{"id":9064,"date":"2022-02-22T05:12:11","date_gmt":"2022-02-22T04:12:11","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=9064"},"modified":"2022-02-22T05:13:02","modified_gmt":"2022-02-22T04:13:02","slug":"%c2%a1la-complejidad","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2022\/02\/22\/%c2%a1la-complejidad\/","title":{"rendered":"\u00a1La Complejidad!"},"content":{"rendered":"<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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T8jrzoNccrHx21PVZRvYSv8Ahqe2DhLd26ihmAZlBVhwnUBl36TvArXKdIyRgnKy2bB7OWwgxGJWTlzZW+EAD42HEkAGD\/tNYDEYbFB7YtCF3hkAEHcyx\/2Io7aeXumVtAwyiN8kaACoXs6Ft3CrAhnEKeGkmPP+lIlOpJDYw5QcvgqfabY64S7I8SPJtqdYI+IOeIWR5yJ3GYW3jiCSSSTqTV6\/SSo7m2ePeGPIo0\/gKzW5oCaF4+TobCdRTJzD48uSs71ceuUkfMCh7V3P51GYG6e8RxuDKT5SJ+VP4EFbhTiCVPoYqRUY6GXKWzSOwdqEuHjKj2BP5\/KidrYQXbmfLooyyZ8UGYI5STQHZXFd3Ibwq0AE\/eHHy11PlU\/dxICtA4nh130MlyVMWrjkbQVhb4e3JEaEEcNJB9NKi1XRVGgEaDQaUjC436vKu\/M2YjqxgAjjVa7a9o2w9vu7bfWuN+hyrz862YPw2zHmj91IqX6SdvC7da1babafERuLjePIVQgvGpm9tS6d5tnztWD+KVG4rbNycqi1PH6jDf8ATp1\/Ihq9ICvXZOVfWnBbAXX3ovD464NStmf\/AG+F\/wCnRP09yINuwfOxYH+VBV8G1bB5xi6TIBxp5UgCp18aBvw+HP8A8Uf5SKFfaK\/+kw\/8t78rlJlFx7GKSl0KJpM11qTRiTs10GkV2oQWDTtg60wDTthtaiIHD+50HtXQfM+Wgpuf7NKGv9wKMEXm6x5U1cuRw96WD19qZxC8YqEPCWk8eFNNPGncPx3+lKu25GixVlDVpwN4mrk+28NbxOFezaju7OVzoJbKwDED4mDazVJpavA66AeU5j8x86CUVIOMnHos9rBXMQb+OtkKgf4Jhh3jiUUDQgBvY+Ypm5s1rARmkBWBP8LHT1OX2NO9lMQVuLbJ+re5LLwIBgafze3Srr+km\/bFlAArEFvIKYyyBvG8Dh71mcpKdejVGEXC\/ZPbKL3balXBUga7+FTd66lm1mZtEU6n++dYHsfbmJtMTbusB90\/COipuA8qsW0+0t6\/ai443E6CJ4fkabON7XZMUk1t6Kt2oD3L7Ow0YnK28EdCNJ6UrYWEZrlsIpdiwhRvJBmB7UnUPIaQfiU6qehU6GtO\/Rls+3Fy\/kysIQayBIzMVnUT4RqTx11pGRNaZphJbkRtzspirFt3KqwCnRWlgNxJX92dxNVHE4o6A+lbRsRGV7pZ2bO2ZQZiATqJ3aEadKybtXgbdvEXRnOUO+VEGoEkgFjosbuPlSI1poc5N3GRC23GY61cOzU27lt38KhlPi0JE6wu86dKo6Y4q31ahP2viufznd\/CFqb2djSNTqeJO\/1NMyT0Bix7NvxoBKTukn5UHiVUXbcfeFVrZ+3vq1DkkKYQ8d2o6gae9DbU29GqSG4MTqOqgbj11pEppu\/2GQwyWv3HO32PtvcW0SwyA6gAjM0T4SRMADWedUlMFnJCXEfpOVv5XifSaVdx+YlXGZN8TBBO8o32T7g8QavGzOz9rD4dLrWRfe4VMPoERgWAy6iYiep5U36mmynBRpEf2L7NZrh75TlQAlSCMxPwg9NCfSrZhLCYg3rdy1aGVvBlADAGfESNd43iJ1p52s4NpHhW4DA+yCuoA5A5vIVVG7SCzee6QJe2yWwCDLZl1McBFLi2pKPu9kl98XL1Sr\/YJ9OIY5jJGnTTSAOA6U7idrEJE1V7mKM0m9iZKjmR+Nb5YNWIj5CWjRdnP3eHN19yKW8zFZPtnFPduNcc6sZ8hwArZNvYcLs25HC0D+FYvjxA03nQU7FFOOvRjy5Hdv2Q+JY7l38TyoG3Zg1LiyAPxpP0YU76TezK8oIi08TApbKBQt96KuKF\/iY3dea4qzSVFNXMSQYilN+2PjH0gxqTXTXKUWer1cmvTULO0u28Gm5pStHCoQfa8Z00p+00iY9zQE0\/h34aetWgWGhuvtXo6e9Nq3UnyFLVf2fc0RRxdCdePClnyPqete15gf70zeIkazVlDbjWjthYFb2ItWnbKruqk+bAUEXBIgVdNsW8Gt+yMMSMqhXy+IwGbxiSNSsEkTHSaVklWhuOF7\/YY7RYO3ZxYt4YmGVDMyRnElZ8yTPUDzc2zgrvdrdMxBAkaESdOoggVY8E2Dt4y8z22C5LeXvATAMZmXMJkrGvUxRXara9hsEqr4tF0ndCkHXhqRWJzdo3qCp\/BnGzNlm84FtScxAyjUhjw6jkfepLb+zGw7ZLikEII475MgjQiSalf0e37aXs5VlEOAWYEE5ToPCJ10qa7Z3GdFdEgKmUvl+E5mhQ3AxHXWnPI4y2LjiUoaRSsJb1BcZBH2viPULv9TA61oXY3FKlq4kQGBZCSJZgpDAAbtw57jrWaoTbbNcMtwU\/i\/Ly3njHGawO0soDM2raDoBvIHAbgOHxUWV8gsFL7Wafe2qqQzCAqnpLRos9TWN7fvl7js3xMzM3mSSfnVqw9q7jGKWvEQJOZgABu40naPZG7mUXCgeJ0ztmXUQYX4hHqKzRxyfZpc4R6M7S3rUhYYgVetmfo8N3xNdyrzyb\/KT86mB+jq0gDB3crrlMKDGsaCpKEnokckY+yg4jFlAE+6IP7x1b2On8NRuI2gedXG7s7DKf1ZZpMytxjPGZI40lcMgPgw8dcltPmQTVw8e3dkn5NKqKfhiWbQFvIE\/hW07OxDXbVljac\/VwQVKgMABPijQxINU61auE\/CF83J\/ykD5VYsDtW6iBGKQogEDWOAM05+LfszvyV8ED+kHaFyLaqhyompBBlmAnQGYAA+dZu20CyIZ+G6yEdLiKw+dtvetX2vgLeIGZtGGhI91JHuPQVUsd2Xbu7kAPrbuAj4pQlR13XG51cfG4y5Az8lOHBEKHJpvEXcuU8iD7GnHzJIZCDQeNaVrpOcGtM5yU4vZtnaTEq2yndTo1lY\/iyj86xYXM9xl+4sep31O2+1n\/AIU+Gb4gQAf2QwaPcVVtikrLtvbWl4NOvl2Xn2r\/AIDjZjfTFxwKdv3poR9a1uvRjQxdM0M4olxTLikyGQYwBSEQU7Glc1pLQ9MUTSSa4WpJas9jqFV6aRmr01LJQ7XqazV7NUsuh6nsNv4etB56ctXYNTkTiSSt+17Clqo5E+dBrd6tS1udD70XIHgFkRrAp7Y2z\/pN9LRYLmnxHcoALE+wNRd+90ilYTF3Fabc5uBAlusfn09aGUtaCjBXsO2js\/ur72iQcjlCRqDBiRVg2\/sW3h8TZFi5n8KzmZQc6sVld2hAUxqRPUVC7VwV3Drbu3BBuy9skgmREk8RGadd8qaRsuzfuqbiIzpbKi4RwDHwEftA5tfymluVq71QxRp1W7NP2895MNdFxEm6e7zg8SspP7r59efvUXibCYTAm1iUBuuGcagmQ6BADrEeORu3zOlN9rO8wluxluvczHxyTlFxQpLGOBz6AneCdZihGNzHYmx3xyoxIPTOxzx5\/wBKyxkklZqlFu6IHZWKTOSe8nT7a+gACaDoK1C7tK39DyL8WQiJkh8wPuN88KoPaPZtvD4gLhwxzKjKTqVzAGARvPWP61aOzWy7hvpavIVAQsykRI108joPejyTUqa9hYYOKal62U7E4I5p5nju6kn51GYnEeLTQDRR0G71O89Sa2DtVsxThnYIqsphSoyyjEAAx5\/jzNY3j7TBt3GrhP8AKwZx1yQfs3bF6y+e05RojTiDvBq1bM2xcxj27d2WLMFBk6SQCelUG2TJ6VbOxzZcTZO\/xrMcBMEnoJq5S4kxxvZsWKtZbRVNIWB5cdfKmNjWSqEcJ0HLnpwpzHasik6GSfSI\/GkWiFvBQdCpkeWtA5\/d\/Yij9lfz\/Qg+0lkJczAGGAYgCddQdPSqbitv2UYhi481I\/Gr5tTFWnusguoLigKUZgJBGaYmT8Uaboqo7a2OjnxoUYjRh4lP8QGnqKN5JR2ug4YoTj93ZFJ2owxOj\/h\/WiLfaOx94+xqCxvZu5bJ8MjhxFRn0ZQ0Pb9VJHyol5L9i34ifRcMWcVbcPbvhrV1SFaFKjMPA27g2Ukcgai9mdqcQLht3bYmHB0g5lRiBp+0oFEbDxVhE7l3fu2OmcfATvIOoy89evOitp7HyXUuxIZlLHmQQGMj7wg\/xGlPNJbT0P8AoQemtjCdoMNeH1iQeon2I1oTE7Pw1zW3cCnkagcZsm5bZguoBI66GKAZri8D7Grj5XLsXLw+PQbtDY7KsDVSR8GsmdBApWKwL2lXNAngDqNNx61M9hrNx7rNcTwBDB\/aJWB5xmoTtRiyCTlAyxI3gmdT00psPJlGWuheTxYSg77IIvrrS1WaH+mWm3+E+4\/qKfw9h3MWpuE7gksf5RrW+HkRfZy8njyXQl0odlqRdbdv9fdAP\/Dtxcff9pge7T+YsPu02Ntqv6lBa\/bnPd8+8I8B36oEprnF9Cljkuzi7LcANdK2VOoNyQxHNLQBdh1jL1FdD4ZdBauXebO\/d+yJOX1ZvSg2uZiSTJOpJMkk7yTxNczCh432Fyr0AFq4DSK8DWI2C5r01wGvGrIdmvTSa9VEOlq5mrhpJqBIMS7pvNJfEGdJoZHg9K65GpE1Vkoda9rXhdoXPO+kG5VWXRY9obfu3BbRrjDuwFEFh9lAZjfGWPSpDZ3ahrVi7ZBYrc0ZmPiMo4MctJgfOqZ3le70xHDfQOMaoNNp2WzDbca49sOxOUwDwy8oPA8jyFan2kxdlMFbyFc0WygUqrAsDnhiNJO\/rArArd8gyKlbe1mZGDywESOak5WH+IeoFKljuSroZHJSd9mo4ztVZZLIRA1y09poacwhTnBOm9wv9KLTtcGxCsseEMpkCWzMxInhv+VVHsFjbSX374KwFs90WAOsSu\/hHAyARwr208fh1xl027ZyFsyENCweKgDQb+NJnFW0vRoxu0m\/ZqrIcTZE3MquwVTlksRIA0Ognj0rL+02yntOyPC5WgsSFTmCGO+QQY367q0nYm27Zw1uBqoYFRPhIMg+UHf51nv6QtpWbuJZpePCFYBWBAUCQCRod+\/jVRq1Xeg5ctprWysWnsqTqbp9Ut\/87f4al8LjiYEwv3V8K9NBvPUyetVxHtyclxPJg6EepGX\/ABUdh3uQCtvMBxQrcH+AmnzVoRikos1jDdpBdRM7BXUEEmYaYgzwOms0jEdohZJcMrvlIVRJAJ4sd0DkJ9KzS3tUqSDIPI6H2rmJ2nK1l4y5WbFw40SG1sWL5ZhrcJLMP+JxJT9r9njw5VG7O7W4jDsuS4WQf+W\/iQjkJ1X0qJxOL3U29wYg8Bd4HQLc6Hgtzrubo3xaYRoy5ZWzR8H+kbCXAResvabgy\/WJ6gCflRlhMJivEly2zajwsJ36EqYI9qyaxhzOoMjQg7wRvBHA1LYPAFmCqJJMADnVTkvYWOMjQ27Pup8IzCrbsfZJuWctxYX7JO\/TTQct9ULsTbunEpbS4yqTLgGVKqJbTdrET1rY20UxwH96UvFCLt+g8+SUaj7Ktjuxi3CWW4QxJOqgiT5GqZtTs+9pirrHJxqD1B5VqeGDZpzSDvpvbWDW7aIO8ag8o3\/KpLDGSuOmDDyJxlUnaM42I6WwUcZH4fdccCp\/Konb+FN3MVQBTOZiQqCdNXaBPSrDiSLfhFsP1eCPRN3uTVd2y9y4RmDHgJ3DoBwHQUMZemMnGyiLh8JZbK7vecbwspaB6uRnfhuC79GpzE40kZLdwW7Z327fgQ7vjjxXDpvcsetE9t9nd09o6S1sZvNY\/wCaPSqyDXSjJJbRypxbemSF\/U6tmPOhyBTGelK9M5pi+DQStyK6b1C567nq+ZXAcr1Ky16KUGcrtdAroWrIIrhpzLXstQg3SCKeyV7JVEByK4DFEG1Se4NCFYPl30kipBMLpvrpwc8RUotSI2vUXcwZBpBwpqqC5IHqd7K7GuYy49q3lzZC0kwAADJJ5THrFRIwxqb7NbUfB3CyKJcFHYkzkYjQDcNRM60M+XHXZcXFvZbezfZhO4xH0lmt3bZu2rf2cuS0zsT95cwI\/m1qjYXEmSrtpvVvuk\/6TxHr5nYnaNx7l+4xOa4Szb4JNwSCOW8RyqNu4VQTEwQCvkeB6jUelDHG937CeRaon8Pta5bIU7xw\/vhQePum4e7J4zaY9dQrdGBGvAnkTQ9hA4VCSGAhGP8A+ZPLkeG7cdHPoRZEOsqSjTvEarPoSP4KFY4xdjHmlNURLWmlpEEaEcQeIilojCD7VJXcMXDa\/WKNebqBv6so38wJ3gyILZ8OtO42IUmmEptG8JHeMRyY51\/leRXn2iCAHtWm8g1s\/wD1kD5UN3ba60k2WyzQfTGfVF3HsNvW7bPQpcHswQ\/P1pWH2fbY+C+h6Oty2feCv+KhGQ0Zgk1FVJUi4O5Grfo97MJfm9iVW4LZCocyuLhifrMpIbKMsTqZ1mBVqw2At4xLqPh1slSVRlADAEHSQN+mo3EGoj9HOKC4W6hOUktcU7iRkVWy+WUe9WexiLVtiwYKoQs3LQjXz1+dZuStL+ppknv+K\/79So9i8E1nGZXyg5XSMy5pBEwszEKeFX7H4nJlH3ifYR\/WsqfFvbxBxNuCO8NyRwzMTlcb1mSOR4E1bNt7bS7bs3bZ08QYcVaF8Lcjv86CM3HG0uw8mPlki30TeP2gFhlOo+fQ1LXWGQnhlJ+VZq+0S5Cg6mrRtrtJbtFbY8f\/ABI+yI+HqefKneNznbYvyMcYUkCYjBJc1Ujy4+1R77PQkK0cSecDea7ibmExDhFxKWnbVQ8rIPG22gf0O8QYIIqwbN7O2sPbaXLkiXuORMDXT7qjf+M0z6MeSvoXLO1F12YZ+knEZsSqxGVJj99iY9gKp1Tna\/Hrfxl64hJQtlQnQ5EAUGOExPrUIa0vtmRdCa7XIrooSz01ya7lrwFEUHV6ukVyKgB4GlA1wClAVZR2a9mr0V4ioQ9mr2ekkUmoWOd5Xu8puK4Vqi0SFrEiBqKc7\/8AdP8AvUfYTfupZToKlkoNN0R8A3H8aGd44UxmA5imb78JJqmy0gj6QK8cQKAp4rK5hplgMPPVWHmBqOY66Sy6JC5iB4zzCn+aD+NIt3wyleIll\/1D2E+h50Mf1c9FHs7fkR7UnB6MCN4M+1U5Ui1G3RJ4JjPwzWmdi9jpirTNcBhMsxlzMTMEltNADPMH1rl3sPbt4fP3hDqiXLmgKgPOiRqcu7Xf0qF2Xt9sODbTS2xAP3tCfEWjU6nSI6Vlnkk9UbYY4xVpkZ2uwowuIuW+KMMrDTgGU9DBFQF67bYC4qwN1xRuUncQOCn5HTlMr2g2i9+7dN8DMSZZQJWAIGXc6gRxB66RUJcV7TISAQyyIMq6EldQYMEgjUA6TyNaMd8TNlpyOC8mvypD31gc6axahdVHhfVJ3iDDKeoIIncd9Dos0diqCe+FSOzyoHeXP1YMADRrjD7C8gJGZuE8yBQOEwWYM7ki2sTEZiTOVF5E5W8R0ABOphTy\/cZ2kgAAQqj4VUcFHLU9SSSZJJqmrCi6Zb8Bt8hg0wRoANAoG5VHACpDG9pi6wW05VQkYinCxNZJ4bdm6HkUqLCu2SrZlaDzH4HmOlSWF2wN6v3TnSRItt0YD4PmvRaofeEHWjmuwtT6ZX1bL5htqXsxViU0nwhVzA7iGQeJTzBINN4jEVXNiY6FIJPQawJ3xyoq\/jQBNdLx8ajBMw58rcmjm1goGS4MyP4igIzqxHx2ydA2mqnRog8CIr6VirClfpNxrDKckO\/duNxXIT4SJhkOonkQT3atu6sXHERDASDo27dTuFxCOpUrmRyC6fDJG51b7NwTo3oZBIJfTuVrsQ8tRp9FWduNcyHp77vOrFjNhqmR7bsUeWtsQAfDvBXgwOh4ciajrmAYcQdZ3UDwz+AlmgRpU8jyrlHXsMRvjXXSh2txQOEl2Epp9DIpVeilAVSRbZ\/\/2Q==\" alt=\"Sistemas complejos: \u00bfc\u00f3mo analizar y entender estos problemas? |\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTrGxMbSt_wJaNJ3rPAZxXff5WpdTnhZJRXYw&amp;usqp=CAU\" alt=\"Estudiar las redes de redes para entender un mundo interconectado - URV  Activ@\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Un\u00a0<strong>sistema complejo<\/strong>\u00a0est\u00e1 compuesto por varias partes interconectadas o entrelazadas cuyos v\u00ednculos crean informaci\u00f3n adicional no visible ante el observador como resultado de las interacciones entre elementos. y, as\u00ed pues, un\u00a0<strong>sistema complejo<\/strong>, posee m\u00e1s informaci\u00f3n que la que da cada parte independiente.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTxxNA65JCeTVda_v4KxmyuIIz4xSWa87fSpA&amp;usqp=CAU\" alt=\"La vida en el universo podr\u00eda ser m\u00e1s frecuente de lo que pens\u00e1bamos\" \/><img decoding=\"async\" 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\" alt=\"Las 10 nebulosas m\u00e1s hermosas del Universo \u2013 eju.tv\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todos hemos o\u00eddo hablar, con m\u00e1s o menos frecuencia, de &#8220;Sistemas Complejos&#8221;, aqu\u00ed mismo en estas p\u00e1ginas, la palabra sale a relucir con cierta frecuencia y, no me extra\u00f1a que &#8220;la palabreja&#8221; cree una barrera, dado que, para muchas personas, &#8220;complejo&#8221; significa &#8220;complicado&#8221; y suponen autom\u00e1ticamente que, si un sistema es complicado, ser\u00e1 dif\u00edcil de comprender.\u00a0La naturaleza posee una fuerte tendencia a estructurarse en forma de entes discretos excitables que interact\u00faan y que se organizan en niveles jer\u00e1rquicos de creciente complejidad, por ello, los sistemas complejos no son de ninguna manera casos raros ni curiosidades sino que dominan la estructura y funci\u00f3n del universo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.astronavegador.com\/imagenes_encuesta\/Grandes\/Nebulosa_Carina_20ani.jpg\" alt=\"\" border=\"0\" \/><\/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:ANd9GcS9MLNJwm8E8qkdcEuWoreKgIj1A0i2Tl739kQa6GSVYb40ghxaD2F0KouAoUC7culyMM0&amp;usqp=CAU\" alt=\"Fundamentos Conceptuales y Did\u00e1cticos\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRku_cch6nj5sKXwY3pNloBz9rhNzL9JLau6ByXOFxsPYPMmmaqkN4_qbfzTXmPiE84IfE&amp;usqp=CAU\" alt=\"La Tierra - Un Sistema Complejo - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 La Tierra como sistema es un conjunto de cosas separadas que conforma una gran complejidad<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Claro que, no siempre ese temor a lo dif\u00edcil y complicado, est\u00e1 justificado y, tal suposici\u00f3n no es, necesariamente correcta. En realidad, un sistema complejo es tan solo un sistema que est\u00e1 formado por varios componentes m\u00e1s sencillos que ejercen entre s\u00ed una interacci\u00f3n mutua que, naturalmente, tiene sus consecuencias. Si miramos la imagen de arriba, vemos una inmensa y hermosa Nebulosa que est\u00e1 formada por una serie de &#8220;cosas&#8221; sencillas como lo son el gas hidr\u00f3geno y el polvo interestelar entre otros y, en presencia de energ\u00edas, la gravedad y otros par\u00e1metros, ah\u00ed ocurren cosas tales como, el nacimiento de estrellas y la aparici\u00f3n de mundos&#8230;entre otras.