{"id":17534,"date":"2020-08-22T13:05:25","date_gmt":"2020-08-22T12:05:25","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=17534"},"modified":"2020-08-22T12:08:33","modified_gmt":"2020-08-22T11:08:33","slug":"caos-y-complejidad-normalidad-y-sencillez-las-partes-de-un-todo-4","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/08\/22\/caos-y-complejidad-normalidad-y-sencillez-las-partes-de-un-todo-4\/","title":{"rendered":"Caos y complejidad, normalidad y sencillez: Las partes de un todo"},"content":{"rendered":"<p style=\"text-align: justify;\">Todos hemos o\u00eddo hablar, con m\u00e1s o menos frecuencia, de \u201cSistemas Complejos\u201d, aqu\u00ed mismo en estas p\u00e1ginas, la palabra sale a relucir con cierta frecuencia y, no me extra\u00f1a que \u201cla palabreja\u201d cree una barrera, dado que, que para muchas personas, \u201ccomplejo\u201d significa \u201ccomplicado\u201d 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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/elproyectomatriz.files.wordpress.com\/2009\/12\/1.png?w=303&amp;h=303\" alt=\"\" width=\"303\" height=\"303\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.sepi.esimez.ipn.mx\/msistemas\/images\/scomplejos.jpg\" alt=\"\" width=\"304\" height=\"117\" \/><\/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 ejercem 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 \u201ccosas\u201d 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\u2026entre otras.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Demuestran que el cerebro humano genera nuevas neuronas hasta los ...\" \/><img decoding=\"async\" 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\" alt=\"Los pulmones: MedlinePlus enciclopedia m\u00e9dica illustraci\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Funcionamiento De Los Pulmones (Aftercare Instructions) Care Guide ...\" \/><img decoding=\"async\" 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\" alt=\"Peque\u00f1o C\u00e1ncer de Pulm\u00f3n de C\u00e9lula | The Oncology Institute of ...\" \/><\/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 \u00a0Estudiamos las partes para conocer el todo<\/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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"C\u00f3mo est\u00e1 constituido el n\u00facleo de los \u00e1tomos? - Foro Nuclear\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 son las mol\u00e9culas? Icarito\" \/><img decoding=\"async\" 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\" alt=\"Cuerpos, deseo y estereotipos >> Auto<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>a >> Blogs EL PA\u00cdS&#8221; \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00c1TOMOS, MOL\u00c9CULAS, C\u00c9LULAS, CUERPOS&#8230;.<\/p>\n<p style=\"text-align: justify;\">\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 contenerdor, 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;\"><img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcR2CZvUDpT8wukNczyUOc-aaamczlx9xNtS-2kiKWjtU1nftbcUhg\" alt=\"\" width=\"225\" height=\"225\" data-height=\"225\" data-width=\"225\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Pasos en la oscuridad imagen de archivo. Imagen de movimiento ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">A veces en la vida nuestro mundo se oscurece, todo lo que nos rodea es dudoso y retorcido, o\u00edmos pasos que nos siguen, siempre han estado ah\u00ed, &#8230; No sabemos a qui\u00e9n pueden pertenecer y, a nuestro alrededor hay cosas que no podemos ver.