realidad, esa estar\u00e1 situada muy lejos en el tiempo que est\u00e1 por venir. Sin embargo, nuestra manera de ser, nos lleva a no pararnos ante nada, hacemos como que, las barreras no existen y nos imaginamos haciendo cosas que&#8230; &#8220;nunca podremos&#8221;.<\/p>\n<p style=\"text-align: justify;\">Mientras tanto&#8230; \u00a1Sigamos so\u00f1ando!<\/p>\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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F06%2F%25c2%25bfcomo-podemos-comprender-algo-del-vasto-universo%2F&amp;title=%C2%BFC%C3%B3mo+podemos+comprender+algo+del+vasto+Universo%3F' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F06%2F%25c2%25bfcomo-podemos-comprender-algo-del-vasto-universo%2F&amp;title=%C2%BFC%C3%B3mo+podemos+comprender+algo+del+vasto+Universo%3F' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/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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