<\/p>\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\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQab-vpEzU-u5TaYl7FXKYiBzE-n-lgAkvKhfC0ZeL01DaKgExdUDfMFEA3-XQhHLxr0fI&amp;usqp=CAU\" alt=\"educarte.educarse: La Tierra un sistema complejo inmerso en otro a\u00fan m\u00e1s  complejo: el Universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTEmPjUeU7WqZJ-1kDic05CIiOObzF6d76S5hLlvJvmnl47wkosQDWeNd_rhlTZeY0TqzQ&amp;usqp=CAU\" alt=\"Comportamiento de la Tierra como Sistema\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los grandes triunfos de la Ciencia se han logrado, en gran medida, descomponiendo los sistemas complejos en sus componentes simples, es decir, estudiar por partes lo que all\u00ed est\u00e1 presente (en caso necesario, como primera aproximaci\u00f3n, dando el paso suplementario de pretender que todos los componentes son m\u00e1s sencillos de lo que son en realidad) para llegar a comprender el todo.<\/p>\n<p style=\"text-align: justify;\">En el ejemplo cl\u00e1sico del \u00e9xito que ha logrado este planteamiento para conocer el mundo que nos rodea, buena parte de la qu\u00edmica puede entenderse mediante un modelo en el que los componentes simples son \u00e1tomos, y para eso importa poco de qu\u00e9 est\u00e1n formados los n\u00facleos. Ascendiendo un nivel, las leyes que describen el comportamiento del di\u00f3xido de Carbono encerrado en una caja pueden entenderse pensando en unas mol\u00e9culas m\u00e1s o menos esf\u00e9ricas que rebotan unas contra otras y contra las paredes de su contenedor, y poco importa que cada una de estas mol\u00e9culas est\u00e9 formada por un \u00e1tomo de Carbono y dos de Ox\u00edgeno unidos entre s\u00ed. Ambos sistemas son complejos, en sentido cient\u00edfico, pero f\u00e1ciles de entender.<\/p>\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\" src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcTXIPS9zEtzCm7DpwBVf6HZiixXvYcl_AhNx2tZRwiBduBh1WoS\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><img decoding=\"async\" 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GgaJpWNMllq1+jVp\/rA6Yf1mMs\/7CkH9JkqnVu\/7LLD3QrpP6z2pD+8SvuUVUqn2M13AaeCEu2AQoALOxzhEHVjj4bdSSANzWNqt3R5a8gdchp+m742T3IDjH2i3gKEKTMc9yNJiiBSI9c+3LjoZCPPcKNh5ntGqqFiFUFmYgKBuSTsABUNd96BcDCqLyRcu2eSD9VOhf3ncDy99a4eG5yo8+NiRw4amVeF+j3qwV5lzKwyM9I\/JfPz+XidqjkHIODWy44\/aRfAE\/M\/9q1leXMLTiOKfBxJ4ssR6pFuGFpmAjOGHUEnCgbhl8s93cTW3ktfV1eZSMaRnGzBi2+CcgDfpjwrn4pCjBlOCP8AwiujhivJ7aTloZVYgIwaIMVyNSsCRvg9R4GtMDGhGLbW\/RkrCnN1HfwVOHPEG18xu0wADbNrOTk6diNsZxV2DhI9YWQDKAl5R3oijU2nzbGkeGr5ao8JuIzqkgkULjHZyC+QFBI26kV0tiJ47YtORzZmwMAZEa7nJG2S2OnhW+XksaOiUetpoeLCWHPU+EvhGC+jWfXzlVlkJLKwyDnfGO7Feaek3ozFZ\/TIk0kDHchkBiJOwIKHI8DnyPn6Yar3cIkRkIVgwIIbdWB2II8CNq6WNgqUfK4IyublCV9HyeV8C4NaXknKW7a3kP4NZo1YOfBXDAZ8iB5Zqpx\/hfqdw9uX5hQDtaSoORk4BJzjpnxB8KHH+FtaXDJ9X2kIJOF64z4isMN4TlZ8yRuSWJOWRz1dCfreI6N39xHKbVVW59BBuVSTtPoVRTCnngMbFTg9CpHR0O6svkR\/l1pKhm6LqfTJp6zRr2D+MiUbofNRuPEAjuUVVFRHKlWU4ZSCpHcwOQfnVi8QZWRBhJRqAHRGzh0HkGzjyK0Ma22MIqCgKNSaIYU1LTUig1KlSgdgpTTGloEA1nsAOchbdVJdu\/KoDIwx7lNYDVi1OBO3eIjj9p0jP3OapckS4KrMSSWJLHck9STuTS0xpaYmWLAAPzDgiJTIQehK40A+RcoD5E1Uckkkkknck9ST1Jq2m0Ep+28aZ8VAd2HzEf3VUNBHVlnhloZ54oR9dgD5L1Y\/ug17HbIqqFUAKoAUDoANgK829BodV0zEfg42I8iSq\/yLV6VCa6OVhUHLucbPzbxFHsvk0nFpNUpHcmFH8z\/OqdbDi9uVk1jdX39xA3\/zrX1yMwpLElq7niRK77gc3I4dFJpDHPRjpUcybSGZsHSo1Ak4OADXACvTeFQv6nbrG6q3KTJZQ6nK5YMuRnqe8f0rFHS9OX3yfgfiiPJb6CAkkhRcIdQV9QPZJAz08BWtviAwQEsI1CBj1bT1Y+9tR+NbGVVt4YUBJ5KhYycZJWMxqT8wfhWlY12PTcPZz8nn9WmlJQXYQ0ppiaQ11JHJw0cj6eWYki1aRqRdat3kL7YP7OT8q82Fe0cVQMqKVBDtoOe4MCp+ea8ZKEEqeqkg+8bVxseNTZ9D6fO4OPb\/AKW4jzImQ+3EC8fiY+sifDOseGH8arVktJuXIkhGQp7Q+0nR1+Kkj40biExyPGTnQxXPTODjPx61izoLZmOrcPahkTvjIkX3EiOQfHMZ\/wDbqrVrh28qJ+M1R\/3ilAfgWB+FJclPgrijQU0RUmiGoigKakUGpUqUDAaBomgaBCmrFuPo7g\/+mo+csR\/pVc1YtvYuP1Y\/4sNUiJFWlNNQNMTM0n4CP9bL\/uQ1VNW2GbdT9mV9XlrSPT\/w3+VVaGQjqvQE\/Sz\/AKC\/7xrv4WrzT0LmCXWkn8JGyj3jD\/yU16KjV1so7wqOJn41i37Fm5hEi42yN1z01efkenxrnr23MblfLI9x\/wDMfCujjelubVJRhx7iNiPjWOZyv1FtyeO+pGkhVEkbSAAOWcdMjotcfG+nBzpcjJwcHuyfvre39gY01o5KxgnDnptuVxXN3cbHJUElVwPPVkH5DB+Fc31CUm4xaqj7H\/EcPTDFnV20v4uzpOATSPI4aSRwq7BndgCSNwCcDpW9zXO8BljRpNTBSwULnwGrO\/xHyrfI4YAqQQehFdL06S+gle+5wP8AJFq9SxKWypf0MTSmiTSsa9kpHIhA1fFJTzYU7gQx9+cD+R+deTXn4aUjpzHx7tRr0vi9wFkaQ7CNQT7l7Rry\/JO56nc++uPiSucvc7Pp6\/2fsQCrfEMlwx6tHExPiTEmT881Vq3f9Yh4RRZ+K5H3EVn0On1KwrPZvplib7LofkwNYBWWBcug8WUfMgUFdAzppkdfssw+RIpRWW8bMsp8ZHP+I1iFJlR4CKYUophUlhqVKlAyGlNOaU0AxTViwyXZBvzI5FHm2ksg\/fVarmmjcoyuvtIQy5+0DkfeKaIkrRjoGrF5EqSME9g4aP8AVsNSfcQPeDVemLkz241RTp3gLIP2CVYfuyMf2aqms1tLy3V8agD2h9pCMOvxUkfGpdwctyudS7FG+3GRlW+IIp9COoLO4aKRJV9qNgw88dR8Rt8a9UtbhZEWRDlXAK+415MRXTeiPGBGfV5DhWP0RPcx6r8T08\/fXsymLolpfD+TxZzB+pHUuV8Hfo9WEetej1lV66bimcRpxLF3EZI3QEAsMZPStNc8EmjjWUtGVdtKjLAk5UE4I6Zbx7jW4hJZgqjLMcAeJNZ+PLqflIciBCqEfXfDatvN9wfOudncvGdbWzrem+qZjJwl9JpLlppcnHxqQTkYq1BdSR+wxAPdsR8jS3A7RP2u0PLO+PhnHwrHXHTcH9ro8OZx5ZjFeLPlu2dPDOHUMCCSN8HOD3ikd609hCciTOAPv\/7VbvLtIo2kkbSiDJP9B4k+FfQZWblh6pqv3k89Nukc96b3SpEEB+kl7OPBFOWP8h8TXBirvF+IPczNK2wOyL9hB0H9T5k1TFc7GnGU24rY7+Vwfp4ai+epKt8RXErL15YSM++NFQ\/eppbCMNIusZRMvJ5xoNTD44x72FYndmJZjlmJLHxYnJPzrLoelcgFWuGrmeH9YhPuDAn7garVashjmv3JG4\/ak+iA\/wDsJ\/ZNJclPgr5zuep3PvoigKIpFhFMKFEUhhxUqVKCiGgaY0KAYtLTGpQSZ8cyL8+D74Sc\/wCF2PwfwWqhrLDIUYOuMjx3BBGCCO8EEgjwNZLmEDEkf4J\/Z7yjdTGx8R3HvGD4gVyRwyrVmDEqiEkB1zyWOwOTkxk9wJJIPcSftZFcihQmJqwOpBIIIIOCCMEEdQR3GlIrrOA8aseW8XEbaOUohMUmgGRtI2jZhuegAYnyNc88ETElJo1BOQrrMpXy2DDA\/SNW4qk0zNSdtNUb\/gPpJgCK4bpssh8PB\/8Am+fjXXRzA4xvnpjfPurzD1eMe1cIR4RLKzfDUqr\/AIq2PDeJzRHlWvZQZLmY6hoHtFsbRrvvp37snOK9mDm3FaZb\/J4sfKRl90dvg9W4S4jMkx35K58uY3ZRfn2j+hWuWU5LHrnOfHv\/AJ1quK+kcdtbWcToxa4U3EgTGoK3ZhLAnbKAuFztr+Jpp6SQklMuGClsMjDYKXP3A1useDld\/qPK8tNQexs+IYZmx9TceaHf7if8R8KxwWmRliQO4d9a1PSS3VDIgkkeLGrsgHQxxnDHoGOD+mtUeIek0rJzLZFVOjlu08THoCOgB7m3B6ddq8Sw8Jzc8R3e9IzhlMSXSvc6a9vorePVIwRRso72Pgo7zXAcb4zJdPv2IlPYT\/8ATeJ\/l95oXE8krF5HZ2Pexz8B4DyrFRjZhzWlbI6WBlI4e73YMUaNWoYggEsoyDvEh\/2p7iR3R+J7+g7yPOevgLDlxafrzYLeKwjdAf0jhvcqfaqtRkkZ2LudTMcknvNSk2UkQVacaIUXvlPMb9BcpH8yZD+7WO1hDtgnSgGqRvsxjqff3DxJA76lxLrcvjTnoo6IoGFUe5QB8KB8sx01LTCpLIKYUBTCgaJUo1KCiGlNMaBoG0KaU05oEUENCVmt5yhOwZG2dGzhx3dOhHcRuKx0tNMlqyy1pq7UBMg6lNuYg81HtD85fiF6VUph3EbEbgjqD4irBvXP4QJN5yqC394MP99PYmmipQNWuen4iH53H\/Vo+uEexHDHjvVNTA+IaQsR7wRTFv2NvF6Iz+pteytyUGGCsrFjD9aTA6d2B3jJOBvS+j1gl1PHC2YbQvqmYntypGpkkLMPsoGO2y7dWIJ2XAuS0Ms\/FrqUxyqUgSSSR5HB9qVUyT4AHGOtUo5eTZXVwDg3TGztMDRptlIluGVCTgEctDuTmR8knNXJJJNHni5NtPv22NPxviDXdzNcacc58og+pGMLGgA+ygVfhT8RzBdMVbmaGVgTtrBVW0nHdg6fMVdTg0ts1vPcx4SUK8Kjcux3wR3FR2iD5Dv2rXvDbholvOU\/IKR6nbAGoARd+7ZK527mFRpdm2qOnnZuvyio30Ex0dpOq6uksLjIB96HB8D5irEdjMOZcW6yPDGuovgYWMnSVcdCQdiu+cE4071t+BcFhvLSZ2lJnto5DFEmAxXBZNRI7S69XT7W5qtwD0nltY2gaKOa2lzzI2AUkMMNhwO8faz8KtRW18Mycm7UVbXJqTJC\/to0TeMOCuf1bHb4MB4AV0F\/w3hC28Mi3cyzvGjMkYWTtlQTqXPYOT0L+6ufuLbSC8Z5kOey3eo7hIPqt79j3ZFV6lSrlFuGqmm0WRLEn4OMu32ptJA8xGNv3iw8qryOzsWdizN1JOSaFHFTZookxTJGWIVQWZjhQOpJ6AU8EDyEhBnG7E4CoPFmOyj31neRI1KRHUzDEkmCMg9VjB3C+JO56bDILH4BOyovJRg24MrDo7joqnvVd9+8knppxWqU1S2UlRKIoCmFIogphQFEUFJEqUalBVBIpTWRhSEUA0KaFMaBoJaFIoU1AigloFGKF3OlFZz1woJ28T4DzoUpFMRY9Ux7csSDycSN8Fj1ffiiJo4\/wSFm+3MFOP0Yt1H7Rb4VhjVSe2xUeKrqOfdkfzrLpgH1p5PILHH\/AItT\/wAqZDXcrnXI31pJHIG+WZ2OwGTuSa6f0kWO3mgtm0yx8ORYxEDkSz55lw7n6imRmGNyVRcYByF9FpxHLNeLGiR2MZl3y7STnCW6F26ZkYE6QMhGzXNOxJLMSzMSWJ6sx3JPxo4Jq2bm\/wCP3d4+Z5CURXZY4hpRG0MoOOp3bqSTgmslpxuSSwn4c+X9l7c96hGV3j92lWI9xHeK08I7MpwfZAyDgAll677jANYkYqQykhlIKkdQRuCPjTUnqbvwOWFHSkl5Q9ndSQussLlHXoR4HqCOhBGxB2NZLiFSvOiGEJw6j\/Yue79E76T8Oo3NyqsOcgCgnEiDblyHfYfYOCR4bjuGcUEzRtqXHTBBGVZT1Vh3g0eArqhIZXQ6kYo3ipxkeB8R5Gs\/rEbfhIEJ+1ETGfkAU+SimeBHBaLY7lomPaUdSUJ9seXtDwPWquKXA6TLAaD8XOP\/AHIz9\/LoiWEezAWP\/qyFh8kVP51XohT4Gix6UZJrh3ADHsjdVUBUU+IRcDPn1rFTaT4GjpPgaVjSoFQCm0nwNHSfA0iqBRAqYo0FJEFECoKYCgpIGKNNipSGMRU0inIracF4I92s7I+nkKDjSDqJWV9yWAVcRNlt9yNjmgG6FX0avGCkW5IZQykSQbghCo9vZiJYyEPaOsYFYE4JOTKohOYMc0aowVyjSADLds6EZtK5OFO21drNw7iEMkw9dLmCKMJzIA0SctJXjZQXYRBfVfwmM6mXI3zRvuG30a3LGeIMsZJxawK8pRLiPXkOWVikciKwBYiQZAwcTZnr9ji09H7lkSQQZWRQ6duLLIzKitp1ZALOoGQM58M0l9wWa3VXnh0K5wp1xt2iNQBCsSpI3GcZFdvc2t3ZxLGbmKKK3WJY4zDBJz5nDatnK6issLYA1E6VO\/WqnFeD3UuiGa5llWJ5SpFq3SJZY20kN2pGFptHkZDKc7mixqXscBMoBGKx4rbz2kMF7yLpmaGGUxzNCO0UVirFQeh26dRv3092vCuY\/Ke\/5eToylvnTnbctnp4jNWiZcmkra+jkdo0rrdaMNGwg5zTLCLjK6ea0Z1BcatxtnGdqBHD\/G+Pwth\/U1Y4fw+zuporeH1pXkcAtI1vpSMdqRyFXPZjV2+FMl8G3uOB3VpZWyGya8SeU3F0YuY8ckSAx26c6A9CrSSAg\/7RT5VW4nwyyulml4dBcWTWsXMnguBIyuq7yMkpYkMM+ywGoAEYORWq4pxiSW7muYHkgV20wiJnjKQIAkSdk9yKo9+awXfGbyZOVNd3M0f2JZZXU43GVZsHeiyVFmO0tmkRgpQEsu8kkMSYAYkZkdQTupx5Gsg4RL+MtB\/8yx\/pJVd1xGmx7TOc52I7I6e8N86w1KNZrheC\/wD2PJ+Os\/4q0\/o9EcGf8fY\/xMH9GrX1KoimbH+xW\/KbH+Jho\/2Mfyqw\/iE\/oK1tTFIKZuZ+AaLSS79cs30OqcqKXW7asdoe7PTwBPdVCD2R\/wCd9VdNbbgbwLNA1wuqBXBmGGOqPO4wN\/lSZcdjf8P9HbWVLfN0\/OmiMjRIIy5XLDCEnAI0g4bcjOOlZYvRJDOIzOzQNGrJLGI8SMZEjcjLY0or8w9+lT76Uy8DZT9HMmpYsKVd2Tltql1OCAWlUlcgEAjPZG9ZmueBZbMQLE5DJHMqHsxggId8E8w9AQV6drNTbC5ef4KHDfR6Oa0WdZjzXMqqg5eGdElaNFycks0aDHXt9MYYtxv0fgt4GljuGlkSTQV7BBHMljz2dxjlHc7ZIFWrriXDXuHLRQSRNNbkO8dwzC2UMJlyVU5wkQA0\/WOM9Qlvc8JDxF0g0BMN9DdbS6o+YXOrtBlEugAdnUuSMYBbHb8nITd1YwKsXWks2gEJqbQD1CZ7IPnjFYQKosgFOBUArIBQAuKlPijQASKUEjOCRkYOCRlfA+I8qykUhFAAeZznU7tkYOWY5Xrjr08qUztnOp8+Oo52Gkb58CR7qhFKRQAecemW2ORudm659+5386JumznW+QdQOo5Dfa69dhvWMikIoAEjZpcUxFDFMTQuKu8N4hyEudKZkniMSPnHKR2XmHGNyyAp1GNR61UxQxQS0LipRxUxQKgEn5dPKhimxUxQFC4qYpsVMUBQtGjipigKBisiuRsKXFTFBSQ3MNHmGlxUAoHuMJDR1GgBTAUhkyTTAVAKcCgCAUwFQCnAoAGKlNipTA\/\/2Q==\" alt=\"Campo magn\u00e9tico terrestre - EcuRed\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Fij\u00e9monos, por ejemplo, en el Campo Magn\u00e9tico Terrestre. En esencia, los planetas generan un campo magn\u00e9tico por efecto din\u00e1mo. Para ello se requiere que el planeta rote; debe contener una regi\u00f3n con un fluido conductor de la electricidad y debe existir convecci\u00f3n en dicho fluido. No se puede asegurar pero parece ser que si en la Tierra no hubiese tect\u00f3nica de placas el transporte convectivo hacia la superficie podr\u00eda no tener lugar, la dinamo no funcionar\u00eda y el campo magn\u00e9tico terrestre ser\u00eda pr\u00e1cticamente nulo o, al menos, mucho menor que el actual. Sin la protecci\u00f3n que nos brinda el campo magn\u00e9tico, la atm\u00f3sfera podr\u00eda desaparecer a causa del continuo bombardeo de las part\u00edculas de alta energ\u00eda procedentes del viento solar. Todos estos componentes son estudiados por separado y, m\u00e1s tarde, los juntamos en un todo que nos lleva a la comprensi\u00f3n de este Sistema Complejo.