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/2.bp.blogspot.com\/-D6ARwVl40Xg\/WBiBEG469AI\/AAAAAAAAIwU\/Mh6PbENNbnQTLGeluYYSaRfx35QFwiL5gCLcB\/w1200-h630-p-k-no-nu\/Percibimos%2Bel%2Bmundo%2Bcomo%2Bes.jpg\" alt=\"Percibimos el mundo tal y como es? \u00bfC\u00f3mo construye la realidad ...\" \/><\/p>\n<div>\n<div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\"><\/div>\n<\/div>\n<\/div>\n<div>\n<div>\n<div>\n<div data-sms=\"\" data-fbm=\"\" data-show-cr=\"1\" data-ct=\"1\"><\/div>\n<\/div>\n<\/div>\n<div><a href=\"http:\/\/queduquequeducuando.blogspot.com\/2016\/11\/percibimos-el-mundo-tal-y-como-es-como.html\" rel=\"noopener\" target=\"_blank\" data-ved=\"0CAkQjhxqFwoTCODdstLMrusCFQAAAAAdAAAAABAD\">Percibimos el mundo tal y como es? \u00bfC\u00f3mo construye la realidad\u00a0<\/a><\/div>\n<\/div>\n<p style=\"text-align: justify;\">No siempre sabemos ver el mundo que nos rodea. El que miremos no significa que estemos viendo lo que realmente hay delante de nuestros ojos y, muchas veces, no son los ojos los \u00fanicos que pueden &#8220;ver&#8221; lo que hay m\u00e1s all\u00e1 de lo que la vista puede alcanzar. Anoche, hasta una hora avanzada, estuve releyendo el Libro \u201cAs\u00ed de Simple\u201d de John Gribbin, y, pareci\u00e9ndome interesante os saqu\u00e9 un peque\u00f1o resumen del comienzo. Aqu\u00ed os lo dejo.<\/p>\n<p style=\"text-align: justify;\">El mundo que nos rodea parece ser un lugar complicado. Aunque hay algunas verdades sencillas que parecen eternas (las manzanas caen siempre hacia el suelo y no hacia el cielo; el Sol se levanta por el este, nunca por el oeste), nuestras vidas, a pesar de las modernas tecnolog\u00edas, est\u00e1n todav\u00eda, con demasiada frecuencia, a merced de los complicados procesos que producen cambios dr\u00e1sticos y repentinos. La predicci\u00f3n del tiempo atmosf\u00e9rico tiene todav\u00eda m\u00e1s de arte adivinatorio que de ciencia; los terremotos y las erupciones volc\u00e1nicas se producen de manera impredecible y aparentemente aleatorias; las fluctuaciones de la econom\u00eda siguen ocasionando la bancarrota de muchos y la fortuna de unos pocos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"Sobre la posici\u00f3n de la salida del sol\" src=\"http:\/\/m1.paperblog.com\/i\/27\/272595\/sobre-posicion-salida-del-sol-L-3Tatft.jpeg\" alt=\"Sobre la posici\u00f3n de la salida del sol\" width=\"380\" height=\"285\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<h3 style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0Sobre la posici\u00f3n de la salida del Sol<\/h3>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Desde la \u00e9poca de Galileo (m\u00e1s o menos, a comienzos del siglo XVII) la ciencia ha hecho progresos \u2013enormes-, ignorando en gran medida estas complejidades y centr\u00e1ndose en cuestiones sencillas, intentando explicar por qu\u00e9 las manzanas caen al suelo y por qu\u00e9 el Sol se levanta por el este. Los avances fueron de hecho tan espectaculares que hacia mediados del siglo XX ya se hab\u00eda dado respuesta a todas las cuestiones sencillas.