<\/p>\n<p style=\"text-align: justify;\">Claro que la clave para poder llegar al conocimiento del &#8220;sistema complejo&#8221; consiste en saber elegir los componentes adecuados sencillos que conforman el todo para poder realizar el an\u00e1lisis necesario que nos lleve hasta las respuestas que buscamos. En muchas ocasiones hemos explicado aqu\u00ed, lo que hay en\u00a0 las\u00a0 Nebulosas como la de arriba y lo que ocurre en ellas para que, finalmente, nazcan estrellas nuevas.<\/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<img decoding=\"async\" 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\" alt=\"Diez aos aprendiendo matemtica Einstein y las geometras\" \/><img decoding=\"async\" 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\" alt=\"Minkowski\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hay cuestiones, a un nivel m\u00e1s abstracto del que hemos o\u00eddo hablar tambi\u00e9n con cierta frecuencia. Acordaos de que, poco despu\u00e9s de que <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> publicara sus trabajos sobre <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial, el matem\u00e1tico alem\u00e1n que arriba pod\u00e9is ver se dio cuenta de que, en cierto modo, el tiempo deb\u00eda ser considerado como la cuarta coordenada complementaria de las tres coordenadas del espacio. En su discurso de inauguraci\u00f3n de la 80 reuni\u00f3n de la Asamblea general alemana de cient\u00edficos naturales y f\u00edsicos el 21 de septiembre de 1908 pronunci\u00f3 una c\u00e9lebre frase:<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El espacio-tiempo de Minkowski: la geometr\u00eda de la relatividad especial\" \/><img decoding=\"async\" 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\" alt=\"El espacio-tiempo de Minkowski: la geometr\u00eda de la relatividad especial\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>&#8220;Las ideas sobre el espacio y el tiempo que deseo mostrarles hoy descansan en el suelo firme de la f\u00edsica experimental, en la cual yace su fuerza. Son ideas radicales. Por lo tanto, el espacio y el tiempo por separado est\u00e1n destinados a desvanecerse entre las sombras y tan s\u00f3lo una uni\u00f3n de ambos puede representar la realidad&#8221;.<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Desde entonces el espacio-tiempo cuatridimensional pas\u00f3 a llamarse espacio de <a href=\"#\" onclick=\"referencia('minkowski',event); return false;\">Minkowski<\/a>. Si empleamos x,y y z para las tres coordenadas del espacio, tomaremos ct para la cuarta coordenada de tiempo, siendo c la velocidad de la luz. Sin embargo debemos multiplicar ct por otro factor que, sin destrozar la armon\u00eda del sistema tetradimensional de las coordenadas haga a la coordenada de tiempo f\u00edsicamente diferente de las tres coordenadas espaciales. La matem\u00e1tica nos suministra precisamente este factor conocido como una &#8220;unidad imaginaria&#8221; que se designa con el s\u00edmbolo i (i= ra\u00edz cuadrada de -1).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><center><img decoding=\"async\" id=\"BLOGGER_PHOTO_ID_5414327785087544450\" src=\"http:\/\/4.bp.blogspot.com\/_Vea_3vg0ArY\/SyOObyerrII\/AAAAAAAAE8w\/iZfDGb-fVjc\/s400\/anisotropia.jpg\" alt=\"Cono de luz en el espacio-tiempo de Minkowski\" border=\"0\" \/><\/center><\/p>\n<ul style=\"text-align: justify;\">\n<ul style=\"text-align: justify;\">\n<ul><\/ul>\n<\/ul>\n<\/ul>\n<ul style=\"text-align: justify;\">\n<ul><\/ul>\n<ul>&#8220;Es un hecho notorio que los procesos que ocurren en el universo observable son irreversibles, mientras que las ecuaciones que expresan las leyes fundamentales de la f\u00edsica son invariantes bajo inversi\u00f3n temporal. La emergencia de la irreversibilidad a partir de la f\u00edsica fundamental ha sido un tema que ha preocupado a f\u00edsicos, astr\u00f3nomos y fil\u00f3sofos desde que Boltzmann formulara su famoso teorema &#8220;H&#8221;.<\/ul>\n<\/ul>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/c.tenor.com\/79KTt8gwlxMAAAAC\/destellos-de.gif\" alt=\"Destellos Luz GIF - Destellos De Luz - Descubre &amp;amp; Comparte GIFs\" \/><\/p>\n<\/blockquote>\n<ul style=\"text-align: justify;\">\n<ul style=\"text-align: justify;\">\n<ul>\n<ul><\/ul>\n<\/ul>\n<\/ul>\n<\/ul>\n<ul style=\"text-align: justify;\">\n<ul>\n<ul><\/ul>\n<ul>\u00bfEs un sistema complejo un fot\u00f3n? La propiedad del <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a>, de la luz, es que es algo que oscila tan r\u00e1pidamente que en realidad es como si estuviera en dos sitios a la vez, o sea algo que est\u00e1 pero que no est\u00e1 ?<\/ul>\n<\/ul>\n<\/ul>\n<p style=\"text-align: justify;\"><em>C\u00f3mo se entiende algo as\u00ed<\/em><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><em>\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:ANd9GcThcDC9dPOzKiGu_ZnXTjIzr1u7mIr_Qh9elw&amp;usqp=CAU\" alt=\"MATERIA Y MASA Al cabo de un a\u00f1o de funcionamiento, en un reactor nuclear  de 3000 Mw de potencia, se liberan 9,4\u00b71016 julios. Eso supone que en ese  tiempo 1,046 kg de masa se ha transformado en energ\u00eda: \u0394m = \u0394E\/c2 Esta  cantidad es ...\" \/><\/em><\/p>\n<p style=\"text-align: justify;\"><em><br \/>\n<\/em><\/p>\n<ul style=\"text-align: justify;\">\n<ul style=\"text-align: justify;\">\n<ul>\n<ul>&#8220;\u00bfTengo que reconocer que est\u00e1 ha sido la inc\u00f3gnita que m\u00e1s me ha costado despejar, todo un desaf\u00edo a la l\u00f3gica, a la matem\u00e1tica. Aunque en realidad era sencillo, porque lo cierto es que lo ten\u00eda en las narices. \u00a1Claro! esa es la esencia de nuestra m\u00e1gica ecuaci\u00f3n, e =m.c<\/ul>\n<\/ul>\n<\/ul>\n<\/ul>\n<p><sup>2<\/sup><\/p>\n<ul style=\"text-align: justify;\">\n<ul>\n<ul>, \u00a1&#8221;<\/ul>\n<\/ul>\n<\/ul>\n<p style=\"text-align: justify;\"><strong>masa en movimiento<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/79\/b2\/2c\/79b22cf1648f746e228a4b4083515878.gif\" alt=\"Festival of Lights, Thailand | Linternas flotantes, Festival de la luz,  Lugares maravillosos\" \/><\/p>\n<p style=\"text-align: justify;\">\n<ul style=\"text-align: justify;\">\n<ul style=\"text-align: justify;\">\n<ul>\n<ul>!,es decir, m\u00e1s de lo mismo. Digamos que la mec\u00e1nica cu\u00e1ntica en realidad no es m\u00e1s que la Vida llevada a su m\u00ednima expresi\u00f3n.<\/ul>\n<ul><\/ul>\n<\/ul>\n<\/ul>\n<\/ul>\n<p style=\"text-align: justify;\">Los n\u00fameros complejos, con una parte real y otra imaginaria, tambi\u00e9n juegan un papel esencial en los formulismos de la mec\u00e1nica cu\u00e1ntica. La propia probabilidad de los sucesos cu\u00e1nticos llega a expresarse en funci\u00f3n de n\u00fameros complejos llamados amplitudes de probabilidad. La probabilidad real se halla a partir de estos n\u00fameros, sumando el cuadrado de su parte real y el cuadrado de su parte imaginaria.<\/p>\n<p style=\"text-align: justify;\">Esto nos da una idea de la importancia de los estos n\u00fameros, tanto en la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> como en la mec\u00e1nica cu\u00e1ntica y nos ayuda a introducirnos en la teor\u00eda de Hartle-Hawking sobre los comienzos del universo, que supone un universo sin l\u00edmites y con un tiempo imaginario, como se entiende la parte no real de un n\u00famero complejo.<\/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<img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/_DvHSK-p7zDo\/RcYNUTHt7rI\/AAAAAAAAAHQ\/PBsIaCVl_hw\/s1600\/litecone.JPG\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En cierta forma los ceros y los infinitos que aparecen en la f\u00edsica cl\u00e1sica son suavizados por la mec\u00e1nica cu\u00e1ntica: La energ\u00eda m\u00e1s baja en el vac\u00edo no es nunca cero, como tampoco es nunca cero la extensi\u00f3n de un punto f\u00edsico . La existencia del cuanto de acci\u00f3n impide una energ\u00eda cero del vac\u00edo, como impide la medida exacta, a la vez, de una variaci\u00f3n de energ\u00eda y del tiempo asociado a dicha variaci\u00f3n.El punto f\u00edsico menor ser\u00eda la llamada <a href=\"#\" onclick=\"referencia('planck longitud de',event); return false;\">longitud de Planck<\/a>, del orden de 10<sup>-35<\/sup> metros, lo que tambi\u00e9n elimina el infinito que resultar\u00eda de considerar las part\u00edculas subat\u00f3micas como puntuales: su densidad ser\u00eda infinita y resultar\u00edan microsc\u00f3picos <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBUVFBcVFRUYGBcZGiAeHBoaHCEeIB4jIB4gICAhHSAgIy4jICIpISAgJDYlKS0vMzMzGiI4PjgwPSwyMy8BCwsLDw4PFxERGTIgFyAyMjIvMi8yLzIyMjIyMjIyMjIyMjIyMjIyMjIvMjIyMjIyMjIyPTIyMj09MjIyMj09Mv\/AABEIALsBDgMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAAEBQIDBgEHAP\/EAEEQAAIBAgQDBgMFBgQFBQAAAAECEQADBBIhMQVBUQYTImFxgTKRwRRCobHRByNSYnLwQ5Lh8RUWM4LCJDRTorL\/xAAXAQEBAQEAAAAAAAAAAAAAAAAAAQID\/8QAGREBAQEBAQEAAAAAAAAAAAAAAAERQTEh\/9oADAMBAAIRAxEAPwBfw1G7tdTOVa5e8IbPOsQfz2q3BH92useEflS7isxua5ui3s9iATjcKCCLtpykbF7YJ0nmw1\/7ay\/e5SGG4II9tanwvGtavrcWJTMYPPwnT3Ej3oXOpiNtfOKJXs2BcsqMNQyg\/MAjWintgjxCaQdjcfmwtrMR4ZQmf4TA\/CKf3MbbEAsNfeqzAePtr3cRHt51jcNib5xYXP8AuxduLqNltojn5hwPatlxTEKLba6xI0+lZqzdQXCwZZJcmZGtxFRo6aIunWpWxPFb\/d2Q9sZm75RoYnOMv5xUcBxULZ+0tbIUI7ZRBJAkSCdOVXsy90WkMEu2nI0+5cVvp+NU4PDW3t27RnILfdmdJgGToec0GmwTi7bS6BAdVcbSoYA8vpXLlk8tqlhgtu2ETRVQKJOwAganevmuaTnUeQ3qoGuWwTB6ED3HSq8IPCsSCJBn1onKogn\/AH86hYvqBA2121oBOKEspR7feK4goCAd9CCdiN6B4Rwjui3fKDbBVrbOQSvKGG2mmu2+1McZxFFe2TIHWP7NEjiFtoAk5hzETI8\/KoLMSq5Rl5sIIP1q5lHvQ2IxOVBCSFIAAj009PpV5vHkB71ROdtTUMO4ObUyD9AaEfF3JjII9aowuKY58ygMGPwmdORJ60Dc29faqrmGGnrQa4sk\/e\/CpXmueAhjAbxAxqI28uR9qA02YB\/vlXWXQbbVSbkDn86qvpmAAaBBET1jnvI+tAQ8xEiqQ\/i1NdUCNTyqs4cZgVFQXnfma7nAOkg6VDIRuTXSmshvrFUX975GgcbbLElMoYwPGCREMI0IjRj8zVn2mPCZJ8ooDi3Fu5UvkNwyugidZ6dIoGGNu3Fa05t940eLKQAN9g2+8+1W2Ci4h5zZ32OUxBS396Mv+H1oDF8ZS2tg3FdWvKCqgZiNoBjn4hTBcfbF\/uWcd4VkLziJmiHGDCgNlMktLesDf2iiWoHAqoz5YktLR1gb+cAfhRmatMvJMKGNsTPwjbTlSDibE67iOTT89YrV4C2WRAdPCNfbnHKg+NcNLZ\/hMaDITB0B5kmdaw3rBK0NPkw+YI+tFYDBuySAYJMecbj1ruG4RduXDbRdRuSYA9T9BJPStnwng9yzZW09sO5vK6lZKgFQsMSB0bSDG\/OiA+xWJZXe0w0YZ1JGkiAfpW6J8J8SzB35Hy9KTYbg9vPmgK\/lOx3MEDpvFE4\/CCF\/eOCWGVQq6mdTmyyvhnnRYHe2TbYG4zQN4\/OKzT4\/JcW2EJY5ANObDSNfX5VtrltspGywdKzVq0gvpdbQC7aaNScqJdDbT950+R6UUws2DkvoTr3bHTqBQXCMXbeLiDwqTmkERAk6c9+VNOD4f95dIOjK25M\/3FKOG4SLdpM2oa4WjkWZok9Yig1tm8l62ly2ZVtVYSJAPzjSpJYMSANfKq+CYPurCW1JKoDExzJPIDrRjo4HpVQI2GEiahbwwA8OsbUaASfiAPpVSrrq8\/hUQqx6CVJE+KCIpiLY0In00qviLKAmo+LrRnf2zrnUjlBFFDlI38q+XU6Eaf3vXbt+2R8aj3rqYi2NZkeh+goIujbaRXMMurTHl5+tEghvP8PzqmzfQrmUaMOen51RK9hJysGjTXSZrriB5CuviDp4WihXxpJy93AG5LCOW\/PUTy5UEnY8235AV1LZ\/iqIvr1EeX+tUnFeKE1GupB35D3118qgYonLeK+a2fMUPbxVwwCQDGoUaT6muXrlxfvfKP0NAWEYHeRUinQRSv7U0as066VW+Pcbd4RPPT60DZQw+4PWlvFEXKTcGRfSdSrqNvMg+1QTGFzMPEwZNFWcSqIS7BQG3Zhz21oJY\/EWrlyxdd1CfcLHLMXLbaT0CGiUwi\/aTe0zG3lHpCR\/5fjUL1606IxZGQyBJBBjeOVFJh7bXA+RcwAytAkacj71UHYCxlzn+Ns3\/wBVX\/xouaCwqAZiDqxBOvkBp02q8v0rSV5\/wa4HFtAhJKiPPT5CvruOUXWtJYZxbiVtj+NvLYyZPuap7I4gNesCdSCY6Du2Ak7SSR+FM+zGFfvsVcUgHURvJGo15f61jDXH7OXlU3C9uwTJnMWKDmY0DNE6kgDp1WJwV7kXDdvXI2cEKYjQqCJgkmYOorSY+01xguIByFC\/d6EGCPiaJ3GqryOvSkvE+8N7\/qOttXyBEYrAPwscp1k669egqtQjs8PvNcLrilN1DoHkEbSCOhHIgU0wvH77JiC2HjulkgGCoG58RJgxymIqjizW1XvHJ73KyB10JUHc6GQZAinPC7GfD4gXVUMyunhM+EEwB1A6mJ0moK8LYukMbtwMj2g65Tr4gQRsNiPxrIYvGBGC5Ssa7679aa8XLvw60yTNq4yGf4T4gCR60Nwjha37ZuZ7SSPhJMyOWo\/WimPCrwa4jd5AZGlQ+o20akuEx1xbjKHIUXDyERnIn5U9x\/Dz3VpWuoVQkKoGqydyedCrwTTR19ZFA+tcREEfaE0jdlAjmNxrE0O\/G7QEd6T6En8hQ\/DcBct5ouWlLIVLN4hB300103\/Palo4I5PxLpzzf6a0MObPFbbmM5k7ZpA06kwPmaCfjdvOZDEciP8AfX1ruA4W6XAc1qcwIJMxy1FD3+FmWTPbMHcNE76gbe1BZfxy3SiIjZp8v1mp4figC5RabT0EfKucM4ayuhPdTOhYyOm1QXBPqua3A5ZhG8SOcTQP7WFt3LaNuDB2+u2\/OmBwoCx9JpNwW3lBW73TBDmXXMdN8p+6ZAM+tBcU7TXbT3RltlUnLIO3LUHpRGlSx\/MfkBVTYXx6uaO4Taa5hrV1\/Az2ldljYlQY11oDD4lm1uWwnpcDE+wGnvVBN8EAQJpaWbNJtkA6nwimI4ghB3BHKN\/SgX4gCT4WIMQCPWfpQWIgImPnXcOsa6e5qlsSPhKkSOkRQd3jdi02R9D1Kn9KmgmzOeSF89f18q7xK6ETMTz5f3t\/tzqOKxQtZCwC27mzMB0nTXpSXiXF1ZggMjwmUgTLKZmPLzqaJG2ty5rc8QuAHVRlAKiNNjM\/KjFQvnVnGa20TyO8Ee4I9VNVYPFhbFtZlwCzkD+Y6HTfl5xNQwMQWNwFtQZYK3xswlTz8RqqZWsMqKZeeekmqcbhEu2+7WYNy3mBHIXAT+ANWIzgFSFGY8iDNE4i14TmLAdVJB06FaATiHA0ezhbPJMsx6Kpn1LE0ceHBscl2Tlt2gAoML9+NPKR8qXvxbC92iDFEZSTIuENryJ3I12ozE8XsWhauveK2yAFIJIaBOoAJMj6U1D7DIQXJPxMCPIBVH5gn3q8PWTt9scJmgXHfNGUC2wA5bmN\/Omz8csLE3N+mvzjarrNJ+zZYi14wQuSVAjcDfU8qM7GXMty+zaA3GIJ6TQ3CcVhkW2A6C5CSJ1nTlQXZyxae3cN7vLousDCJdOmhglUGs7wTRI1nFMdntXFtgkk5BC\/xCZE6aTWdzNE3FRgFlbgcIWAEjOusQNSRP0Dnh2Hw1lSLdi9H81u63OTBcaSdfOrMY9q5lD4G64X4QbY09JYRStMThncXBdu5DpCoGBVBM5iTuf1HU1quE4xXN1DkW4LZlQQWGgn8xX2LxyIoQ4G4EAgKwtDT3uUiHGrGHZ7lvBBCVIJDWhoemViaiqcXh+7wOLthi2Vrbid\/GzKdtOUVgsBhBcDSTII2HX\/AGrV4fjy37eLUKwPcFvEwI8DgiAAP4jSLBcT+z3A9oghlGZW5a6jSKDScL4HbW1h7jAtN45wdoaEAI20mZ8qzd7g6o7yWyqWEBdiGgAn8flWpftXY7vu84y6nZiZjqfOpcQ41btXbiu2UsQ8BST41Vt\/WaBZ2e7OK95e9z5cpI8JUE7DXl1HpRXaHgiMuHKAj93lbIkklGysYHOur2ytrcVlLeER8PI+UxVuP4+hs2b6Zsou3EMCDqFY6bbzRSLCcED3EhbgQsJ8BEDNB3Hlv50547wrMq2wrEpeuqI1MPldflJ\/y0Mna1Rst09DCirf+Zw9u5cKNK3bfSSWS7r8qIEwHZrPdXNbuKmcSCI0nn8vxprxjgKtbtKEP7u5cWFgGCc4EnlqR1pVd7V3DqquOfx\/6UwwfH3u4fEvl8dvI+rTPiCkzHRvwoBeDcAbvLhNs62rmUeHRshjQdPz\/GHa\/SSu9xZ25sQwPr4h8qHftNeXUKogbZm1prhkOKNpntpAtpcAZiN3cBRBmAENB6XetsuHFtCFIRVBImIAG3PT8aAsYVE3zM2kljuesTp6DSheNcQa6gS22QkzmzHkeUDnSVcBdPxYh\/Yt+tUxq1srvlGtVYl1tozEKNNzt71mLC3cO4dbpdW0ZX2BPwtJ6HlVN7jVu7iCGb90pgAjws+UkTyjMCBO+\/IU0xNLgyyDIOoZiAWmWBC7kGDBilfHsGblsMLcXJIQjXaZEcwYPyoo8Q7wF2y2rQzLyzMWER5+mnrQtrE5LYZb+coCxtXBknQyVnc6z6iorvFcQ9zhmHdtTbYJ8gU+g+dRaxmwlp1nOFAEesNPlM++vOuYTFC9hMVat\/Glw3lUje2cpJHmrA6dGFX9j0GItsHP\/SMLpOhObT31ogThj3PAhtkgMSZ011gemvPegOI8CvXXe5bQuS7yBoYB0ImCQZ5dK1acOtszBN0uQ4IQZREz8MmRt79DV3E8P3Vkm1oxcDTQ7E6FYM6aetFIuz\/Csltu9BtXGYBCxygZRPpvPyrQ3sPc7plt37eeBD5xoZG+h5TQFrE3blwYa8SGiVdVDZ43UkgawTNMG4c6kQrRuWgCYncZoGnSPwohBxvgq3bNpQ1t8UTNy4sa+BjBiJEgCYn50h7Qpct2bWHuKVe27eh3AI8jFbe6htOG8W+pOWAJE7GRpp6Cqu1tmxircd9aW4pBViwO24McjJ94oM\/jXdbWEZYCtYSNplQJk7xJBoW5OYgnkpnXmoPIHrWt4RwyziLVix3\/AI7QENbWJ10EsNPMTrFaf\/li2gg3HiRsByAG2WBoOVMNx5Hj7uKw4tTiywKq2VSQIEaGN5oDDXrzXGUX7oTMcqq7wBPJZiK9YwGDS7bt5rdtgEUS4nkNqh2MwoR8Wq92At9gIXWImBrtrVYlYO3wHEXBqmIbp4X\/AB0rj4XEYLxth3KMQJuC5CnUeEKwk7fKvZOJcUt2FDXCZPhCAZnc7wqjU\/6Vge1PbC8qHwWLOsrbuv3l1h5210XrqTSxthcbjBiXzvbAjQKmYjeZOZiZ1\/KhMRbthTAaZ+n6zWq7McfuM5fusO76fu0Pd3CFAAyqTlMQPlTDi2Fs4y0zqMl1ZZ5WGU\/dRh8tfLzqDD8AfJ9oJMZrFwfOKoWzMkL\/AGaqZWRihkHVSDp6jWjMNxjJbe3kDB2U5tspX213oOPw+4yZ1ttlAmYMR6xG4NP+0OFe5fXu0LE2bTQASdVjX\/LTHsxcF2wyd2txk2z\/AHVInofvZtP0oXivGWsXrZRc1xsNaQD+aTG35c5oETcGxAktbYAbkiAPmaMaw4w1uyRDfaGjzm2B+dG8I7QX++NnELD5ogiCG5AxyJrnbS+6PafOHy5joIGZSPMzE0Ap7LYgRIUf9w0qC8IuKVtNobrKRvplDST5AEmhf+MYu3dD3HY59YPwwROWNhow8xIrVY+8qhL8liLbuOYINs7Lvlnw7c6ngX\/8pNMG6gMSVEkgek+tG4Dg3cd7auMIvWmXTkQV9udY6ziLiXVuC4TdL+IHfNoYPUGYjyNaPtbfYd2qoFZ1cGPiBbJox\/iINUXWeA4S4WW3ezkb6iBtvptodaox2JGGuWsjF1tIUMfeGZmj5Nv5Uv7MIftaC02uUlwQY8M5l0+LYEedPlwdvF3r6szh1gLmABbXxE7RoAPepQC3bF50spPm7n0qC9rrpIi1aHXRj+Mio3MDYLFg\/dKdlYCQByLFtYqHdYNT4r86fdy\/QGqLX7R32MRaXNI0tz90mNWP9mqcM5+yM+kliiALrI8RYnyGv4VdYOEzWyrMSWhS0gAnQknwgb71QguJYVQBrdZU0ncqCV67ET5miqeOt3WSyhOZUljO2YloHQ9T6UBhVud29wmbYgNrzOnh6EbyKJ43aLYi45BK95kJ5ADQSfaad9oMRaud0lpgpa2qXBBVQynwmSIneiB+EKLbqcxC3E+6QCA0qySfh10k6QwNMezd1sILocRmZQIBYaBhIgHTfUxtRqcMS0t20CMw\/eWzpKhQpkn+HMs66VMBrsOknNbVp9S07abmilWLxRbEpeXOcusZIExlnVhOkfKtLw\/vb1snI3huKQNJI1k6evWlLYQqYYqJG5YVq+y+LARzmDKP4dSKJVWNswCSvw3Ek6aCQTPTTWucVwvepC2jdAIOWY\/Gof8ABhduXXuXrroR8Hd5TvmkcjvoYnccqaYCzaskd2l2T4ZMn5gmI9qoynE+GW0uWkt2rSHwtcLAGIKkqZ1O5HtQmN4uUxRw1q1ZXbxZORXNJ9BJoPtnxa+uKu5A4tIVEqcoJKhtT1308qpwmDuXsc37whhaRmdTqGNtVIkc8zR7GoG+Ax1xnTNcTIl1O7KgDN97NbjfwwYnY1ssYSyLczswJgZygHnHgPT868yfAPNrLda65YiWJABW5bDZZJ0ysRRuF4\/fZe4tlVyHNlYMzAebbEa0MOewOPuXsOhuJIAyIV2aNCW6EbEH23o3gPGrS4zGWTbyFHzF5EHwzE7yBOnlWK7PEh07i44R7Nw93bfa4q81nc66x+Vafs1hLeLwz94njLAXHWMzQNiSfP8AE1WSHtfx97TB1P8A6m8shiNbNo6Iqzs7QST6+VKex3BUuu2JxOli343La5ugM6ksfn7im3aXgRv8SZmIFpUQkzAAC7E8hzofiWI+2JcsYVstrDpnM6d40xm9I0E7AClaL+1\/BrSxi8IZw7t93Q22\/hI5eVHdk+IXL7CYa5bgOW0zqQcucxqykSDvpS3hj3LGG71iLuHuv3dy0ToZBOhnRhG9OuxVu1ba6yOGtubWXNuPGZW4Btod9jU4nQnbJbfxd4Gua7KI0gASB67k7VnXt93Ytk5WF5bnhO6lWUBus9OR1rZ9rriFLqO9slTbbwgwFJKaanXUHTkK85fxMSoMToOg5UitX2JxQW46spZGtsSAYHg8UnrC5q5i7i28eXVi9mxDBtyEUqAY0kqWAjrFJuD4nuriFp8Laicmh0MnpFW8SukZ0QAK8ZzmDTDlhBHtzPwg6U6Hdq1Zv8WHd3A9p2mWJGbwTudScwo7tlimJa2CpkZMwWMq5gWCk7bAT0rJ8DtKL9o5RdJaBbkgknRdRqIMGfKmna3FX+8a3ebNGxA0\/Hc+dAJ\/xdb11u98KtcRpXZMsKSB0ZRB9BWq7ZX7RAa2wKlSAweTlMEhQNgdAV\/SvP7bAQVmQdPWnnG+DXcOq94PjGaJmCdYPT0oAOFsv2u00ShvLAYxpnESfSn\/AGzxlq5cY23khiCmXKAdpGupB5jfes9gYd7akDKzqpjeCQD6Vqe3PA0t3HuW1KoABEADpp1oFPY\/HixiO8dgB3bg9WkfCDyJ60Tj0W+mIvKZEKwEsTuQ2bPrO3lrRX7PcAl3E52AIt2y0EaSYAPsCavxXD+7F428rK4ZYXlmBj2kRUoxNvKDrtt6Va8QFEabnqTXbmFdRLCB865hbWdgsnWqJux7tf6jTscWf7IPCMy3FUMRMACYWecgbedKzahMoBMPFPsNhl+y4MaeLEeI+rEfkKBV2mxTPfIMrlAldgCwDNEHWSd6FuWbjNbthZZ1VgBu2YSJnnFNe0dtPtt0uJXMpIHMZVqHG+Ii7iReRCggBROsARy0n0oHn2BlvEXCT3WEGeNC0ggqSNTsefKjPsDrZt2rYdibasANDzJzGdhm26iruNYxbd64GENesKojrDmDPmQPWtLwrBXPAzhMptoNCc0wcwIiI2286DG3kFq0zXDlvPDW0AlSAVOpG2ubSedV8WvYi1gi4uFVuOBKaGMqmBzEknXyp32s4Yz3Lfdpm8LAxAjUEST719xrh3e4JbKsguLB1bTQbSBQeZ2uI3JE3bn+dj+ZrbvdWzh7ga5cl7ot5m1OTu2JIEjYMDvqYrH4fg2IJ\/6T6eVaLE4m4y28M2FLtb1kAzOWBMQddJ9KCmy6Phu7FwM7OtxrcHMoUtb9CYYNA2Ea1qOz2Es2bZeWFxiACSTmUFSZXUKZUgHTes0uHxdsk28HkG2bKQY9RrFL7+KcE52bU7ZjIOxmeX5UGo7o27aKAzlbrNK22I1ywAVBnYaxSG\/2cvg5hlIbUagRPIq8EH2qWBxy2dFcOvSTv\/KTp+VHDiswHt3ApGZe7bN5alCQPTy8qBDwXCWzibSWMQrm4DmGVlykKWYaQeW4PKtJ2bGJwxvWxZxDNcZyzrlW2MuaCpZZ26RPSkHZe2F4jYMAaCPKbP8ArXreEwYBL94CYI3aNTJ0zxVZjx+9xs4p1TE3hYsgS4RGYsRvMakz7D1qGLuYK2QLGIuMrwtz92VOXnE7+hoz9pPCrVi7aW0oVcjE+ZzEkmdTvWLgg9CKNNRc4jg4S3nxL2y2a5GVSSAQuUGF06nWiOD4O1fuOcE1+0bduS1wr8RdVX4Z01MjyrI7mtz+zRROJB\/+IH5OKVAHafhuItO3elWAMhwgAPXYDXypAuLaQAWjygV6f2rwym1fHdMfC5zOw0IBIIlifwryVG1qRXqHZngtp+HvddGZ7ruMy\/FAIUDTlpO9YLjOAey6q6FJBImNRO+hNb\/sxx7D2uGBXvC0c76BhmMtOiwTB9Kxna3iVq89s23d8oILOT5RE\/QCnRZ2JyjH4YnbP+MGtR+0K0rq7NczMh0AXryJrBcKx5s3Ld1dTbaQDz9aYcb7WX8VmV8qo26qOnmdaCXZLD27l9A22dDrzhhXoHb9Vy3T+6Hg3PxE+XnXk2DuFWBBIgjbyNW4q+XuFizGTu0k\/jSgnht1VysSdHB+RrTds+0lm+HW2LpzRDEkLp0BP0rHW21I86dWeH2zhWuXLjK2uVcwCkgwDG55jSg+7O8duYNmZUDFk0DdDrNaXs9xS7iHvLiB8KhlULHM\/Osz2UtXbmJtslsvk8vCABAzco8q1nC+zOLt3HuXLlpFdWB8e07abDXzoM32jwzIoJQpLHwkgkdJilPDRNxP6q2eH7JE23S5i7TENm0Mx1knrQuL4A1m5ba3bZ4IOYag9Ig70AODxVu3eFt1PiLToNGIAWNdonlzqrALdAtW2ULaS8HLOQBM6mdDEcq0GJ4s1p3dsCFRV1e4pnOfh5iR5b1TheN4u5bZz3AVtE0XMvignKJMbmSDQJ+0fdXcS7pcQq0Qc2mgA1+VU4bBW+VxXy75ZgSQJlojUj506xCYI\/8AubhzjVxZtkCfhIzRrqPugUwwr8JW291ACtrKHLI5YZicuj7zB1A5UC3HdobNy4DcwyXWAyhmmAB0WSDT1eKXggbDraQHWCABrvqG+lJ8VxjBO1sJhJ7wEglsmksuyn+U0r4dxEWbswUW4mdUfWDByydyNOfWg0uKw7ZFdfDkLMVBkSRrCtoY3HnSX7LafM7sVkeIloAHnAn2pnYxVxHAu3kuLcUnx5bcHT4ZiV1gHnHlQSdlMSWDBrWSdAWJ03E+GDRVC4kiy4snMnI6zA3HjGvyp3hbeNtpbGGu2Ft5VJDZcxbKM2eF3zSNKjg7NvB3HXECTdEo1sAFWG4WQBmM8h7UvwQwiM7HEFQZAUND6mfGSOmhj8KIYcS4li8qKcTakOTc7oH4IHhnLvM9OWtKjwtr1wa3ClwAq8Zj0bWfDqKF7T9okuXAtvIlsLuq8\/am\/ZXEl2F2HUJbFsSCFYTmnUa6k7GgMw\/Y3D2zmuXCw6OQB\/vTdbOCB\/wCYiSQTA2GpNYrtPde7ecsRlC5UGaIO+aBuZ60uRwRBS2YjaQdBGp5zTTDHgmj2b+UhVgDNoXyWwDl058prQ2f2l2AvisuD08P50DhrduymS3chruVtfHplCso\/g8RXX+byrza5oSraMDB8iNDVRqu13HkxzW3S3cQqrTmAiDrIIO3tS\/GYa2bl3YsXUhddAdfQ7jar+z+PdUuwQ2UKFzQBlk5hqD5VzFXLDPn8TsUEwug8Ma5TlUAx151FArw62uTvGIJuhZBBCjwyWPlNXcM4jcw7utorNxDbJOwB1keenOq8WWayiC3AzArlA1kQcxGpJidelF9mcq3O9b7hVApEhnueEAzyAzMfSg6uPxuJv27V24w711WHBVYPWIOWOh1rvGuHg8RW0q93Ny2hWAVXUDwx8SxqJ161ou1XExbR7boGvXDDHKIMarGshVXaOcnrWYt4+62JsOWBa0FCkxACyRm6+poDv2g8BXDXbRW4bjXVZnlQoBBHwgbAzt5VlMjQdDA19Jp32o41cxl4PcAXKmVVU6aak+5NStdjMa6q\/dqFYSC1xB+EzVCNYPOjcLwPEXRNuy5B+9EA+5in2H7DOoLXMRZtnkobN8zIoe5gsT3ngIuWlfSbgAIU7HxSBpQV2ux+L+8tu3\/AF3F+k00wPYi5nDPfswNwGJ5elVcW4VevvnVrSo6LKByQpXSAQDpTLs\/gb2Gtsoe0zMxnMHK5SoH8O8ioHHBuxOFtjvL0XWnUh\/D7D9alxPi\/DrJCratMwlYChsoiYO5gmhOB4U2Ld0M05mLeFWCrpsC1Z7s9ikGKJAAmZadTr05Cg0eC7Wk2C1vBfC2XIgMBTMEQvOOXWq8TwAi2cRhRdtXLgBa0dSNZIE\/CR7704x3FrGHti5eYnMYVF1Ynn6Cr+FcWs4lCbTMCNCraEUoxPDsVhXa4t29fS5cAV87KF8PKVX215VtuDW7Hdrbt3Ld1FEAZ85968t7WYNrWJuAjRjmB3kHnQXD3i4pFw2utzXw+fh1PpTg1PbDgtwXVW2rFbhGVV115+g8zVnZjhtthdS82TKyqMolgZ8Wo0klY5iK1PB+M4fu2W7iBcDKF70Hu3M6aBYKxvM0Hh8Dbt3Lnd3E7rNbCZrkkhVIkkmdydaD7iYwCE58MWY6wSNecxnLc52pFiMdZB7q1YW1JW4dS+qg5CZjaZjaa0HEeJWcLg7htXM124YF1zLMf4mJ5AbDYAVhXxOYML1wLdDHMWEnQRrlEk8vagd2sW2MxCQqo1x4XIoWBOuwkEyWaDuabcKwuEuYi7bAztbMHvFRs0aEglc341keE48WLq3LYuXcsxpkUEiP5vpWj7OPBLG2gYksWkSCfJZmNpJ66a0Gw+y20+C3bHooH5CuXMQACSQABPpQTXiedLuMYgC04LEFgVB9RFEkLuK8awV8gXDcIUnKQSPcaig7WB4e\/wAAuMfIMT+BpLb4WW0Bn0U7+1Xrwe6pJUspg6iZPlpRTrhFrBM+W0oLiTqCTp5nanfEbbrYuMu6qYrFcFt37Ll0tnOEaM48PKZnn0raYDji307kQuIa3rI8IMawCfF6UHn1m3ezZjaNwSZkTJPWDROHwGIuplXCz4s2YAhumXVoyj0mmNz9n90SBdtkf0kVWvYO6d7tsezH6UNZLDXrll2yypiGEkexgzvR3FeG3ba27j2yFuoGBGs9SY2J31jetKOy3ed5dOItBXTM4yEwPCTqDI2+L8K2XB71p8tuzkVbiO4ZJ3DZJmI35k8qus68XKZjAEabc9BWi4Pw66bNzNbZA6kKWBXPsdCdIETPnTrGdksQmJZ7dt7irdRxcL20kZfHJPOY1Aga16HiuHWL9sd4ofSJXWJ3yt9RRdeHLw27ltsWVEuuVVmaASo1JPJRtNMuD9mrl+01y3dteEnMpeCuXm0DTbSvUj2VwTBA1nNkELmzGB0328qNuYS09treQqh0KhcmnkBGlMNjxvucRdW45uT3dsFgx8XdlokTqVG5M7VqOE9iHhmuIrCJQi42pI0OUQoHOST6U\/udkLDNmuI7GCD4skg8mymSP5QQum1NTfNm2ltLTuFXLo2bQbSTB+QqGsQ19eHl0uYdXa4QT3bglAoEAMVzbieW9F4ji9rEYdkwxK3iIyXYFzU+IqT8R9KERDFzPZew5YsjOrXEAkiZiZksdY+IdKa9jeE4LFXHz2Hd7UQX1txygD73ODNFYlMI9l5CvnT\/AKgI6xAAia3Nq4xURZuHy7tv0rd4vE4fDrNxkQew25DrWWxf7RsKpZbau5XnKID6F2BPsKuJpUzXxOXDXB6IaXcY4xibSrkssHadXQ6R0B0mn3aD9oQsG2Esq+e0twFny\/FMCApnbes437Rrl45Lli2EJ1hiW9RIiai6qwvG7uIt3MPdC27pUlHAyZo3VgOcbRSGzaa0J+FnnLJ1EHXMN5P1p5jex+LxBVrC2u6ABRs0SN55mTOvnV\/Df2dY0MC9xE1mVJYz7imBbh3xb3LbPaYrbnIwSYJ5w5196Ks2McLrPatBSwhi8Lm1knKp0rfJwO6qKCwYjmTB\/KKFFqGIJolrLW+yvey+LhX2HduTPrmmPajeHdmsPaMquc9X8UegiBTy5pQzXRyNCF3Guz9u+ElsgWYCKo366TSxuyFvSb93aPu7fKtI9yRpVZBNFZ\/D9mLVtw\/eXGjaQpHyIIPpFGpwewrZ+7BLa5n8RJJknXQa+VNRZJ2q1MHO5phoZANhoOgq9MPNG2cGo5TRtvD9BFE0u+ykVkMfiO9vsDPdpMGdDHQc\/WvRRZAG1YDFW7f2i6VTIJylZBXzMDrzpVgF+0CINEOjZYBHz05UTwrjAxFxbahgz6LI8uZFF4bhlptFS0SdIge9MbOCXAxiThrYy7ONN+lBneKY64l02Q+Ugwx6dTVHZi6oxDXrtz4QQGbSZ0pTj7zPce7qc5JM+dE8LVmDMy+FQCZEgamOVCvTGuyJB3qsKdxPtWM7NcVuXMV3ZYm2VPntt6VuksGrGCuzwgXcOEW49sugBZd4gSPejOF9lrdtwyuciplROSy5ckGZ1Y86I4VbHd29fuL+QpohUfeq4j48OtEEMoYHcHUH50ToBA2HKqu\/Uba1W+IIoLy8bGKHuXQNSwoa7cJ3NCuoPnUBL41ORmqG4gJAA32ql0GmntQl5QzqmoysskMoI5gwZPLpz3o1Gqs8OW4kXFDA7qRIojAcMtWEKWkCLMkDmepO5qNjGAgxpl0mN\/SqcZxVbdtrlwwqiWb0qhJ2h7F2MZd727cv6CAilQo9JUnX1oC1+z3h6\/4V1v6rhH\/5IpQ37UTnn7M3dTGfP4vllyz5TWo4Xx+3is3dMWyxm8JG+o3FNHcT2fwlwoHwivkUKrM2wGy6GT7ir7HZ7Cp8GFw6wZ+AH86JTOdgattBwZYaedARbtvELAH8qgD8ag+DM+K8\/oCo\/JZofFcYRN3UeRIFI+Ndp7dq07rcQsFOVcwknlpNTSG1\/C4ZSO8uMTMjPdb8i0fhSjjbW7bAIzFmkwdvnXl54ccQA7XS2IuvCqw313JJ0\/QU94F3l5bSvcVu6EAB5aJghljpoDNRcaA3Sd6tRD0r5MATzo1MCRpmobilLc8qKSyKsTDleZrj45LfxMCegolurLVsCiFRRvJpYePoNkJFX2uLK33DVQyVlHKvmxIG1DrLCYIHnQ1w+dBXxnind2nZQWaNABr+FeePeYMzMCJM6gitpxQW+7ZrnwASYmfKI1n0rza9xi8GOS9dCTpLax58vapWzvDcSCsCMo\/Me9NsRjRiLfdvcAUEGCd5IEDlzrJJ2hxS7XW94P0q8drMXBHeLBGsoh+lFR43eUSlsaI0SNR66VQz5LbTdy5wP3Y1LcwW5KOk6+VfcIwty+Xt21LFh0MSerDResnpW74D2Kt2oe7F250I8C+g5+p+VE0v\/Z0rN3j5DBUANGm5O53OvLpXodsUPYtACFAAHQRRdqtOdrO8LSbaf0j8hTJLZ5Us4a\/7tP6V\/IU0R2qQTCVByfOry2mtQZ\/IVoClvnXCTV5np9ai66aiKzgFcmedJOPY2xZh7pZWOgZFOY+WYCPnTlyZoTE2VuAq6hlO4IBHyNRqMva7frbGVFuuORcqD+FJ+K9sb2Jt906oqEjNlzSQDtJNao9nMLM9wg8tY+U1cnBMMu1i3\/kB\/MUaLMVxhDbyvcs\/Z0Q5UUgsxiFXJAIIO5PsTWW4RxnGWc\/2cuueJyoW225GvRbOBtL8FtB6KB9KKsoRstEteffbOK3PvYkz6p+ldHBuIvqc4P8ANc\/Rq9GRjO01YG8hQ15qvY3GNqzIPMuT9KJsdgbhMteQf0qW\/MivR0QVYV86JrHYLsq9tcv2gxrBW2oYTvlcyVkdKKwHZLDW2VgHJXWS5Oo56QK0pPSK+jyqrrqhRsT71wNGtc7wDeqcRd8O1GVjKXX4iJ6aUAvALc\/ek+c\/nS7tTbxdxUTDA5YJchgp02GpB60ht8Cx4DaNmMARcHMyefIVGo29rgFsc2PvV9rh6WtYPuaynZ3DcRs37WcO1pnyuC2YBep6dQa2PazFLbtHLuRHudKF+sx2j7UC1mS34nAk9F9f0pT2Z4g5vvdvP4TbWSdFBJkAcuVAJw2Q9282RHKwT8RAMyB8vnR+Ex9tblqBFvMRlIk6KFBPUn+96aWNnh8TauA5GDgGDGo\/1rrcMtMZKIf+0fpUMNaS3bkKF0JhRA19KTdnMVduX7rkzakqqgfCV6nzHLXflFGTpuD4c\/4VvT+Rf0rg4Fh9+5tT\/Qv6UxRI5VI0A1jDhAAug8gAPkKKRakigb1Na0mupb89KvVaigqwVRmuFqO7t\/0r+QpnaSaW8M+C3\/SPyFMBzrJVjihrgiiF3oe4a0RUt4+1TuXRH6UGWrpoqLR1qFfNXFWs2Dpn1qQSurvVpFTBxBpUgKss0TbQQdKqA8h3EVYIG9dxGw9frQtzeoooXOlQa503oflXGoLO8PvUDdnn8qo5+9Tub\/30oJG95HWo5jppzFVq2lWWvhH9X0oCwxner7SnT6xQgo23VwHIxGvSsX2z4jLhAJgzB2069Y6VqzWK4gubH2w2oldPepVgBuz2Ie33rEExMOYMeXIemlQ4Fhi+ItW+is7T0kD8a13bFyuHu5TH7ttqyXYm4ct158UATzjpRW049iBbsnWJpP2Fg27kMDmuSBOuwk9f9qzva7HXCFUuSsbe9a3sJYUYcvAzGJPMxFErRqka1au2lVtvXTWmVkVO2aqSprVF0ivgRUV2rpoP\/9k=\" alt=\"El Pasado y Presente de Tijuana en 7 GIFs: Parte 3 - SanDiegoRed.com\" \/><img decoding=\"async\" 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\" alt=\"Ecourbanismo: LA CIUDAD DEL FUTURO\" \/><\/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 \u00a0En este Universo nuestro&#8230; \u00a1Todo cambia a medida que el Tiempo pasa!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Seg\u00fan alguna teor\u00eda que circula por ah\u00ed, si comenzamos en el momento presente y vamos hacia atr\u00e1s en el tiempo, lo que aparentemente ser\u00eda el punto origen de la descripci\u00f3n del tiempo real convencional, la naturaleza del tiempo cambia: la componente imaginaria del tiempo se hace m\u00e1s y m\u00e1s prominente hasta que, en \u00faltimo t\u00e9rmino, lo que deber\u00eda ser la <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> de la teor\u00eda cl\u00e1sica se desvanece. El Universo existir\u00eda porque es una estructura matem\u00e1tica auto-consistente. Puede imaginarse el tiempo real como una l\u00ednea que va del principio al final del Universo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Destino final del universo - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRTeqX-tLu8_Jf9xp9DmLkD9-IFLDSVi6phXA&amp;usqp=CAU\" alt=\"El fin del mundo seria por &quot;Muerte T\u00e9rmica&quot; - LaSabrosita 95.7FM\" \/><\/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 \u00a0El Principio y el final: El BIg Bang y la muerte t\u00e9rmica del Universo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero tambi\u00e9n puede considerarse otra direcci\u00f3n del tiempo en \u00e1ngulo recto al tiempo real. Esta \u00faltima se denomina la direcci\u00f3n imaginaria del tiempo. En el tiempo imaginario, no habr\u00eda ninguna <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> en la que dejaran de regir las leyes de la Ciencia, ni ninguna frontera del Universo tras la cual tuviera que apelarse a Dios. El Universo no ser\u00eda creado ni destruido. Simplemente existir\u00eda. Quiz\u00e1s el tiempo imaginario sea el aut\u00e9ntico tiempo real y lo que llamamos tiempo real sea s\u00f3lo un producto de nuestra imaginaci\u00f3n. En el tiempo real, el Universo tiene un principio y un fin. En el tiempo imaginario no hay <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a>es ni l\u00edmites.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/_DvHSK-p7zDo\/RccpGjHt7tI\/AAAAAAAAAHs\/fkbmdbGM5ok\/s1600\/Tiempo_imaginario.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Tiempo imaginario no se refiere a la imaginaci\u00f3n: hace referencia a los n\u00fameros complejos. Como demostraron <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y Minkowsky, el espacio-tiempo constituye una geometr\u00eda cuatridimensional. Es posible ir a\u00fan m\u00e1s lejos de estos conceptos. Si se miden las direcciones del tiempo utilizando n\u00fameros complejos, se obtiene una simetr\u00eda total entre espacio y tiempo, que es, matem\u00e1ticamente, un concepto muy bello y natural&#8221;. Don N. Page: &#8221; En la formulaci\u00f3n de la ausencia de l\u00edmites de Hartle-Hawking, el tiempo es imaginario, y en vez de tener un borde es como si se tratara de la superficie del planeta Tierra. Suponiendo tiempo imaginario, el Universo no tuvo comienzo, no tiene l\u00edmite, es una totalidad en s\u00ed mismo.<\/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:ANd9GcRIu2F3eE3KUgFCb3NvWm_XzcL1gNXqNnzXS1BKJfwPsjyH8Jtc_chmvNVkxjmE5TXrIVk&amp;usqp=CAU\" alt=\"El Camino a la Realidad - EL CAMINO A LA REALIDAD - ROGER PENROSE DOWNLOAD  BOOK: 1. Edici\u00f3n en espa\u00f1ol:  <https:\/\/www.academia.edu\/43291442\/Guia_Completa_de_las_Leyes_del_Universo._Autor_Roger_Penrose>  2. English edition: <https:\/\/www.facebook.com ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTUlXymQDNrIKkwPzFPrh6wRa20rew-N9kKEQ&amp;usqp=CAU\" alt=\"EL CAMINO A LA REALIDAD: UNA GUIA COMPLETA DE LAS LEYES DEL UNIVE RSO |  ROGER PENROSE | Casa del Libro\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">He tenido la oportunidad de leer el Libro de Roger Penrose (uno de los f\u00edsicos actuales m\u00e1s brillantes), titulado,\u00a0 El camino a la realidad, y \u00e9l nos comenta:\u00a0 \u201c&#8230; los n\u00fameros complejos componen una notable unidad con la naturaleza. Es como si la propia naturaleza estuviera tan impresionada por el alcance y consistencia del sistema de los n\u00fameros complejos como lo estamos nosotros, y hubiera confiado a estos n\u00fameros las operaciones detalladas de su mundo en sus escalas m\u00e1s min\u00fasculas\u201d. Se refiere a la mec\u00e1nica cu\u00e1ntica, pero realmente su importancia se refleja en toda la naturaleza, porque la cosmolog\u00eda, en los primeros instantes del universo se confunde con el mundo microsc\u00f3pico de las part\u00edculas elementales.<\/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 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/_tFFiyUVh9Zo\/TBq2-oW4fOI\/AAAAAAAAAEg\/9zgVMjMVbUo\/s1600\/neuron1.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Claro que, los &#8220;Sistemas Complejos&#8221; est\u00e1n por todas partes y, tanto ers as\u00ed que, nosotros mismos somos un buen ejemplo y llevamos con nosotros, el &#8220;sistema&#8221; m\u00e1s complejo de todos: Nuestro cerebro es, sin dudarlo y hasta donde puede llegar nuestros conocimientos actuales, el m\u00e1s complejo de los sistemas.<\/p>\n<p style=\"text-align: justify;\">Claro que, si hablamos de complejidad de sistemas, el universo ser\u00eda el mejor de los ejemplos. Con respecto a sus propios patrones, el universo es viejo. El tiempo de vida natural de un mundo gobernado por la gravedad, la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> y la mec\u00e1nica cu\u00e1ntica es el fugaz breve <a href=\"#\" onclick=\"referencia('planck tiempo de',event); return false;\">tiempo de Planck<\/a>.\u00a0 Parece que es mucho m\u00e1s viejo de lo que deber\u00eda ser.<\/p>\n<p style=\"text-align: justify;\">Pero, pese a la enorme edad del universo en \u201ctics\u201d de Tiempo de Planck,\u00a0 hemos aprendido que casi todo este tiempo es necesario para producir estrellas y los elementos qu\u00edmicos que traen la vida.<\/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 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/_gB8i9RgQMBM\/SZPuHenJ6uI\/AAAAAAAAHRg\/iKaGbui_WMI\/s1600\/cerebro-artificial.jpg\" alt=\"[cerebro-artificial.jpg]\" width=\"500\" height=\"300\" border=\"0\" \/><\/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 \u00a0La vida que surgi\u00f3 en el planeta Tierra a partir del polvo de estrellas<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfPor qu\u00e9 nuestro universo no es mucho m\u00e1s viejo de lo que parece ser? Es f\u00e1cil entender por qu\u00e9 el universo no es mucho m\u00e1s joven. Las estrellas tardan mucho tiempo en formarse y producir elementos m\u00e1s pesados que son las que requiere la complejidad biol\u00f3gica. Pero los universos viejos tambi\u00e9n tienen sus problemas. Conforme para el tiempo en el universo el proceso de formaci\u00f3n de estrellas se frena. Todo el gas y el polvo c\u00f3smico que constituyen las materias primas de las estrellas habr\u00edan sido procesados por las estrellas y lanzados al espacio intergal\u00e1ctico donde no pueden enfriarse y fundirse en nuevas estrellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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5ORJJ1Miz2ue1Vy0QYMsudcrT7\/hFMmI0zsOZBsSD2t2prh4gkA2pcM+NAG14+vzp3hMMykIjU2p4psaGmMywYREi5ZwRksDEi+Zv2VE9KxInGgcUZ4RygxLLiCBlCvYfxTuFwRlC\/xP6D8FN8Bw0YRzAOT1P8eEPmTV7ha0bFxZSyKS0vQHqGHATmWcrUAlb9oI8UtKEIgSOpdiGN\/q608VTbjYanYf3WRjnmI\/adOpH91JPRfkxxxq6T\/hSWFCRtzMO2o\/umOH4LICY83Ubg96XwJItb2rV4bFjGRlKy3Gt2vZ2dVr0XDGD29MQxw8oAL\/ACyVTGF1IGzBGl7622O1bnEcJGcP1AIoggFbrS24etYiMpLKj0Z+VzTu0hMkesq9sY4SMSL6q3fzfp0pkxAOxV+2nsaCMNew2dGlhhMHztsy3tqH\/dVas0RfWO0TgoC531297U3w2LyEAGRZQ\/abEW3bpSGWIH7oSFyjynVe1dCQJQOv9\/4qmT3ZfGVpAcRjm8XYOo7dqrh6t6Efneo4nDjCcoiWcBgERI8PNszTPpmEblnqPPv71XJMTE5SlSPBfp8uZx1SfNobgdO\/cVUkLS\/X+atmKI2P2qMyNum46i9WHDB11WkFR8CAIMRDPOaETzOJdyBH4mLXqDLYDNZf79ulXwjUGHw5bsCzZbW2njxVmAP5qFkNOw2JiCzZ67b0WaQiCCRrIFx20t5pWUyST8IOwsPAHR1MLGoXrI7ZEgfPSuMa0VCE4GEoYiEZFxOUFXhIS1Rqk+EJurdqgVglJPrsDh8JMwMhCRjvIA5fc6UIxHT8\/wB1uYHq2LDhp8MAP05yzStd7X9hWVIFLYkH3vvruad1SoqlBp7AY8EWAREvKZDVFeDfpVuHKIkgURynQ+e1UxIGm+FxDAmQjGViOaOaIe6IttekYij8gWV3\/B09q6UO\/wCLSjxirkeKYlwUhCEgYkTBKBBkMpRMgPhubdaKQzhYDBwAd608Hg0GifGgqmBwyiJ5gy+XcIjW1m7eDW5wmMZRMRyxkRmiPhK6+CTWrFGzVgwRevsv6ZDlIJb60zx\/wxZA2FgNB27ULh4ETO4ez+Ye1aXqHDgjlaRF\/vtWmEW7OnJf46Xp50ljy\/wfm1L4vDE6f4rZweBM7I6qn4+nCAZfalljbMbxOSpnlY4eWYYPNZ+bWHvU4vDHOI58uYiN7Dye1avqA5rKRF+yT1q0vSTMfqyiRArLJcr3DrO4taKZRVUv6V9KxogmA0RjK\/LIgnmHZLrUcdwwiYkX61TC4U524qNmAokR023XvWlxOLlw4nlN94gra7G9RO1T+i1K4fJeAZQjKIkYqZ\/bEKAAC\/8A1Z9L0pxEIxMZTMhCTEiBex\/NftR8LigggbC67+3T+apxnqU8hwhzQbAIV9BLXpbLpQbitiZGuvxKYUxGG90Q467W671ULNpvt52oeHPMALgCK5r318DdCnOFgJSQQehO1ZZbLIZLjsWxYZigLk32+ZJq+DxGWWTXoix7U\/6h6dOMM0wmdTv+dawOIN2D49qSSZFl6SuJ5GSyha7jc630QGgVSMJwzMapMPRtarvVBUzFgTv8\/fpVhxihFTDEkDmiTEg2MSkey0NXjErMCLHQHm01XTvVDI2vpp7feoFECBv21qQfz+6kuRZPuT27+KLkicgAIK5iTY3sR0CqDxTKy3AIKOo38O6o2DA10cPIX+4EEBMH8tTePimc5TGQMZiIjJDRkRB\/jrUNWONP5FP0mTKwJO1vp0rW9MALHUb0jCLGisLddNK1OBhl5tLWsV+WNSP7I7nBwpS7LyhfH4dG4fbakZ4O2lbmNAlG1761nY4CPjb80ppqmLy8ENtIUjwwlEnMGDpdnqXpVIzMWFr1\/Ot\/YU7BZEFc63Y+xf2quPw+SU4yyGQVnmZYPKY2aettd6Q5eTHSTQnDDJOn2o+BA7E7UxwvDCRmXGAESYxkyTcKMT\/2W56U\/wAN8WYAcwykZXqESAXc\/wA9KaLoGLA5MtwnDEBn8v3rU4bhSImS5cyBtcrT860pOSOUXXa\/g+NKcwYWFxfYVswtG\/oo6RqcNOMhGJjEZWyNS+p7bVrcFwgmFLQWY+lYPDMd69T6JiBCJsTpatEn1g2hMs3GOh3g\/Qoagvzr8qj1f0c5QY3A1rZ4ciOgpv4hWB55qV2cqXImpXZ8l4zgC79C6rDGnkGCZcgLynTzXt\/UfTo5iwcvQa+a8vxWCIW1d1Wy45FaNWOSnsCMOGXKGjqum4+lKeq4J\/SOqzD5P6bVscPwxKJCttVPXMKEoxAJMgTmB0PcHc0s40tF2R3Hqvs8hhYZYKABN\/A6V3F4YzoSJ3v+0XsdGbC+lbMOSQmCAY6WD0tauwxGUCDEZnqQikEPb51gnaFhg7PrZn8NICaBIiQRmQNlqvts9aNwUxGV9QQb7h3HmoxcNCRAv0971mYWLI4mQpE6dd19KqUr9Bmj+LR631n\/AJMMaEYZcoikRdjT2NeK4wcxCLBft0\/zTc8eGaMonKy8kWTEPcy1OnXWl\/8A+jOEMSETy4gAmCBcDQM3F+lM22YZyVHlDRuL4ueJPPM5pIDQAIAABCyQFTgwiSpyMRckiL0BVmGzb3pc09UZbOdEwMTKWoy1tIMXC0O+\/mhkXqHQGWiwjTGFMA2dwpNHe67JVTCyo5hI25Uk+\/ZOiwwjlzGMkWIy2Y1Gl7EUaNEFu0aHpnp0uJxskMoJEjryhAlB6aIUKStygGNrBZg7vut6FGZgbG99D\/Ko2FmYBY3vu9x8qn0bsaUml9j2GizEZYklDVDo90N6ewdACfH50rOgUAPz36U1gzV+tCDp2ehwNdVEa4vAMYxLjzaAEMeQNNaTlwpBR\/unIQzMk28P\/VROQAQuWEenULf\/ABVk0rsGTGn7sTOCR0svNDPDIrUvYsU7laJF\/H81wjZggH8aPvVUtGaXHi9sHgsRjyRQkVIxBJsLHYgdO9McPw07ziCopyGz0uNDUYcQb\/P83rQhE5SAhYNaHo\/nTQXYT8CitAYQiTZvv9a0uGwj1oQQBAv0JCP5amuFmQUrJf6rViVS2BxiOcMABbwa0uGxCwR1saSMAgn71aBMbVupNUZZxs9lwPFCQvaWh6U5mMQhpXi8HiJC4Pyra4b1QgKQEhWDLx2naOZlwNPQ7xmHnvWTPgiZMhunp+qQ\/wCshWfxHq1lAI9TemxKa0kHFGa0kD4sRgOYjMdANvNYmJOyG9\/6pnFZLlcnu6Vxl2rQ04xOjjxa2J4yKCXX7\/6qn6mUIa38XqcaYG\/ilJzF1XLzT3ovjFRCxiHe\/vrWPxWEuXQEsyygnw+natKXGQiSI8wBWYoex7qsjjfUozMjkMdMoBd7NvbXTeqvrRm5c8Tjt7IjEGRnKQkbkg2BQ0AC6bVmzwSeYgiJJyyRyki6HXYa2bp7FnAQAjI5xKbKI5UEu5L6WfWl4TkYxhKRQJMYkoMrR2DG9Rf1nIyNSdLQ96nwkcLgoQnw+TFlLN+qf3DaPhbivIk2IQ2L3HjtXofW\/wDkmJxMIQxMqgFFW+fWvPiBLXQn23rbkabVGOCduxr03iAM+HLJGOJlBxJxzGABeaKuO6pAhX1D12okpRIu7AZUupJzaM31q+HJQkJMA80NcuYFGzT2zXXvVP8Aov8AQnCYsoxlllEAsGJ3YysAhMM31F6rhYhi0Vb+dVUYuPPElmkTI6M3KGge9HweGzNvKBqNiRbXZ1DTjjJ+FDibZiYt+979rGmsLFsGbpAXsPf3pcYOWSNzsvobjSjY8DEgnVA7aG4081GacXaDbGYyG5srW17dur7UfDne1Jwk2AO+r2vV4Tuxo6rlo6mHPVM2cAkkAX9vn966MgzalYTGUF3ei2Wr+1PjCyjMSDEgog2JQY6sOrIts6ndSGZShGLI12rMHEqeYLroD9DtVY4gnMRMhEEgMtDue1A4mXMf5O9TLPt4Ys2bfxNDAOeT3J0AQ9v6rahAK+vSvPYMJxEDKJAleB\/7Ipjre1b2FjBAf1R41JvsPCXaNovhYbIHUhutiXDfpyMWzGzFxSUIdLEjxrr9HT+DEmPw9m963441JlE0\/foPhLpVpcJKTMbgXqTgyih703DiELW696tlJ+oxyb9QlCFWnJUSUEH1vQOInuTY\/OinYqXZkTx6DiYgZICHTVUvxvFAEoIbBv5mkZ8QSLVVLNGJdHGqsex+IJV9BZfnekOJlr4pQ8QX27V2JORkCIgoXjfYX\/usWTP2VIsdRQtxGKAABG7N\/l\/F\/nSnEcQQDHMB3O6o3FSNyri5tp5tWJxOMy35rDTb2Y+RnUVSC4\/GA6j2CjH5ClZTEns9L6X3toqFj5kJqxYB7hMezHzoUZanNey1vVhyZ5G2afE8VGQEssYzibkE8wQDR8E9ealoSlMoRZ2dhYPUlaClZ4pygOzJHun\/AAK6eLJAZiQhZlDprRoqlJMWxDUQjItdnfro+1ElkyhZmCGLI3LRFxYR260uSPzTtV7AkTGFwAY83Wyvu7DSiYcC4EBkc2oITsxtcXB6igSmyyvkAPkKv+mTIgEHUsaIBmlGRYyu+t\/xU7w3FAQlDJGRkQpklxW0UVe2tZ+Uv4T1Re2r7WNHweZMgAAp2d2rBkkneoacU3ao1OKjLLAHaIId\/iF9gmtKDhHL10O9RPF5fp8q7D4iJGUktlXAgCQLlh6j+KCZ08korf3Q16dgfqkYUMonIk5pSyxAESSPf7d6SjPbpSsykRIHfxfQsa1eEiXIlnfyaj8M0c1tI1oceP08mWHxZsyUtFlfTddajFxzeNj0IuPIrNw43ZBI1I0YrQwMCWQ4g+ATEdQwSCRbXY3pTVjzzn8bpFYYhllsAgrBO5LkdzdPoBRVc1MvwVOHigSGYext\/FVt2bFiS02O8JMBGV0S4vZO3vTkMU2vf5GsyM4jejTxxrftUUqNSUYx9N\/hMcGQWw6t\/OtXBxw0CHq\/5FeZ4HFDF7vey6fetPhuKjIgMC9buNnjVN7DLGpxNviMcgb\/AJ+Op4fHevvWZxnECI1zDqPtS\/A8W5SBYVxtbd9OqrRLPFSUTN+BdaPVYgivisaxON4qIvtemTj8oDt+fntWR6jw05xlOIGSIzEsDdWHk1Mk3COjOodNsS4jiSSVdDamcHgZzwJ4wKjAgHr+aVjYWYi11eW2pH3NK4vHTAlAzEIgyYbBI25XbodKwXbtlWbkdEqHpyBZYYv3PionxQZOZNli2uthtWdDFBLkxEAG4RIOht1pDi+Nz5ixFDlCJd0ugtdnpVG70JPlxUO32\/EbfH8REZJGWeM4soyC5jEg6ZiFtWbxHFxBMJ5ZwvIGCiSTBC5DCs49jWWMQAh3iDobMP6Ohki\/0plE5OXPKbtkGXzonDTAkDKIlEEExO4BuLXv2qkgQPKOn321rhHtTGe2GxMK7iiDciLIizaLWv51q0MsS2JGMgokHLIItmxCsF37VfDxJgmcI5RARzZWAFyiRRbJv5NTiQhlWVTIicxkEDlJIAi3mGXVIt9oAzYyRos8Q5ZQ5VmzMgZrBIS6X07UPDwzIoXJIAG5J0X50oczt0tVg96ov+ucpgIxAOpQZRJDJ0T2VqFMi3ipuCNiFsvem\/TuCnjTjhYcQZzkoklAsWF7Boln7UNhFhPWWZyehDYILJJ37UbDTGiAFw773e917VfifTpQM4kxE8OWWUG5E3zGIAvEIs7UGMkYkC4R6\/zY0GmvS3E6dmtwwhIf+SZjB2KJizq1cMROnSkYSlGLMQYm4B68wYV9jftRMbCkYCbiQZSCBGYIMnKNI3sfal4YsWHGwH7dSepJqI1ZJ9mG4WWGc2cSAEJmOUj4z8DEv2jdXquaGQZTIz1lawuQh1si+tqTJp2OFIQgJnKJOUH8JBKkSri8d+lEpUgcQ90h+DzRxiB2a6HX6UsSCbDapkeUEENdCFc8o2Ni6VlsZ9R6eIIwipNthaXCRdzVuOxwZRGSMZRiHlLErAg9AUmu9ZsJA6k+1E4bDalKYjDOIyIvIMFkRbkED\/G9JQ75EmqHcaMoRhKRHOMwUgSmQMwHwm2h7UbCMsmcrK1qGCOob31pLAJjmlEhBhkBkG1ge3TSqCCkiRqmDmHkLWg4pjRzTTuzZ9PMSpTmIxJIK5pCzBW4OjGlEwuKkDScOIM8UTxSJGfMbgdubKOXTRPTrV8PEQfaqpKvDfx+S69N\/B9QEgdPcfxRpSzXCzK51fj2rzmBxeUkCIJIVw1cFjvZVoen+qGMoylGMgA8pQBC33V7UylJ0peGyPMg9P02\/wD5CijIEkaDbWp\/QzCJF2dvv7ViS4yEpLNkkpHYxkbZIjRb3fSu4j\/kMoTOYETiSJAmz0J5ULbKro5L1LaK8nJxW1J0beLwEIxJlIsa9if5rw3qoUyL7G4Wodu17Vs8b6ycSUlLlIyhBMDQp2fSsNGcTGMcxiMxm0RELqUgSNKLlFukqOXz8sJRXU7D4nklCRykXjy3JJiDElPQO+iPWlJlFoHxpp+MeaJCJlHEkYmSRMswCckSQfjJatprS56VKOQ5N0GwIGxNok5cx+EFXdjoC6sTYXJkCgLIAf5OlUigQuxuNdLJ6Nh1qer+qwx\/0x+lHDyQykwAcz\/2l3NRIRszMVkkk6klhLvpprVyDKQAAZAQCA6b7\/5qeIMBOWQzy5jkzLNlR+JFPxQ8OaIkYiQBBMS0exSK96jRCDIrTrfrRsIwEczl+oJRyhRMELnM92BZJOrYOPCMZiWGJGQOU5iMhKR1ugEu9L4eKQ0dQjYGzBs9DbUXqUQ6WEYfHB5hICJJiQdBJa2LtoUaUMbUaU5NyJJ1uS+uutTh4YmTzCJLyi6J2D211PS9Oxik8QyOaRzSNi7mwCPy\/ij4XFTgMgmRCREyAWiQhLlRMogmz1oB5QDGVyDmW1yF3svnVIYkg0SGEe43Hiluhloa4WBlKUswtEkmUhFu2sne+mutAhiK\/ZVWMrEDfW+qSC7H+ac9NxsKIn+rCUuQjDESuc\/DKQ0MQrip6WRdeC2JPppQ85HapnBME3srJghu+m1VoEcm2Sfd79Nl96thzSO4L+VdiwRIJ3TRD66jbSikRyRyiWbmzlhauOUDs29xUImVljnMZBgnVE3Y5r97\/OqGwF+ujY0X4KuI5TAyyyib5QRcZixJXiSvKVX4TCjOUxKcIAQlIGTIcbiIW50FQNkjEEgSRJC5QGpQ2AAaqMOQiWAL6Zr\/ADXcGxoED3WlutM4EIZJ5xPPy\/pgaa82YG5toqUdSbOhitu2Ysiy3IXQdqmaiYkoghoS6sAFaG2niq4MM8hGAAJG56C9zYNE10+HlGeSYRBiDF3ut9AUdTUI5aogghWPXQi2x8Gi4M5EndAk32HnWq8ZgShOcCVlYvIFgFACQtIeLFVTEgIkG8o2LWXXUbq4PyoNC92hrD4gxBVif3NJXst66OPohzBJJWG4VzuTS0rRWcGwkI3TNl0YFElB554cZmEQMxIeXNYZjGwZYFChvyM44hMgcyJNyBp3t\/FCxZAEgFh2KTDsb6OqgHK+lu93UYpubCPb270yRXKVhTiAAKRvG9ki9O+gvUTlmvlA0B\/6u6PZgfyavOEZTziMoYRkI2OciwzAEplMq1UlzM6CIC5UwLRasyNzvTUJKVojEhlsQcweYEWGiV+nimpThCIETGcjEM5SuYXBzaSibAxHWkpR0u2H42IP5oqrRsrYzhTAtIOO4CB3SKJ1NRHCBzZTp8IIOaVwEosA7+1RglyuQAbE5WvA6\/LercKJmYyMTBcSCiDG7BOhCdEBMonKARu7i\/Sx1XapwpSB5dUfCyl28OmeM9RniiOZmECcoTEc8mWTq5M3dKwmAc0oxJeYaKxNpR0XbpQoDYOMLMaDUrR6P3tXY8iS5SzFC+u253WlF4jHJBCFy0IrLeRyxW3MbeKPxOPnw8spw\/8AFbDiI5cwlImRYFyDsdjrZEhMt1ter+njD4XhcUSJPERmZAgWySEQBbpXV1OvGEysLiMhjMRiVrGQzRJWpFAdvzvXV1Vsf6OjrV4RbPcD+b\/SurqiGXhbHleJk5OAbJ3cR8gAvFArq6owMgzNbP8Ax30ocQZxMzEREDYAt4kYb9BI11dSsaPpn8XBTnF2jIge0j\/VF4+MBh4OWBiTGWY5mzmKIC5ULKurqn2H6YLhsATGIT+2LHzAX1+lFljzlGUzPTKwgjqAxpbxXV1QK8FhGx9qk40jzEkk7svpr4rq6gAmMWD2D+qVRE\/n3qa6oA7CDIHcVqcZ+nCEoxjMXxAf\/JaSMf08wyo5X79q6uoMaPjM7EmDBo5sxuS7COiWvf6UMGurqYSRsf8AGOJjh8TE4mHHFiiDCWh6bFIh0p6tJ4kkAAygAAgyhbVNOurqdfqVv0TJro11dSkY7gYMThYs7gwRjfYnQ2v5pYhFeK6upgMLDGkImGY5CRIx2JAKPszU8PMidiiBIjQ3AJFiCKiuqIBHERyyIGgqkjYeK6uqMB\/\/2Q==\" alt=\"El universo es a\u00fan m\u00e1s viejo de lo que se pensaba\" \/><img decoding=\"async\" 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\" alt=\"Los taquiones podr\u00edan responder a las grandes preguntas del universo?\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pocas estrellas hacen que, a su vez, tambi\u00e9n sean pocos los sistemas solares y los planetas. Los planetas que se forman son menos activos que los que se formaron antes, la <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> va debilitando la energ\u00eda del sistema para realizar trabajo. La producci\u00f3n de elementos radiactivos en las estrellas disminuir\u00e1, y los que se formen tendr\u00e1n semividas m\u00e1s largas. Los nuevos planetas ser\u00e1n menos activos geol\u00f3gicamente y carecer\u00e1n de muchos de los movimientos internos que impulsan el vulcanismo, la deriva continental y la elevaci\u00f3n de las monta\u00f1as en el planeta. Si esto tambi\u00e9n hace menos probable la presencia de un campo magn\u00e9tico en un planeta, entonces ser\u00e1 muy poco probable que la vida evolucione hasta formas complejas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Tierra primigenia - Hipertextual\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Origen del Agua en la Tierra | Biblioteca de Investigaciones\" \/><\/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 Estos son los escenarios en los que se formaron\u00a0 los elementos de la vida<\/p>\n<p style=\"text-align: justify;\">Las estrellas t\u00edpicas como el Sol, emiten desde su superficie un viento de part\u00edculas cargadas el\u00e9ctricamente que barre las atm\u00f3sferas de los planetas en \u00f3rbitas a su alrededor y, a menos que el viento pueda ser desviado por un campo magn\u00e9tico, los posibles habitantes de ese planeta lo podr\u00edan tener complicado soportando tal lluvia de <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a>. En nuestro sistema solar el campo magn\u00e9tico de la Tierra ha protegido su atm\u00f3sfera del viento solar, pero Marte, que no est\u00e1 protegido por ning\u00fan campo magn\u00e9tico, perdi\u00f3 su atm\u00f3sfera hace tiempo.<\/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=\"De d\u00f3nde proceden los rayos c\u00f3smicos? - Foro Nuclear\" \/><img decoding=\"async\" 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\" alt=\"Rayos c\u00f3smicos y meteorolog\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Probablemente no es f\u00e1cil mantener una larga vida en un planeta del Sistema solar. Poco a poco hemos llegado a apreciar cu\u00e1n precaria es. Dejando a un lado los intentos que siguen realizando los seres vivos de extinguirse a s\u00ed mismos, agotar los recursos naturales, propagar infecciones letales y venenos mortales y emponzo\u00f1ar la atm\u00f3sfera, tambi\u00e9n existen serias amenazas exteriores.<\/p>\n<p style=\"text-align: justify;\">\u00bfNo es inmensamente complejo todo esto?