<\/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%3AANd9GcRf6551al6t0ZvrNcZ48Ed22BJnBm9TgVgBUzFB63mjNq6krxV0MmDJcEoK8NEsEmNfKVhMeuU6XPF-ZRiWvnke5U0O_8ABTUc1LQ&amp;usqp=CAU&amp;ec=45690275\" alt=\"La mec\u00e1nica cu\u00e1ntica\" \/><img decoding=\"async\" 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f8AU6SvfdCJvED+VQ89e0wIJVhh0k9FI9NsOVgBk1HSfnK+3swIEtYw\/wC51vUQRzaHE9LqjV7wgBmh8Tzrp6O07dUOgUKsU9JPWPvTABg3Q5r\/ANP6dv2h0UF7EdHf5f2gU5xJGHST1R5iCBvEXadFKdnnAgcoYqFfpPSO3Xrh5fWwI19I7++AJCiAmjZqfq27DBqLkJ1ZqVdYnT2+kUBJOJUKjpbTrHfBodIfEc1O89\/sQBJonnJGan6icWPvRBAOQEHDNT1tpgQJADOCxOal+9j3cYMlgyhU9imHjXwiO8FFsGzbw1DEkcTEgd3xTztaWHgdDxSBMwASa86tFbNmHjBqdwkj6b2FdJfTv2RGhQJKjRs7Wl9HvZEksKAJBfo0rji43bNMUBi6pT1AGuqWHvviWWVVIU+46Ts4xp5AsapkqepCUrnJRKMmWQLzXi6gC4JDUcY7WiWWpU6VPE9zcQFImrSBNlTCoMhxWr1Bwxo0Zy5NKPFmTUCqRXY1BubT4QZagY9ah0ns1NEtmsM2Yfy0rWlOapSATd3trrE6cnWhyTJm9b\/CUa6NEatGMX0VgElWlhuwGMSyJRWTdClK6qUuquwdsXsi5LM6YoLFxCEvPWQykJ0jYSR3HVD2zKxOZJHJyh\/hoQSlSxgCoggl8awy5pFx4yZSNnKcwhYUVf4ZQQvga1PhCuCgc8NJ7dTRtZLyiQmaFsq5IPIKU5mS1FkliS7G87CMlDuVXe44mnvdCLduzMkkk19ELt7Sw3YD184dDVLF+bjr7NTw4CgNAfN0DCp8oIuwBV9WJ07tnjGzmIIITzQH17N59tBFJoHA3azu7IVxN5nNM3hj5waKkqCfq9IAYgFVSSB4D+0OhOKrv1V1nhrh0ggGoHRpxOHusIgNpJKr3D2YpLGSCAS4HRS3O1+98SCc6WU63\/mpqOP9oSkkMGA386vsQlJc3XJ6N0e9cBYlWYEC63WuqOdWIJiWYaRm0GnGJwnOwAG3nMPsIkTMvHOJJ514D28BZRmyyS1erUtEEyWHLgahWLypF0u1Am9eJ4d8Vm2j+WAs4kLAGaOPOTu0Q10mpw6x5yYa+zU\/TMxVCKVEuSx6x5qo4HrHKwMP\/c6SYQTpUWHRmdb3rhgoDAV283sHrDB1OdHSfo++MAEpb0w6v1bT6wXNNaL\/AKU79vdAiYAM2o63STu1b4QRR1c3oq6W4e2gAkhy5oRzldY+sO5UWAY81KcPZgaqISz9GWlNVV0Aa9kdFOyTJsUtP8ZemTlpvJsMtV3kk6L68a6gH7HiN0FGzBUoYChHOV1j5QZoGNFHnK2ajG7kqy2a2TUSeTNnWo\/kTUzFTUTAKkEK0sCxBxFRGRb0IE+YEA8kmetMqrqYEgBzpLPBPmg40rInYZ2J5qtmva+EEk3Uuag5svzI1RGlya1T0vpHrBByc3Dqnoga9m2KZJJdAVJOObd6W0kafvDpZicCc1PV2+nbAUURdp0UpPi\/fBFV5TEN0Uq2ayO+KCQKIGcHfNT1m2H3pggGGaanO1KYffwgA70qnilIGkjvghdUrUP6WGjWNWmBCRS2AChXnK0K2d3jBqlgkJBqM26aVONcNnZBWWRMWXSgrAztaH1PgKtpiyMmLDlTJN3rPU7u3TGjLaNPI8xUhC7UVKJRMFmkSwc2YbpJKiK3QASwxMaqMqIyjKUmYi5Plylz5UxJPJLITVx2aX2HRHO2K1qkoXLUlMyWtQVMlBRSpJDsoEVB7C4xETnKKJaCmVLKTMlqTMmrVeXdNCAwArpNSxjm42\/06qaSr59RoZIt62KkqUiXIsxXyKXEtSgKEsakqIx0OBhCtVrnpkWf89brTOmqVfVeVngCuwDvihKt92SuzhAF+YhU2YDnKAwFXwNYmnZQE2VKllLCVfurxUpL4HDUIuPN0Zy4q\/hsZMJFhtISXXyiUrU+ddN1yT2qjFknPdSjdGcplC82hnLaoPJ1uMkqUM5Kk8nNlKS6JoOg11Pxifl7OM5Mldf8tS3lJbcxIfQ+iKk03+kbUkufRatmTpcqSmZyky9MllUlCmzcC5Y4VGGuMu6GDqxztO4aN8WrfblTii\/ihAQlKQAmp1aKMOyCsMlC5hvOEIlmZMUDnMKADaSwjUbSuRiVN1Er3A4S56uHH3sg0EFThOGdwww7I18l2OTOmKARMQAgrK1KSe675xHZZciYoJPKJClKSlV9JwD4BLN2wzXI1vh2uTOSCATQdHj3\/wB4cs1S7+W\/thMGAYnpasfs0S3DeagAzeGJ1646HMEpoAE8dZ7sGgiHU16nNpsx9YdJdRVUnnene0OkMCaDo\/VX7PFIMgOXb6q90OnSX6OjWae90OE0JqXza7K+kI0AD4510cPWBLBCGBLAdGu37DVpgWocS+bTZX0iRSWAFB0q7fs0NMGAqWTuTWvpADJWAlizFW\/D+\/dA\/wAITVzshTNA1J0cYIzGpq2iJXQtfTzcLOgAHdzu2EUHT+5KjnesEy2ao+nDhAFGsj9QqpPCOB7BOkfV9WF3s0wiVKO3oqHN+0JwNp6xolXYIV4mgH+2IEHDDar+j7+EOHUaY9JPRb02QNwDEuOqOcntwhKW9NHRbz1wB1v\/APPbIiZbCo1TKkLtJfrOAG2BydbgRg5QtyrROmT115SYqZyZ1YAbgGD7IufC+Wk2K0BcwEpXLVInpTU3CQX7CkbcYK1\/DhKyqTaJEyXevInmchCkp0BQJBSQGFA0Y9StnT3FJE9gyHb5UxM6XJLpvXZhKCiW4IqxagMYaqUTgM26ec+Dn1jorXbpEnJpskmalcxduC7WUgiWrNBdLjB0pD0cjURFTJmT0Is0y1zk3rs1Nks1mCilMyYUguoioABdgQ+sRU\/rI0vSMo0on\/cT5bhE1lsypigiWPzFZ112SlIDkkmgDByTgBjGzIyXInWQWtSRK5KfMkWuUgm5OIQFIu3iogkqAIcjEsIpWI3LNNmLFZk+VZFKwVMQM9Yca2SHGuGRnGvYSsk\/kzZiJiJhlXEz7gWOTClEAhwLwJDOOBBeKAJSmtXzU7tLHu4x0c+aiZk2YuXKFnQq3SpU5ImKm\/xKQhwxNQAathHNhyaGn\/EDWN0WLsSVVRpWOz2a4CufNQtSc6WmUFXQ+g3g7tq10josl\/DEhSQtS5igrOTLMoIUoaHAUaaWpFD4cnpmqCFWazFEtOdMVJvTVOSwcnywEegS56Qi8UpfYmHK5JafHBg22zolpASTTNCLoSEjsfwjCnrjayxlALzbqRnc5IZW3sjnZ83T+pXGkbTdcmGlfAPyqfNTflylrSeaoDNVj5hogGR7cgumzzSOrdzfGKlombeknwjJtE06zx7Iw7NpI7Gz5KtRBJs6weqUZzn7PE6cjzwP\/Lqc\/ScOMcDZLcqWsKCj9SX0ao7OWtSrpCzdupuqvaGd8Y2smYkoovHJE9gOQV1sDjx1NEnyie4HIKYZuB0dsNKscwylzytkpUEpTe\/xC5DitAD4HVFdN5i6sc3ndp8uMVW\/pGor2i2nJk9yeRIP6NMRArSlSSbrqSlSX1F6ttaI2YDOxzqP2efGLEqQFKCbwDJ5yiydug1r3Rrn6YdfDTyaOTsk+Y9VNJSr3sLxmyyQoXAxH5d7eCD4mNmcE\/w6JaZkt0zDNmuSEnFgOIEZ9gsnKLulTDOvKxYMX8O+MQaqUmbndxiiuklyXAbOujuw7IeWmhIBPRrt+0aFkkImFSUouvLWqUtyVuMHctWuAEAiSnlUpcqSn8xfVUyXLbCzDfG81yYwfD7Bl2Mm6krSlalC7Lre2AsKO4xiBaLtCGa9efhGpk5aVTGuALuzD\/E3iSksakYaYzRVV4j6rxhFu2mJRSSaGUl2FS38rwiHLA\/TThDp1mrZ1aJf+8JOBP7aUTX7PGzkCQ6tA71N\/aBIdTn9VdWOESDAn9tNu3c\/GAAoT+2lVe28YAAVNXbpaE6zEKi5ekTazp5utVe7AGIn390Aee3Br\/a3hAltZ\/U3jE12nNHH70gSk9UcPGPOe0ivDQkfpJfhCdRGltlLvCkSEK2DgOB0QCkk4nDpEupO+BBrrYqHZXjoh77c0N1vq7fSBCRr\/aBmq4s0PfAwHGqk7oAcIo5oOr0uz1hyujAZv9Xb7aBCSakt\/qH28EFthQ9brbtXvCAD5uNT0fp3+kXrHlJSJSpUxCJslU0T7qyocnMZnBSQXIoQ9RGelOk0+nrbocKcskf7fvT3wqxdGwn4gWZZkcjJMorvyJVw3ZCrpDgu6ixrfJ7oOZlBEqRJkBCJ0u6u0z0kqF2aVqZikgpISkBnapcRjgs4TiecnyGuHl0zhQ9FPn9jExRcmaFtymuYhEsBKZcv\/DsyAQiW9S7klROJJJL6oqBgKUJzuzEV7+EAgDE0b+o6oMVJK\/1KUOl5F4qRluzqMgHk5F4iqpilfqAoN+njGtMypRifYDxztitH5ArgpeG8nziKfayH\/d4x0+HNey7a7XjXo+P2jNn2nH9qffCK0604\/qSmKUy0P\/NGWbRLPnV\/3IzZq3\/l84JU3D9yorlX\/HziGi5k7Jk20LUJaaISZk2ao3ZUhOtRNAMfKO1yJksCShS5qDLMxcrl0E3KOSASE1IDAs1YzMqqTIyNY5aKfxM+babWof5hSaA7ASmn0xPkCbOXZEJLqlInr5KmZLJcnDHSdj7YzFt+jU0o+1bOt5G9ZpzrQxXZ+TSFjk5SRgAX\/vGKwcJY026dOj20WJGUJoSUi6JfOUgy0ZzYO4qcKmsRy3qXA6NGxO7ZHSEWrs4f0knVDoDlwmg36MNmqJEOxJIHRprO7Y8AAGqSX8Bv2+ETBGACeOs+xHU5AhIbSSfAffwixImqlqSUsCOia3nxB04QGlnoNWoe++CSMVM2\/WYVZE6dosybZcW6EpDZqlVN4NUOSaY4EQ9mtDGYoXQbqUy5aRm1IfHYGMVkij1PRrRO2HajfuU1E7HjOCNZsnTaLqVBCUovZqrrlan0OSabBEADDaddVU9iCIwA7tZ2w5FWGHN9a8Y0kkZbbBOG051edqFOMMsUA\/dXbs94wWJ2eQ74bE\/1dnjFICvQP3cdg7ICZoH7uOwdkOuYBVRAHOU9IEKvHFwc6nNbsiFBmFgB+7VjsGxuMOiTTDuh7rlz+1P9oinTVFWbgM0Uiey+jhLmzvERmX9J4\/aNcykLAoZarvOukyldmI7xEE7Jykh2BT\/1EuU8Rh2tHA9RmFGw+\/eMAQNvHwi2ZeruMAUH6oCytTVxOb9oQJ0DgM5PbEpB6x9+9MARrV4wKAUHEkD6iedvGMOCBgHPVPN7BCujWeHjCcaBxrwgQcAqqajrHo+9UEVgClf9Tpbtghikmp\/mNLvZ6Q4UBUY9bo8PXhADhIAdX7fq37O+DDqqrD\/qe\/CI0pOJLPr5qt2vwgwXoA309aKQIl2ADjmp6yd\/3g36Kajq9Y629IFwmgoekro7hsgxm1IZR5rdHbv96oAs2ecEgo085W\/SB70GILRPx\/d6wyaC8c7q9bfraKdqURXQffnFTM0PMnV\/dFYzMP0qiJUyIiuJZtIlUv8A4wBV73REVwBXEbNqJr2LLc2XLElpc1F\/lESJksLQhekpeoJ0sWMdjLtCjLSFqGank0y0oCZUt6lgGHdWOFycQhQWpnH+GktjrMa5yw5AdLDd2mEaXJn+lvg6cTUAYmudoG7z7onE0USE8ea5990conLNb17DojuGj2Ikl5TBBLkk5te86fZjpkccDqk2kPiABq1Dd7rBonu6qk9Y6zHOS7fQBwCc7WptHrwi\/LnOQnV0ieNPeEVMy4mwibTfq1f38ImBwGnipzFCUty\/RHYnYNsXZIOOvs7dcaRhonZy2rXXeWghUvq7dwaBAYNr8PeuHOr37EaMjg6fb+EMKB9J5vWaGJfcOlAlb10e6RAESw3+HvbogSsJGdhzlbho97IEuat5dkUbQlZel7N1hKPF+6I2aSIcuZalkMkAZsY\/wvlAmeuW+YqWqYl\/8sgio3gtENr+HZ0xdJiQnmpob25qDvizYMhIkXvzFLUrNUsZt4agznGuOqMU7O3\/AJxOmUtJJYvdTex04CgjPWoP9hEWahASmj52k7Bjjp4xDf8Ad2N2caM9KGAo2bpLfaCSopLpN09YE+TiCSkABkq5v7eH3gru1I7GV3eccztYxmBXPQlX+ol0r7gx4RCqxIPNXdPVWlu8U8Inuv1j72Q13dxPhjEotlOZk1YD3SR1km8nueKapJ9gRsAMXBIPWDxKZqzzmX+tIPfj3xKLZzqkEauH2gCD1uH2EdAqSg4y2\/QvyLxAuwSzgtSf1IfvDwotmJdGk+95aHB1CvHiI1FZMPRWhXaArvaI1ZMmjoqI+mvgYhSjcOKi2+vAYwQOhIZ+ieluPvtiU2VScUL7Q394SUHBro9668IpBgm7v6p5qe2HSnSXH0n\/ADPeuCSkDb\/w9YkCNJp392iBCO69TQDpDmp2CGUm\/ixG3ojxJ84sBBOFANRzU+ZMIy3oGbbRW86IosyZ+TwSbrp6V01TxxijMsig+HGOjMo4JvN\/y27oyrcg4Dwa9tjLRuMmYkwkYtxiETtLRJPlEmmHusRiSTujzybbPbFRodMxWPnE0t23wpdn0sO+LcuU1dPRp3xqKf05zml6FLSaAH9TCLCRXYNZ94xNIsS1UCS519GNuw\/DylM4LdJhzve+OqR5pSRTsKFHOr9Oj23pHQ2KyEDCp8O2tYvWXIt1iUt1UmnGL6ZSUYqSD0lP6R1So4ydkUmzaP5lbYspYbuimAVNSNJ\/SB6wJtCRUjic7gMI3ZzpkpXx\/wCMJj2dJRomKxtWnAbGF7ZXGITaSo6O083bjEsUi8WOmg5zesRmeMA3j2nRFGZaQaPTfztuEAqewZ6nnVOaNA8+EAW5tqfDAdLzwpEU2awar85VOAqYqiYMSQwztOcdA96AYgXMerjvgKLYmsCr9qcMT6DxEQ3ySBWubiIhnLZk5tOdXScfTsiFMxgosKJuprpNNep+ESy0ST5pJJDt0a6BQd0FKSgh1hTubtdHDW8Z65n0mI7RMDtXNSE49p0ayYM0kW5a8Aktm83rbyIO62pZ6obxFYrpnpZgGHSY87e78IkASMTXqkeLYRCklToujgn7wrydb\/qGb5wyStRoX+kEXUjdqhzMu9EP1iG4M3GACunTQfSWVw+0DTBi\/wBQfwhgEmpcDe97cIcTNCVMOrW8rfrgAm1kD6Rzu+kOkE4BR7092EK42ICj1Q3e1eyBd6EEN2JTxgBFCdN3371wwsqTUA\/qBb1g74GBJ+ojN7B6w7E1UUt\/UrdhAAXFDCYsfuJ8WEOUr6wP6kAwQURzUkbjncfSESBiST1WB4mJSGTACFdWUf8Abzu5oRlDTKQTvI83iQKJwut2hPa0EFNgH+p\/AesKQyZHyaTjKB\/Ssw4lowMth1eUe9xFYkOtTgdFwCpW7ZDCY9EtwzuIi0LYhJRhyZA6xW3gIBVhlqoEFv8A1D6RLfA1E7zd74QJNThvHcIUhbKC8jyiW5P\/ALpvdwgRkGVplJA2zFRoleoEdmdxhFYGLE9VubvbTsiYoucipLyPKx5KW37iniTFuRZZaeaiXe2IHnCSu9pSw5yq5vvVCM3QGbfnK317ouKJcuy4m0hGAA3AeIiQ25WlTDopfyiheIqQSeil3u7T6QN8k1KutePR2xeDPJc\/iCrSG6SifvAKtLYfze8IqrtAwCi20c7aawkzGF5x\/puO\/DR47oWSi0qY36tpGbv2wCVvU4dJTjhhjFW+SeiSd0KYvohLgdIPnHScYWWiwqaSXYt1Qebuh1zCkXc5+l6dnvCKSJgDqINObXTo0dvZERmDWffbFFF5E3Eklhnfq1D3tiJVoet48IhmTSAEhf1KqcTgOHiYjQok1YgZysDQV78O2JZaLM2cwCbw6ynGk4aNXiYjlrq+aQM5WGjAdpYdsU5tockqTU52kQxWkI0i8rYaDhpPdEsUSTJp0p\/dX1iOZNF1IrW9MVXsHgeMQBWhKq9ohWiaoqLMQM1OBoKeULLQUtQKhndK8qmgVOGyIJk5RL3hWuMMlbBRKejd0jEt4PFe+nUeI9IgM1PxTNHQlk6FXTTvgfxNN6qOB9YUKPFsl2fU1Q6C\/FM1muobcrO74dPxZOGhH6WU3jChQ2S7GqHQR+L5xxTLP7SPAiGT8WTg7Jl72VTdWFChsl2NUOgfxVO6qOB9Yk\/GE9gGQB1WU3bWFChsl2NUOhD4vm6USj+1XkRAq+LpxLlKOCvWFChsl2NUOh0\/F04YJlh+ldL+ML8YT9SO1JPiYUKGyXY1Q6DV8YzjS5K7EqHbRUAn4unAvclnek+sKFE2S7GqHQvxhPd2Q+5XrB\/jKezXZe0lJJ3VMKFF2S7GqHQ34wndSVwV6wyvi+cejL2Julk7qwoUNkuxqh0JHxjPTgmW+hTKp3wvxjP1I7Qo+JhQobJdjVDoL8ZTmAuSm\/SoeBgPxfNd7kv+VX\/yh4UNkuxqh0Cr4unEuUofcr1gk\/GE8AgBAfYr1hQobJdjVDob8XTurL7Uk+cOv4unHoS9VAqn9UKFDZLsaodAJ+LJw6KObdwPrA\/iid1UcD6woUNkuxqh0Gfi2ewDIYbFesD+KZulEs\/tUPAiFChsl2NUOgV\/E00kkpRU3sD6w34lmsRdRXYde+FChsl2NUOhvxJN+ngfWHV8STCzol0TdTmkee2FCibJdjVHoBPxBMBBCU02H1iP53M1J4H1hQouyXY1Q6CGXZoDBmvXtOpte0wPzuZqT\/LChQ2S7GqHR\/\/Z\" alt=\"1 - Curso de Relatividad General - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Principio de Incertidumbre de Heisenberg para la F\u00edsica at\u00f3mica ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTUINHFmoRg33ASkODzp4xLkySb64jy2uijt9Oxj9yfEBNjzSeRo4_b-zThxerx9MrjX02nxzD_rXlK27MxD9MGtbLZxeR4kKTk&amp;usqp=CAU&amp;ec=45690275\" alt=\"Relatividad general I: conceptos \u2013 S\u00f3lo es Ciencia\" \/><\/p>\n<p style=\"text-align: justify;\">Conceptos tales como la teor\u00eda general de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> y la mec\u00e1nica cu\u00e1ntica explicaron el funcionamiento global del universo a escalas muy grandes y muy peque\u00f1as respectivamente, mientras el descubrimiento de la estructura del ADN y el modo en que \u00e9ste se copia de una generaci\u00f3n a otra hizo que la propia vida, as\u00ed como la evoluci\u00f3n, parecieran sencillas a nivel molecular. Sin embargo, persisti\u00f3 la complejidad del mundo a nivel humano \u2013al nivel de la vida-. La cuesti\u00f3n m\u00e1s interesante de todas, la que planteaba c\u00f3mo la vida pudo haber surgido a partir de la materia inerte, sigui\u00f3 sin respuesta.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"BLOGGER_PHOTO_ID_5346394143828392466\" src=\"http:\/\/4.bp.blogspot.com\/_BE3r0Kiaaco\/SjI1JbweuhI\/AAAAAAAABsM\/lcsM0PSkOoE\/s400\/chromosome.jpg\" alt=\"\" width=\"304\" height=\"400\" border=\"0\" \/><img decoding=\"async\" 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\" alt=\"La ingenier\u00eda gen\u00e9tica es la tecnolog\u00eda del control y ...\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La ingenier\u00eda gen\u00e9tica facilita el acceso de la inmunoterapia al ...