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"\u00bfCu\u00e1ndo chocar\u00e1 nuestra galaxia con Andr\u00f3meda? | Ciencia | EL PA\u00cdS\" \/><img decoding=\"async\" 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\" alt=\"C\u00famulo estelar - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"As\u00ed es como se ve un vivero estelar polvoriento en el espacio\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTHBdV0z9NdIGW8-MuODNJk51k4t9WkWH7Yag&amp;usqp=CAU\" alt=\"Hallada una biomol\u00e9cula en regiones de formaci\u00f3n estelar | Actualidad |  Investigaci\u00f3n y Ciencia\" \/><\/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 Una galaxia es un gran sistema cerrado<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En realidad, los Sistemas complejos constituyen y se manifiestan en la inmensa mayor\u00eda de los fen\u00f3menos observables. Sin embargo, y aqu\u00ed radica una de sus propiedades m\u00e1s interesantes, la abundancia y diversidad de los sistemas complejos (sean de tipo f\u00edsicos, qu\u00edmicos, biol\u00f3gicos, sociales, etc.) no implica una innumerable e inclasificable diversidad de conductas din\u00e1micas diferentes. Todo lo contrario, los sistemas complejos poseen propiedades gen\u00e9ricas, independientemente de los detalles espec\u00edficos de cada sistema o de la base material del mismo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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w0YtctzfxxhqbNdJfWVIkv6Ax6j9wwF9H7FswLvNQ3o0rSGu4+Kwb2v57jfviTwT2QTw5iOV54nWOjoUOurTVWSD5gH7sUY54zyK3U4vFqBIAWMXt9crR+4nGq+0TiPhJzOqMmuqixkAkbA6ogV7Xuo74BrZ\/lySaKSJunUiMpp2vxCv\/AC8LuX2KZjsmZiA89WpiTd3ekAfSvX1wJS+1Pi4JHvfY9xDDv\/8AXjB7V+L+eaH3wxf\/AK8AXZ32L5p2YjNQbtYJVg1dhelQPwGD\/hXLU2Xy8cCFH6ahQWc7+Zuk+ZrCbl9pnGkco09MACR0YjsaIOyVRsb\/ADxIf2j8XSPqSZqNAfgUxRF2+ihNgPMkjANbmTlGXMwrHqVCrhrDmj3BU+EGiCcBY9jE\/UB94i6YdmAJYtZG1nSAdwLO2wwJwe1zie2rMir3CwxX+JWsTOHe1DiMkoRs2qJ5k5eMt9yAeI\/K+1\/TAEGQ9juYV49c8RjVrkCl9TAnsNS6Rt4fvJw0v4OkAAAWht8X\/TCS4v7UOIQvUedilXcE+7qrKQdwVI2\/H19MZwv2m8WmOiKVHlLALGIFNg3ZLDZQKHf1+RwDtHD5P0R\/6v8ApgL5w9nk+bnEmtFTpFSpY3q3AYEKfIkfs3wDcW9qPFMvKYjmctIw+LpxhlU+a3pFkfKx88Ro\/bNxEHxNEfpGqn8wf1YApn9lWekWbXPltUqolBTppas3ptTsOw\/Zgi5X5LzMGZlnneJtQPTjjZtKlqDXqX0Vd\/P8sBEHtrm7PE1ebK8d\/gYKxfQ8\/wA2YA90zkTMV\/mswqRShvKvAUkH0Zf3Ae+4zNrV400kUNMnio2DdqKNehOFl\/skzrMzPmI2bV4SzE2L21Wvf5DbFd\/tG4wJGSR8tCVNMZFRQPL1JP3A3iVB7U5U\/n871D+jlsslf5kpXb\/CcBYJ7Kc2qxaZ8vqUNqLKQLbsAQpJAHkcHvJnL0uUyywyP1XBJZ9Vg77AWoNAevzwu19sSEUWzSG6BMUDD7x4fwGD3lbi80t68wsgPw1F02G5HiVhfdSNrG2AKAcZj2PtjMByzIwtvaxAwhR11HU\/TY2AArKKjIrs7qPEQdyL2rDJzOKTiuWimilhmoxuhEgvsD5\/Ku4PkRgElm4ZHy8cGVaNkiGsa2XrKZE+AA0lNvsNTXsa07VOcTNwkZcq8R0KyrGjDq+FQTq7k6R4iDXgbbF5w+GWN83lhmIFXML05HYMWfTr8apYCllYsdRAFsfnjnxfiawIIFmfMxrpIMkiK26qXVHRm8BVktfme+k4Cj5f4Z1s1lknAMcsyK0YJGx+lVt53eLjmXg2Y4ZmY3jpct1i0DMdaKxAUsUY7SAAH\/CKO2OmQ5jh1xtFl8vBIZPDJI7uiGlKszse4JN6RsK7WLIcxzfl8xHJHMY\/D4l6wQxNRK2mpLYWCLAsG9sBTLwLOrl58nGkTh5Os2pWVm0gEGI6t70jvd6hvvi24f7NI9ps5NRNFo46jRdlABcm\/Ijar9e+K\/hfPojmXZOl09FKGtNN0KNbEBFA\/sjYAAYsc3zhk55o+sWMSnbf7I7sAxBCuN6NMOwWxV2BDxBsskSxZcZQWe2hGVVAJdqHxULY72aO+94FOI8C4ZKJdOcyaSMg6fTbpRhr2LrqZdP0O135Yncb5gypZEy7wwtFIGJEQKSGq6fUQkaSrG9iLrcUcDWV4fwxUZyZJZBv0VbZATsAQoD6extjuNgbwFNwvNwxIzNF1sys6MhNvCUX4wVBprKgWO4Yb+eJfEOFw6swyz5dVEMckIpUEmoKzIAWYq61RHe6Bq8ShBloM2JYkVo1Q68vM6kFwCrKz\/DQIDeG9xSg2MX+U5mRZNI4Zk1OxXTND4htupK6TfluMAu5OCsCDFJDLtZMb3o+TFgu\/ft6Ytcjw2OKKSeTNxJMq+CIW0pcMQVaqKqwBGrV8Lb7YI+Y+ZIHmR3jeJlTR01CuD4i19RGod6qvn54g5LicCtrQPCWGuadYhLILNULUqiAVZ2YmsBXw51Yz7zPlEaKVWjigP2arq8WtNjQU1TUL338N4hZzliWOF3cxKyyaa6wJ7E6QFtT8Qa77el4IYeX2zsmZZZ3ky6FSZ5SOq5o0FVrrv8A2boDbtjvwTgsZzGUgzGWiaPpSDXHsspBk0yMykXaAed\/Cdu2AvOCez+FMqFkjR53TUWkW9DEAgbHcKfK9\/XfZbc28A92zJy8dyEBBqANlmUNoAs70dvM3hhcYyZhhY8PlzcjLQEcTl4l3onVpJJ\/shr+mBbL8Nkfp5rWxzEQDtbAyNLrLxjxXYWICTz8KVteA58V4C5z8eWfoK+kBzl42fSABvJFW70B4R6i98SOG8EiyspeWaJVFhBNpWSvUorPTEEeE9tsW8HDp2zCRZjMSQLMA6CIIAxdWckt2e22JJNswFbgYrMxlwZ2ErtKsTOsYlYHSFJBpQAo8ifCPLAVvMuWjYR5iFlCvY13pJVfAW0aiQAQFBpdRPme3kGbjhmhzM2RbphWIDq4WZ99LGRib\/SJ+u3bBTyRw3L0c1m5ofB9osLFdK7tpckMdelQQFq1Pcesvm3MQ5zOwrJPC2Vh3duotWNbygjuWIiVRpsab3sgEKnlzliaeKbMzQSNOGV8ssrqEdXOprLAliFNgttYAIO4wVcj8KzCQmHMwrCkbDQqlftFrs5TvR3JIticEB47ltQHvEQsAqNQGxIA77d62\/ccdhxOAtoE8RbfbqLe2m\/Py1D8RgO0vD4ZF0SQxOvmrIrD17EYUPO\/JUi5mRstlnaNY2kdlQrCO9LGB\/SRKJF2WDGgNsNePikRAKSxMCws61NAgm7vby7+uOx4tErLcsQUhzqMi1aFbG5o14if7uA+fhnWaFCsCKkJJMioxDMwSizD4WAQGiQLBNCzcjh3LOazEM8wpIYiZJQxo1pZtYRq1iga33r5YaPAuCQZDiLPFMohzCHTCHQKviSgwZrcaidIAsb998VEnF1hg4jkviKrOsekr8DSDSO9nSJya8gDgBPlblIZpx7vmUbemk8Syw7GiYifEpPh1K217+mJHEOVpMnO82cilngWTSJkYKxOzqxB1DQQCrX2s72BevFc+kMsGcypj1WVkVGBsGwBIAQAxA\/MbkjDUHOeTGX1TTxsCTGVXxlttyUAO1WSN+xq9sAq83k5FSOJ4lizGZbSBpQQNG93Isutu+odthV+gwcctckZgzZeaTRlhB4HjjVQXCklSri9StYvUAb1G+2KLMcNyS8UiiM4kyiIrRrrDrGZJdBjBBJCWdVndTp7ebV4BxEMgjZwXG25ALUNzp2Pe+wrAX64zHSPtjzAcszhP+2ThMUccEsUcaNJIySEALrtSRqIG9adrujvhv5nCu9uCA5WAEhbzA8R7D7OTc4BSvmSJptQQ6w52+FW+IFe3pp3HZji8zkmRWF+gkU2gD40dXI\/i27MrLfieVCK\/oX9azL5ZVzcqKctOAkhDOaiNKWFb1q2ob+vbuKvKnUk1CtMN\/8A3R9h5fF8+2AJ8zNAuTy0zZKPptPONmlCghcvRvXZJ0nYmtji54VHkRIBNB1UiglnY9ORAEG4jEchGrSxJG9eLvgd480RyMDLGitpC6li06yojDm7suDqDMw3vasc+CPKs00UzaT7rKpWViAAyal7nztexujgCfl5Mo3vWZWDUgMEcWpLfUyskjKq6iSWttrusWXE+WsjHDnCdcURlAZ0GvStwSRlFo0NUuj5j6Yo+Vo4zDKJHVFXNMEWNpGtljlI0lCWYWxIY+QJsYqOHzwdDMRrGAuuw4RzqW10qXGyCwTbd9WAkcvzxzZyKNYYXRZATH04wpVYvFqUgAnZjZ3ut8F8vJcc2Y94lyuXXLUQ0MEpUrQFSEKqqTsbUFfPdtsUfsq4jK84hMz6EicqlnStBQKHlWo\/jhrcVfTBL4r+zah\/hPcYBIcYlyKzKmViR0YOeoWmDCy+kAFwuyadyp774LeU8rls3wx5HyeXVoiEDJGNTBBGSSe+ptwaO9nAZwbKKMwkXQjctHE4LyCh9krNuABvvY7j5nfDD9nJVuHylUEYOZoKpsDeEVZ7g1+eAHvaPwvLxZyJI4UjUwWRGNH\/AHjiyFrcgUD8vliJyVwWGRp1KhgMm5G5FHrSAXR32A747e0lv5SepGJEaqRQGgVYAI+Iblr7798RvZlMFkzOliR7jIXtf6Wu+9ntvvtd9sBK4\/wbLwcJSUTMs0ja2TqvU9OVao9QHhDBrrsPnikzz5+MnXNq6KooFgrpBBUadNEdtjfleCGXILmMuvvExUJms0q3KFpW6AKjUrat7oCu5OBXMZwI8sdRSklaeVUaTci6f5XsVwDC5skzGYyrxxwyQIiNJK72g0ojExhAAW1dqHh9fmJcG5JzEqrJGEkXfVGz0CSrC6axqFg+Q2Ha8M7nFW92lVSo1jQdV1pNhuxBJIsUDe+K\/kSIiFlfQxDEMR8J2+d39++AEV5NHvWWy0srM8kTEmQMTFoo0Klo2L7EDAxxqVIWlVYYdSuyFiJHLbkXTyMo2F9v1YN+cHZeJwMkqx6UG2rSAvVjBrtswJut9mwvOK5kueo6g65NTAHwm7Jo+m\/4YAn5N4Vk58xBl5cushkg6rSGSRWBAO1KwX+j6YMs3yBklzGWWOCo2MnVHUc3SqV3LWPEf6NfPFTytGiZ\/J1EiF8qWtHLUKfw1X1Nn9mCji8tZuPVmERkVTDHtqbWwV7BO4agorcUe+A5Tezjhzf9ww+ksn7WOIOQ9nGQ8Z6b+GV1W3JFKdI2IIO4O+Dod\/vwGezHMyyQStJO0xLqwLAjTqXUav1Ju\/PAVvM3I+UBgOlwXzEcbbgWrXfwoN9tie3yxufZtkhm40VJOkYWL24J16107kdtOr8sT+e+nqiEsyRqA7hHk6YdgPCbAJbSSPD2N+d7bZyST+FIW68Aa0QRnaQxsGL+HudTG9QoAqo8sAouIdKKbNRrGNKSlVW++mQgXffbyFYKshl8rJl2GVnJnETqYymhDrgeR9NqPEHj0jc7KPXFZPnAsmeuHKtpncnqga2uVthfp8sROVXy+sGUMlh1LJpd1Y7gpFsQNNrbEjfyrAXfB+VXnGXzGUjWRo3VpXJAsrpNdNmFn1Fj6+eO\/wD2XkizMTZmN4V6JSMBlkJ0jSb0KaBD9jfc2xwWeyNYjFN0tTRdeTpkijpsaSR5HTWOXtXz7RT5TS0i2JP5suCf5vbwb+mAr05IRMjmpeoJDPlndQsSoE6bI6rtt4iAp2X4fXBT7L+WIIMvBmVBaaWFCWcDwAqCVSgKBJO\/c7WaGAHlHNZcwzSz9RmOrqMNwtvSmSzqslgfU18sNvkQfyfk\/wDhov8AkXAE8Z2x5j0DHmA45nCz5645lZugjI0rRT62y8sbxs40SoKMiBDTFWokAqPnWGVmjhae1tGmXK5ZVB6k96yfgrSNh89e+AWs3DwOIBlEQDO8qw\/H0aBcLItUQvxUuoEChijy8jdGZqALLTA7AgyRnwDzOpfLsAflghykvvPFMpHJDGkcckMBjABQqjn4gbB1bkje8SjnOFtHNrimUvI5PRjjCqpdSqqbBoCMVQ21P64Af4gqLk8q4j+0Mk4diCNW8OgFtr02a388d8muUiMKz5eRi8IYsJGSixOltFbqAAdjuGxEyeQ95ZIYIzq6rnWaHhYxKmsgWNJO53rX9cXHF+BSZdNc0EraIwpcZhdKMpjQFBoJADEbXvYqgMB04WuQM0iywhdzQkaXUngYUulvGWkFnUuwPyxDefJnK5hEiKyhVKv1GcMeslhfIAJqFnvfzxZ5bhq5mKfMGSMxK46rvJO8pOy6mUdyw3olq7CvPjy5yx74GhTNagIhWpXCxHUWZdJPioJvW32gPlgOGS5pZMqEjCpOrqIpY4ohsB4i0nxs5ND9EhjeIcHG81lzccx1TqWkBVWYliyiwwPiIAYV5Mv0wU5z2a5hBEEkXMEP4ksxoFI9S1remiV3Nr6Xga43wOfKkmaEKWI0ESWV1aytFe9aG3+h7nAdJpI3nb3nr9SMlSsMMQCjxF9W6biR37jsQL7DEnhHMcmXi6eXzCCDUHMcyDqB\/CSbVCKDAEeLsO3ljnkMt70MzJBloU6KGRnklnMlHX2p9JagdiAL\/DEnP5IQLGCctHIWhYJHNmrp9DAyajpAprtNxvWAhcf5llmkEk6QsSuhZKZRpUsQNKlf0zuV8\/ltvwrMSZZZ0iEMZlyy6mnZlLo6WREGI1HUTRF9sVvMkgVkCSRsviNwSSum4QEAyjVexv645++icLGwBYIoSWaV10FVAIFsVokXVYCzhzxmz6xtO8cKvPIjIdJTUrMxDdxqKKD8scMrxDKCFnlheabUKZpmjYqBs+gIyUukLWok4vuT4GdB04su8iqC0nvEmq5y0YDR\/ADZ0vtYVh5kYrchwbOLmmgi1a3VSHDafCOnLStYOytVBh+eA84p7Qp8xCYpUjeyCXUEEEGwQKoH8e+NOD8dzyFYIJlRdJfYI9WpfxMytR2rT5Hb0wbc38DzGZQ9LK5aEi2Z2WMytSnwhqY7nzJB7b4DouWsxEK6IkkkbQuggaXeJnUFWGkjcHetNbUawEeDmmaaVcxmKlMaaZCypRUupUALGNBNVq8R79sVMrxyMusmKMuWYquooDZAC2LrYDt+WJWVz4heSHMRMB1EWdY9IJ6TPakEFSSe57eG6OKzNTs2oavDZoV2Hpfyr6d8AYcn5\/RnIJ0hmeOGARtpUFvEXVTQJ+ItXreCrj3EcnJm8tmJ0mgaDUSJogvUoqUAJO+hrO3a8BuZyBfKx5lsvGwVIkWRZI1VQSopoCGZzbHxkjv22xJ4tyzJFPGvTiUSiUhpJUZH01uwTRoPiXzPcEnwmwZg54yI7zgfPv8Aqv0wOclcV4bkIZIxmy4eQtZjbt2Xsp7qATfY3gf4RyxmBmJ4Yo8u0qKF1ORo8SBjVBlPhdSDt288ePyBPFFMZhlwIYy8jJ9pIVALADqEAEBW+GibF+WAIeZOYOGZo5a8yB0pldgY5KK7FlJ09jpHbzx0n41wp+JR505pKSIg+CStYJ0tWjuFJHb09MA+a4GY0gkAyRjkYAeNtZpS46gDtpLBdPh\/pUAOxxOi4PLJmDoOQBRV\/mtOimciixpmlUpZLWexJ3OAjtHw5pZ5JGmmDyuzNE4SNQzsU2dA2oix5i\/Tvi7lzHD48lDFEkkzF9SOUUsrEXIHYVR+0Chf7uKmTJECcOkckcbSCVPeIUclVJ1IdFHtfwnUR4SKJNXmc\/lTkSixyj7Q9HUYyUfTEXJfRqKtS+FSCK3JvAd+A8UzmXaDLZadEE5RiQimjLS76wbrbti9yXNmakeDqJlczo0q7NHGZh1NBYBHdR4T4S4AXwWSALxTcZVg+VnBUnpQS1pVdJ2JC6RsNhtXzwf8J5XhZROXm1tHGoIcbK0DOVW1tdiygiiFYj1GABlijOXmFI2beUSxJDE2ldTwjpEVoN23hBYDSKOHfyhEYsrDA9dWCOOORQQdJEcZN182rCl5j4SMr1YIHnbWDqkm0Or6HdmBSrUL0nGvckrsAPFgm9jKmWE5hh41leNm1tbDpxMWYWQ7FmUWdgFFAVgGsHxmNQcZgOeaGFd7Sk1Z7hqWv84WIc0uzxb15n\/phpT4VPtcJXNcOkCOwR3JCDU16oKoWPl9+AWHBM70JXpQ0qsWj0nULWLMAV+kNbRn\/Djnx\/gjQzTxoLSAqrHV22X1O\/iJ8sTvZnwvr5+FT8KeNvohDH7jWn\/Fi09onDWgzc8s7SCPNMzRCFhuV0j7RTQrcGsBW8gQgZrKyFlH27KFYEltogNPhIsF73rtt6YN\/aKD7pOo85DX+fF6\/wB7AdyRl0M+RsnUZpGodgQYau\/Iqp7edYYXMvCXzKyQoIySzseoWCkLLCSLUFvldV88AuMqsq8OnjUkMc1pcK2xAgmJBo0QNN+fb6Y35IaJs7GXLdX3iMpuCDuSeykbb3uPLvgl4byXNJw9gWhjaeZZogBqRRImgIbXwka6BW6rY415N5U6MeVzMhDF5UkQIzaVV+ig1AgDUNbHaxtgGPq+3rf+aPnt8Y\/Pf9eAL2zuelAF79QVXfdZB2wdGVevpvxdMUPlbH9mA72hcKfMzIiq5SMRvKU+JFPvO\/rvXlfbtgA\/k1ZOjnwWWNqhV+rVVrYlTq28VV4tt98cs\/BEySM80rPEkCloViaIUmlBZkBatNEqK27YveX+XZRluI2rLHLGjQyzKTrVGeTVv50B3rv92K3i3LAjWNni1DMJlly7owC6yidTWtggMzGtjQvtgB3iXD4I4Y5I55HZ+wbLtGrb7kSFyGr6YrGlLKwPknp9P34ncY4c+WAgnR1nRiT4lZAhUEAUSNV7mj2I88WPD+A5nNTdFTFI\/Q2KsuhV2oM6ig1A99\/ngLmSSeLLzNEzJKuckuiAaEHVN70dJiVh9MEmfzbe95H7cx\/ZRXGL+0LEK3YEbqoBvEXgnLJkyWufSqzZhJoxs1pKixeIahTASagPUDFg\/A+rm8lO7aRDApF0A1a638jdYAvn+Bv7p\/VgUz885dXhjYmHMEyIP7AgUfRShYj5sp3rBNLnI6I6sd0dta\/vwP8AN+WjlaG5FjT3pxOSzJ4R0VfxKQOwHc1W9bYBU8zlznM8VDaRmZdRABC3K9XtijU6tK2q3Qs7AfMn0wRZ+CXMZvNLAx6U00rDTbK4DsR2snyr8cC7X288ATJwNbVPesnTlQWEjtRUGrGgHft6bYnnhDM\/R94ygSPrsrl2AYuhDAWuq10i7G3qcQeJ5YgCRJHeMNAI5iDagLIGAIA2VvT+zizWOOCeCXXLL1HzIeSM\/aSqVGkjc7nUe3fAacE4ZnAXdHFKYlV0mQAhSgtbYEgoBuO+NOM8CkXXMJssA0spYCZS6rJpW2jFsKF3QJH3Yi8GgdDmIzpSjC7LKqiShIhoFhqDANuARsDjnxZ2kWaN5qEU0rpG3Y3ZtW7HcVX9oYCQOARLLCpzkJDBaMUM0hsfCOnpBbVZ7bGjtj2Pl9HncJnMtpAcfbloDZDhh0yCVrfv8saLk1MmTb+MSHSOsCyhrS20xFj20jb12qycSZuESZaYsIWeXMRS9JQ4cx62KKSYiQzEHSATWptx2wEBOBxrlpXOby2oMPAvUZiV10FZV0+Ly+7cY3yefl93gXqMB12FKhNCoNwQN277A+QxzyPBnfLTIIswZlkBCKng0pqD6h+kpavqBjZuK\/xFYXmkWWOYmKKgFr7PxMasEHVW\/cYAi5yiiRIDDLJLGqCEM0aKKj2FFR4trst8qxZclcwZqdZVVovsqEalSLCxMhLFWBsR9vItWAfjkRRYF8O+XRvCALtn7kVq+EUT5Vgv5V5UlibV14LcC0YkFUkgMhetiK1Kt9rBwHX2gTPoeTWB9hEGQd\/tDmddkJ5lm8wdj8rOvZjkRDlYkDvbDWyMqCiyKa28VjT5+g2wvPadkNI1rpETHSq\/JMxmkFeRFMPxHrgx9jmTl6Uk0+u+oVj1ggjYWRe+4NfTAMxRjMbqMe4DnmBthec3cPzay5WaANm3ika42ES+Eqb30iidhdGtq37sScYVXtpzARcrsDcjd\/L4PkcBTZfhmay+eEiI8kkmX1zogjidSzgyCNiuk6XK0DuRXpiNzMFzKKgzixgAiRc1mImcMCPCYwoIYG73NEd8Ufs34po4mjk0rhk7mvEQB9BZB+VYpuZgwzea2Ne8SWa2HjY7ny74Cx4VlJHXJCGQLK+YnRG7IpUQEMpUar8RN2ey+mJfGGzmUkSNsyW6rMhZHJaxIvUAsWNR0n1J3xfcrxRrDkek0hYToZrj0gGbQSocnxLaRkBRXhBvbA7za8g4u\/SBMnWXSBV9wRX\/AF2wHKLmbPe7dQZpxFE6w7HSwLJIU+EbhRGTZ32rz2kZfjssix5aKcMKtaQoiBfE1jQSEpb8O229Yqs2rjI5oOCGXNwFgav+bzY8sROB6lzIZb2NHavC4KMSLNbMcAxZfe1dGGa0znWoWRk30rERu9Mw8Rul8rI3Jxz4bxGRDm5MznOnJ4UQoVIs9V9JDgkLbHR22MlVgj4u95iGVG+2izDAqYmVSjlYXHUumAUAivMDzwtOaJp55SWaEmZoqSMkdTaQIxV2rYCrFKdQwByJ1lyL9PPTMqx6WcgLEraFAVpEitFBK3vdHubxXzpxApGsrw6opIniIYKKRtIC9SP0koWTe22I\/AcnM3AZYokBkkmZT4lAA1x6t2NdlI7+eJ3NWenlXLUpSWDou7alKdQsAwI1gkXHqA28++1BR85cPzGZMTyvl0NSV1Z4ka9QHxAIGAVUoAUBiz5Ij93MzdfKQh0iUeJW10GLWDOCp8Va7o7Gu9jvtE680pzEpCp3jj1hiqkhdqHqBe53vArIv2DG7+0Tv3+CTAMfOcdmTLZbLwyxy9MRrK6qHSNqCxgyJI4oMKHhBNAgeWIGZ44czLBl58vHKqoNKxO8nwCQ7rGQ2rxEEGq8xio5LMhiniiHiZ4WBJoAx9Z18ia1hCe2wO474I8rw9RxfL\/ZKqlHLIVBGpop5twRRI1Af4cBF5i\/g\/aJIDlmBs\/YGRyBRqiy186JxDz+ZeU9M5iaS2YyCTLdLxNFo1O2p96Cjt2w2ggVaUBRXZRQ\/AYh5jLaY59IPxO4v1LvR\/8ASBXyOAXMMCOHi6\/C1LOL16o0AUN8QESLqs7HSe7dqsgsuYBFaEHfsW8z\/eo129MFvN0erjMlrqXrQ6tiRREQ38t\/ngPMZaTSO5ahXqT\/ANcARZ6N+lHJ045YzHCXmEO0dBV0GQCgQAtjubxZzKxnLPlYQjJO8cuh4hKrKwRiQaIbWiqABZkUfLHMQDoNAvV0NKlAOB4QiCQsrqKbVpomu5NbYk8VhmldIoFkPRj3DSoygB2MWkqfhAjU13sDy7BH4OhGYzJGQicoI7y7QyWLKg6YS5YE1qNk9yexrFnmmliRmn4ZAiSatZGXvoLUek6ASIzvdmtVm7ray4a8j5vMSoHMblF1tMiygr0hJ2UhjsVB2GnaziJxiFicyETMt1CixOy6goVgrM6WSQVbUoIHcCsBpx7KzQHJE5fLBtYBkVCXLhVtHYD0IK18GkUVqhEGXH8JPCkeXhaNZI3eISRxfzUh6hBckae1A7kA7VjpmJZZejJLlZVKySam0vqWLoxqlAEaitsbFXpFnfEjhWWdJpBJkyT01AfwMxZVlGtgTZLsdR\/S0Ue+AH4WhSPMuyZaULmFSnExB2mKuriXVTaSKN3QN7b2knFIkyE4V8qvXSgkeXksn7JmVZLOgpqrckHUTue19ya0sciloI1UlVcgrV6pgfDudYklJskbbCgcAuV41OxkJlllVlfVFIWZGABCgjVZ06tQHkQPngK\/NZsEoGVXCxxjwkrY0A6SSW3FkEjzB2wXcP4v1sybyZmK5cKqxSknQAqkSFdnSqUgix327YBGfbv5Y+hsnk4YcqpjiRGlijViqgFi4VBZAs+Jx39cAnc7O0aGFoZMqwMbhQzkA7sHpj9n8SHSBvsdtO7i9mAn931TaH1sWMmpizmlprK0wYb6r72d7rCl9oak8RzRF6VZb9KCxIPu1ED6kYd\/I6\/yfk\/+Gi\/NFP7cATKce41AxmA9lwsva6zIcrP0o5UhZy6SfD4jEo288MvNSBRZ\/Lufp88Kr2l8aTq5VZImQo5dEcAmW106QRaLRYWS23ocAB8kCCfPSmbpwK0MrLR0xxN4SCbrwgajXnim4nxeUtmVDKySyFpGC\/EbNEHtRvv53i+bgEkmYgQ5aZ0jMcLaVPSIX4i88erRuTZUEgWfTEfmyCGFdEEciRynclnYfZtv02dRYth2vddyO2A15YWRWybqOpWYPTRXa3dekVQ2emhIYb+nftQznyCRc8Z5B0mkZG0albSAqITqU7+NHFUNlB7EYj5PKpPAoVWRYdbzyXSgeFU2qhJpQdrJsnBNneUsw0vvAy8MgnXaMsqiI+EIdVnW7LTeE+eACxKpyubQsNTTwsgvdq94BIB3IAb7rxvFxcNPLK7C3aPxAUKBUNsBXw4IuKcLSEtGRlZJJXJK3qngveyASAq9qJsX9+KuTlYiEqmqaYmwYyGVVW7DAWQ7WtC6uwcAX5k5Z+JZedJI3glmkcMuvdkSJiDqOmuo+rZR8PmawLZnkucLmkWpZMsVZ2DfElZiyFIu\/AKUX54iHI5pOhEkOY1oZGVOmXI1FVP2ejYMFHfV3wQZGHirZh5WgzSxyqBKugDUFVgAQ67Akm6WwGagTWAIOH8Ang4R03XRPFJ1QocUakHhLCxTLY32Br0x3zPC5svJlFWVmjlEcM10wLEeOlZTs4uq7eWKDOy8XaMmfrqhNFQkemt6FiRWfeu47DFOOLTSpRkzBTrxlpnJVEVNYamIbpG3oCybr0AwEj2npJFMsBYCKQsy+Jm8JcEWG+HSfJe4HfywO8XhVEkCvFKBPHTxikb7JiaHpex+YOLXisYzSLUsY0qyr7xLGJKMrOtagjVpI3IN35YseHcu9VXcZUSu3T07hQoQBWGlXbUG23IHnWAh8mB5PepImWJy0fgV9AKss4OkEMTpOk0N\/mLvBfxCMpxbJpZPhU6j3P2MyEntvS7\/ADJwM\/7K8zoDHSp3LB3KgfRjH+P7cbZjh2cMuts1A0yMNMnv0PVVAGXSDtXxfLz23vANbMOqi3YKPViAPxOKVuZcrqaI5iNnIPhQ6vhjF7ixtpbFDxDlPwCSPLl3J8UsmaBPyqRg6sL70BiilGZy6aVm6SgMSTDGkbAKAzLIlq5DyFUNDtQPoHDi0HvfEDLlWLo0qNI3URUCoIt2VmBBBDfEBdbXWAuFZVcSRh7VtSsFPcGwe1d98HzyLPmKzJj6kioW60Zh1aHbSSiuGfWhI1bEUKsVjSbkjM09ZlkRBqYyNOkdXt4miVe19iTflgJWa49m0jgzDZlXkkKqY20M0YkjRw1aRWrtbAgHT5DeyzHHc3FmelcJaWMldCxM3hLmnGkIClW3bv4b8qTMlPdIg2XR5VkjU5iIxyNSIo0uRTKQKpWIB0jEjOOZpWniy8ojjWRZyUGq3sM3xUxZS\/wjufngLrgk+abOywPKvSjYCR1EaqR8di7NupUEivxGOvGZMzH1pF3WCRCAioOqrFRQIckihT2BZJr5DsHEctFM5zEMiR61SSPSfJGpXt7WnTqAD76ujLm4tkJYZlWGVUCscuVR6+IlxYJrU1g2NrwFlmuIZ1jBKsCJbugTSxQkRIxLg9xs+nSRZHejjbMy59szJ9nl1Uoo+AahfVAKhtQVvNhvsq0TinkzmTJiLxTRuXjWkLBQrQKYRZJFqDHqC0T4rFGjOzXEAM3S++63VrURsg13Jr0rpOrYgpvS3dntgJnKWUz5Kmaf7PXJqjWgPCHB3qyGINAkUBgB4Bkcx0eqiKpbLzGJ1YLI3iVX1NqBArUBflsO4sgh4zmFE4hlzavC4FHL6iuoynxRkkqWFWTYBJqrFwOJ8zuYDHPIS0wY5hHQI5KtHoOoJs1KBsBSoB88ACsfCa9MfTOXhLLll\/RRHYfRAF\/+VH\/CcITLSwso6EGt7GpWjeVq82WnC9+wKgnzODSCedWczR5qEabjd5OmtovwqfdzrF7jde9eROA5camOZmz3QS3BYIRWosk+XC1\/ebUR9Bhu8r5Vosplo2UqyQRqwPcEIoIPzsHCY4culYIRN1Jc2FC6GIaJJGs6xRprPU2ayb3Oxw1uUeW5MsSWmWS0pgRIWvUSKkeQ7AGq0+XfAF8XbGY9iO2MwFPn1c5deoKahqo7D13\/ABwmvaMplnhjjXqOR00NgrbWe67g7qwHcgWLGGn7W+ImDhsrL8TlY13II1MASCNwQt74+e81xqVjr6koew2sSMDYQIDtVEKKvua33wB5xY5XL5Z44MwrTwyQMVMlDMBVBcKtkMH1WdiGpe9YqfalxyHNrlJYLC6JAUIpk8SAWBsAdJretsBUU2kUARsRsxGx8tvXHsubLfEWPb4nJ7dtz6ftwBjwfPJBw+KIEdTMyzGVTe6dJ4kNV4tyaA2LUPXDBj4xHBmVyarpTLxpqksnYKKC15FwdTH07ULwhhN9du2\/a99vxxu+bJOoly23iLEttVbnfahW+1D0wH0XkTlhl0UaWVVVbdRqN0NRLDfcmz63gU5g5vePVHlWeGJGKh\/6cjAnUfFfgBoD79qAwoEzbBdKlgK9a81O2224HbEj+GJNIFkhe1m6\/FdhgGTwznx3cLmBA6nbU8S6vvoi++DKDjkWkdN4AWIVBoNaiQFsdSgLPywg04o36I\/+P+nHXLcwSxsjpQZDqHhQi\/mNG\/44B7ycWQRyyTpDL0LEjxRkUVu1S5CzG\/mP2YiycQyckXWkQZZJFBWVxCGa603rWUenxbjbbCMTi8ix9IO\/T\/RsEHcGyK72Bv379rxtmONyuwZ3ZiCpBpe69uy193bYemAdfFunCYlGazUTPGABFLlkDBdizNNRJG1kGu1C9scMtBl5WZIM5m85JsWD5thFGt1bPCqjftpVixr0BIS2Z4i0rapXkc2T4jZFksdO+1kk7DE3IcwPDq6buuoqxACFTpNrsR2u9vPe++AdGa5FykpVpl1aT8KnShI9e8jf4nPbFhBy5k4\/gy2XX\/8AGL\/Egk4Si84TaUTqzaVXQuyEgHTe9WT4V3O\/f1OOp55n1B+tLYN\/BHXZ17duznbtdHyGAcHGYViy8rxRR6ljdhGEGlyqllDINm8Sr8+4Hc4peSOEMkLPOGR76cYICMqKLJK1XjdnJ1A2AoNgAYW2e51nlXSZpRuDYVAbBsUVII3+eOX\/AGsk0qvWlCqukeFbrw+d3fhG53+L1OAbPE+BZOUaJIY3\/QHWkjVT5lUUEJZO4XY+m+B85zh8eXykZEsMboZoQJpVpizXqaKNi77KBttYrAI\/MhJsvIaN\/wA3GPKh5\/O69QD5YrS8FAB59hS+EbD\/ADNj9BWAc3GspBK8WWaR2I0dJA85LWFDO5UBGPxWzOdh5dsRcr0588jDMHo5XW3u4ilVVWNb8cjBUZtSA3vfYbC8LOLi6AD7afWGDB9KncVQOpySo9DfbGy8aQUUlzCnRpcgKuoWO5Enive7\/bgDvK5LL5jLTZsosTxy3M7wiZWBpg2ggnVqevDfY3tRxSZfhuVZWjfNydOzWmCiSSSSF1AILN0PXsMUeW5jKqw6k+hjuB5jSy6NJk0aKa6o1QrGSccgIP2cgG1UE\/PfzwBLks5FAwSHMS6DQkeXLKysFGlVMYlBOkAUwAYaRRPbBrNHlZoUPVimUMQv2zLIjG9o5mqSFu9JISp+HUPNQ\/wzFQ0pJt6qv7GxGHFAHdwWHUjMbgoGGkhRQttj4RuD+7AO8ZFtel80I59NRzMqxzOv6E0bfZZhR+khsb1W5MTiOez0QcS5Z5dAH2mUkVgw9Rl5VfSaP6NHyvCh\/h5+gIGd2jV1dAdylAigdVaTe61Ww7Y1m40zCOpJFeMECRbVjbs\/iIcGwG0j0AHpgDTOcbnzcbnI5\/NLLGpL5WURxuwHfptCqqxG\/hoNiNwuUT5XOCR2knijWaIsSzA7Ky73sbHhvucCeS4sY8xHmA1yxsGsoArHzsKwBB3vtdn1OO2U5glieR45XVpUCSHQPENvVvl3798BJ4DCIJYZTuUzEVHy2JJ2+4D5AeXm38pzuCaKkYTMPH3V1fVqCvrEbpceoKFDFNQBNAWe5PfcA4uuWeLGSZY9ySp0gJVkWx31Ek1e3alGw7kHKnMyMAd8ZgUgjci9DfgcZgCH2w8NmzGQEcMTSv1VOlRZoBt\/zwjH5M4gP\/BZn\/KY\/qGPqxlxzZMB8nPyrnv6lm\/uy8v+jGh5Vz39Szf\/ALeX\/Rj6wMWMMOA+TTyxnf6nmv8A28v+nGh5bzf9UzP+RJ\/px9ZiDHpgwHy\/y\/ynLJIVzGXzqJpNGPLuTdGrtKAusMfh3IfDxFEJcnmGlCKJWBmAL0NRA1Chd7VhsmHHMwYBZryLwv8AqWav+9L\/AK8KjmLhLrmJkhysyRrIwQaJSdIJC2STdgXt64+ohBj0R\/P9eA+R24ZmPOCf\/Lf92NRw+fzhl\/y2\/dj646R9Tjb3Y+uA+QzlJb\/m5B\/gb92NGicd1cfUHH197ufXHMw4D5BJI739+NOr\/a\/PH170jjbonAfIQm\/tfnjZswarX+ePrroY0bL\/ACGA+R+v\/a3+uN1zR\/SH44+tY8t8l\/DHVcmvmq\/gMB8hNMD3YY3WYeq\/\/HH1+Mmv6K\/gManIr+gn\/pGA+dOQuXcvnTIMxN0UjVdJjC2zEnvYI2A9L3GDNPZfwwChnMzR\/ufr6WGx7oB8KgA+gA\/Vjw5f64BCc88nZPKZfq5fNSyOJFBVytAGwWoICa2\/HAK7Ifg71Rsg333G23ltj6z6PkRf3Y8HCYDv0Yj\/AIF\/dgPkcn6fljzWP7P5Y+vDweD\/AMiH\/LT92PBwWD+rw\/5a\/uwHySrj+z+WNlcX5flj6zbgmX\/q8H+Un7sa\/wABZb+rwf5SfuwHydq9APwGCz2YtXFMr2BMhH3FHBH4Xj6GHAst\/VoP8pP3Y6wcIy6MGSCFWHYrGoP4gXgJwGPMbgYzAbY1OMxmA0xvjMZgNcYcZjMB4cYcZjMB4uN1xmMwGpx5jMZgPDjQ4zGYDmcbYzGYDDjQ4zGYD2LHbGYzAdRjVsZjMB4Ma4zGYDw42jxmMwHXG2MxmA1bGuMxmAzGwxmMwG2MxmMwH\/\/Z\" alt=\"Primera generacion (1945-1956) - Historia de la informatica\" \/><img decoding=\"async\" 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\" alt=\"Las mejores computadoras de escritorio de 2022 | Digital Trends Espa\u00f1ol\" \/><\/p>\n<p style=\"text-align: justify;\"><a title=\"Primera generacion (1945-1956) - Historia de la informatica\" href=\"https:\/\/sites.google.com\/site\/historiadelainformaticagarcia\/primera-generacion\" rel=\"noopener\" target=\"_blank\" data-ved=\"2ahUKEwiF4bbNtpL2AhUjAncKHbtUD8wQr4kDegUIARC5AQ\">Primera generacion (1945-1956)\u00a0<\/a>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Las computadores del Presente<\/p>\n<p style=\"text-align: justify;\">De esta manera, por ejemplo, una computadora construida con bulbos, otra con transistores y una m\u00e1s con relevadores electromagn\u00e9ticos; ser\u00edan capaces de realizar, en principio, las mismas tareas de procesamiento de datos. Podr\u00edamos incluso ir mas lejos con este ejemplo y agregar que el sistema nervioso humano posee propiedades tales como memoria difusa y reconocimiento de patrones que funcionan de la misma manera en como funciona una computadora de bulbos o de transistores. Lo que comparten, son una estructura interconectada y formada por elementos individuales (neuronas o circuitos electr\u00f3nicos) que interact\u00faan para intercambiar informaci\u00f3n y modificar sus estados internos. Ello hace posible la emergencia de fen\u00f3menos globales y colectivos semejantes, sin que los detalles materiales del sistema sean del todo relevantes.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 es y c\u00f3mo se estructura el sistema nervioso - Neurocirug\u00eda de la Torre\" \/><img decoding=\"async\" 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\" alt=\"Sistema inmunitario, su importancia en la salud - Fundaci\u00f3n Vivosano\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">De esta manera, es posible identificar propiedades din\u00e1micas similares entre una computadora, el sistema nervioso, el sistema inmunol\u00f3gico, la tect\u00f3nica de placas, una sociedad de insectos, el crecimiento urbano, las econom\u00edas de mercado, el tr\u00e1fico vehicular, etc. a pesar de la aparente disparidad entre estos sistemas.<\/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<img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/fc04.deviantart.com\/fs10\/i\/2006\/138\/f\/a\/Tamino_by_19_10.jpg\" alt=\"\" width=\"339\" height=\"509\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La aportaci\u00f3n fundamental de la ciencia de los sistemas complejos en la tarea de conocer y transformar nuestra realidad, es identificar los principios y fundamentos generales de la operaci\u00f3n de dichos sistemas sin importar los detalles particulares de su realizaci\u00f3n material. As\u00ed por ejemplo, podemos imaginar un bi\u00f3logo del futuro que estudiar\u00eda el fen\u00f3menos llamado &#8220;vida&#8221; desde una perspectiva de principios (tal vez leyes?) generales.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"La vida pudo surgir en la Tierra en antiguas islas, salpicadas en un enorme  oc\u00e9ano global\" \/><img decoding=\"async\" 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\" alt=\"D\u00eda del bi\u00f3logo en M\u00e9xico: los profesionales que preservan la vida en la  Tierra - AS M\u00e9xico\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tal bi\u00f3logo tendr\u00eda conciencia de que el fen\u00f3meno &#8220;vida&#8221; tal y como existe en la Tierra es tan s\u00f3lo un caso particular de como &#8220;la vida&#8221; se ha manifestado bajo las condiciones particulares de la Tierra, expres\u00e1ndose bajo la forma de una realizaci\u00f3n material muy espec\u00edfica (una bioqu\u00edmica de carbono dominantemente lev\u00f3gira). Sin embargo, este bi\u00f3logo estar\u00eda preparado para identificar el fen\u00f3meno &#8220;vida&#8221; si acaso fuera detectado en otro planeta o parte del universo bajo otras realizaciones materiales especificas, de la misma manera que un f\u00edsico hoy en d\u00eda sabe que la ley de gravitaci\u00f3n lo mismo es valida para la superficie de la Tierra que para la superficie de Marte o cualquier otra parte del universo.<\/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<img decoding=\"async\" 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alt=\"Los motivos por los que todav\u00eda no hemos contactado con extraterrestres\" \/><\/p>\n<p style=\"text-align: justify;\">No sabemos lo que ah\u00ed fuera nos podremos encontrar en un futuro lejano<\/p>\n<p style=\"text-align: justify;\">El ejemplo puede ir a\u00fan m\u00e1s lejos. Podemos imaginar un soci\u00f3logo del futuro que ser\u00e1 capaz de identificar los principios generales del fen\u00f3meno &#8220;social&#8221; independientemente de que este ocurra en grupos humanos, animales, microbios, plantas, robots o incluso, si su colega bi\u00f3logo tiene suerte, en grupos sociales fuera de nuestro planeta.<\/p>\n<p style=\"text-align: justify;\">\u00bfEstaremos capacitados alguna vez para determinar las partes &#8220;sencillas&#8221; de los Sistemas Complejos para llegar a saber?<\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F02%2F22%2F%25c2%25a1la-complejidad%2F&amp;title=%C2%A1La+Complejidad%21' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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