\" \/><img decoding=\"async\" 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\" alt=\"Nuevo m\u00e9todo de ingenier\u00eda gen\u00e9tica permitir\u00e1 crear \u00f3rganos para ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Un descubrimiento as\u00ed no pod\u00eda dejar al mundo indiferente. En unos a\u00f1os el mundo cient\u00edfico se puso al d\u00eda y la revoluci\u00f3n gen\u00e9tica cambi\u00f3 los paradigmas establecidos. Mucha gente a\u00fan no est\u00e1 preparada para aceptar el comienzo de una era poderosa en la que el ser humano tiene un control de s\u00ed mismo mayor al habitual. Hab\u00eda nacido la<strong> Ingenier\u00eda gen\u00e9tica<\/strong>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El ser humano y la complejidad de sus fen\u00f3menos, qu\u00e9, c\u00f3mo y por ...\" \/><img decoding=\"async\" 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\" alt=\"Identificada una nueva neurona que act\u00faa como un GPS interno ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No debe extra\u00f1arnos que sea precisamente a escala humana donde se den las caracter\u00edsticas m\u00e1s complejas del universo. Las que se resisten m\u00e1s a rendirse ante los m\u00e9todos tradicionales de la investigaci\u00f3n cient\u00edfica. Realmente, es posible que seamos lo m\u00e1s complejo que existe en el universo. La raz\u00f3n es que, a escalas m\u00e1s reducidas, entidades tales como los \u00e1tomos se comportan individualmente de un modo relativamente sencillo en sus interacciones mutuas, y que las cosas complicadas e interesantes surgen, cuando se unen muchos \u00e1tomos de maneras complicadas e interesantes, para formar organismos tales como los seres humanos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Mar\u00eda Silvera, Clavecinista Tras... - Ensamble Zelenka | Facebook\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 son los signos musicales? Y tipos de signos musicales | Signos ...\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00bfQue pensamientos rondaran por su Mente?? Os puedo asegurar que la M\u00fasica est\u00e1 siempre ah\u00ed, un baile de s\u00edmbolos que forman pentagramas y partituras.\u00a0Cada signo tiene una funci\u00f3n distinta, por lo que pueden indicar elementos como altura del sonido, duraci\u00f3n, pulso, ritmo, tonalidad, din\u00e1micas, etc.<\/p>\n<p style=\"text-align: justify;\">Perdonad, este no era el motivo del trabajo&#8230;<\/p>\n<\/blockquote>\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=\"El Camino del agua, movimientos del agua a trav\u00e9s del xilema\" \/><img decoding=\"async\" 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\" alt=\"El cuerpo humano es una estructura tan compleja como fascinante. A ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero este proceso no puede continuar indefinidamente, ya que, si se unen cada vez m\u00e1s \u00e1tomos, su masa total aumenta hasta tal punto que la Gravedad aplasta toda la estructura importante y la aniquila. Un \u00e1tomo, o incluso una mol\u00e9cula tan simple como la del agua, es algo m\u00e1s sencillo que un ser humano, porque tiene poca estructura interna; una estrella, o el interior de un planeta, es tambi\u00e9n algo m\u00e1s sencillo que un ser humano porque la gravedad aplasta cualquier estructura hasta aniquilarla. Esta es la raz\u00f3n por la cual la ciencia puede decirnos m\u00e1s sobre el comportamiento de los \u00e1tomos y el funcionamiento interno de las estrellas o los planetas que sobre el modo en que las personas nos comportamos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/info.babylon.com\/cgi-bin\/bis.fcgi?rt=GetFile&amp;uri=%21%21QH57AB8QMA&amp;type=0&amp;index=25\" alt=\"\" width=\"531\" height=\"419\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">S\u00ed, hemos podido llegar a conocer lo que ocurre en el Sol, y sabemos de sus procesos interiores y exteriores, de las r\u00e1fagas de part\u00edculas que en sus \u00e9pocas activas, nos env\u00eda continuamente hac\u00eda la superficie del planeta y, que no s\u00f3lo provoca esas bonitas Auroras, sino que, su intensa radiaci\u00f3n y magnetismo incide en todos los artilugios que tenemos para leer los datos de&#8230; \u00a1tantas cosas!<\/p>\n<p style=\"text-align: justify;\">Cuando los problemas sencillos se rindieron ante el empuje de la investigaci\u00f3n, fue algo natural que los cient\u00edficos abordaran rompecabezas m\u00e1s complicados que iban asociados con sistemas complejos, para que por fin fuera posible comenzar a comprender el funcionamiento del mundo a una escala m\u00e1s humana compleja y, para ello, hubo que esperar hasta la d\u00e9cada de 1960, que fue cuando aparecieron los poderosos y r\u00e1pidos (para lo que se estilaba en aquella \u00e9poca) ordenadores electr\u00f3nicos. Estos nuevos inventos empezaron a ser conocidos por un p\u00fablico m\u00e1s amplio entre mediados y finales de la d\u00e9cada de 1980, primero con la publicaci\u00f3n del libro, ahora convertido en un cl\u00e1sico, Order out of Chaos, de Ilya Prigogine e Isabelle Stergers, y luego, con Chaos, de James Gleick.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/ciencimat.files.wordpress.com\/2009\/04\/teoria-del-caos.jpg\" alt=\"\" width=\"512\" height=\"384\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las personas sencillas que, aunque tengan una educaci\u00f3n aceptable, no est\u00e1n inmersas en el \u00e1mbito de la ciencia, cuando oyen hablar de Complejidad y Caos en esas \u00e1reas, sienten, de primeras, una especie de rechazo por aquello que (ellos creen) no van a comprender. Sin embargo, la cuesti\u00f3n no es tan dif\u00edcil como a primera vista pudiera parecer, todo consiste en tener la posibilidad de que alguien, de manera \u201csencilla\u201d (dentro de lo posible), nos explique las cosas dejando a un lado las matem\u00e1ticas que, aunque describen de manera m\u00e1s amplia y pura aquellos conceptos que tratamos, tambi\u00e9n es verdad que, no siempre, est\u00e1n al alcance de todos. Un conocimiento b\u00e1sico de las cosas m\u00e1s complicadas, es posible.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Cien a\u00f1os de Relatividad General: Fundamentos y Cosmolog\u00eda ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQHgONvLaSgxV9STGYf1ueYv0nFU16oBmk0S7rythPkfFZ_7hTAvVBLY_DOIrInuv5nqZXFLK_uMFlfqEBbFXGODn--coXM8gOnQA&amp;usqp=CAU&amp;ec=45690275\" alt=\"Explorando la Mec\u00e1nica Cu\u00e1ntica\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tambi\u00e9n la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general y la mec\u00e1nica cu\u00e1ntica, se consideraron, cuando eran nuevas, como unas ideas demasiado dif\u00edciles para que cualquiera las entendiera, salvo los expertos \u2013pero ambas se basan en conceptos sencillos que son inteligibles para cualquier persona lega en la materia, siempre que est\u00e9 dispuesta a aceptar su parte matem\u00e1tica con los ojos cerrados-. E la misma manera, el Caos y la Complejidad, tambi\u00e9n pueden ser entendidos y, si tenemos la suerte de tener un buen interlocutor que nos sepa explicar, aquellos conceptos b\u00e1sicos sobre los que se asientan tanto el Caos como la Complejidad, veremos maravillados como, de manera natural, la luz se hace en nosotros y podemos entender lo que antes nos parec\u00eda inalcanzable.<\/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=\"Andromeda Galaxy (m31) Acrylic Print by Nasa\/swift\/stefan Immler ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Swift M31 Video Tour - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQLH0HGhPXfwkLDddATQIZfQgqbCRkf0MnfVtj6h63T0uaHs-hvf7BfwCqJ0lQuzWKIZ_McD23Wh_U9qKzqsS0bTMvLaHQShL-gtA&amp;usqp=CAU&amp;ec=45690275\" alt=\"La m\u00e1s grande de las galaxias espirales | Muy Interesante\" \/><img decoding=\"async\" src=\"https:\/\/www.portalastronomico.com\/wp-content\/uploads\/2017\/05\/galaxia-espiral.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Se cree que las galaxias se han formado por la acumulaci\u00f3n gravitacional de gas, alg\u00fan tiempo despu\u00e9s de la \u00e9poca de la recombinaci\u00f3n. Las nubes de gas podr\u00edan haber comenzado a formar estrellas, quiz\u00e1s como resultado de las colisiones mutuas. El tipo de galaxia generado podr\u00eda depender del ritmo al que el gas era transformado en estrellas, form\u00e1ndose las el\u00edpticas cuando el gas se convert\u00eda r\u00e1pidamente en estrellas, y las espirales si la transformaci\u00f3n de estrellas era lo suficientemente lenta como para permitir crecer de forma significativa un disco de gas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/apod.nasa.gov\/apod\/image\/1003\/m78_torregrosa.jpg\" alt=\"http:\/\/apod.nasa.gov\/apod\/image\/1003\/m78_torregrosa.jpg\" width=\"625\" height=\"504\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nubes moleculares en Ori\u00f3n que son los materiales primigenios para complejidades futuras<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las galaxias evolucionan al convertir progresivamente su gas remanente en estrellas, si bien no existe probablemente una evoluci\u00f3n entre las diferentes tipos de la clasificaci\u00f3n del conocido sistema de <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a>. No obstante, algunas galaxias el\u00edpticas pudieron haberse creado por la colisi\u00f3n y posterior fusi\u00f3n de dos galaxias espirales.<\/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=\"NGC 5426 y NGC 5427. | Pablo Della Paolera\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTIqQfBdMHtRN06hRPTRil_F7eb-_jUJaoUYaeeFfeDalcNB3I4decRAJgSE51t6U8ZAbio2vhKdqGUvx7jbBWeqyC9voXhRgkDXA&amp;usqp=CAU&amp;ec=45690275\" alt=\"Merging Galaxies, variant | Edited European Southern Observa\u2026 | Flickr\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">NGC 5426 y NGC 5427 son dos galaxias espirales de tama\u00f1os similares involucradas en una danza espectacular. No es seguro que esta interacci\u00f3n culmine en una colisi\u00f3n y a la larga en la fusi\u00f3n de las dos galaxias, aunque \u00e9stas ya han sido ya afectadas. Conocidas ambas con el nombre de Arp 271, su danza perdurar\u00e1 por decenas de millones de a\u00f1os, creando nuevas estrellas como resultado de la mutua atracci\u00f3n gravitacional entre las galaxias, un tir\u00f3n observable en el borde de las estrellas que ya conectan a ambas. Ubicada a 90 millones de a\u00f1os-luz de distancia hacia la constelaci\u00f3n de Virgo (la Virgen), el par Arp 271 tiene unos 130.000 a\u00f1os-luz de extensi\u00f3n. Fue descubierta originalmente en 1785 por William Herschel. Muy posiblemente nuestra V\u00eda L\u00e1ctea sufrir\u00e1 una colisi\u00f3n similar en unos cinco mil millones de a\u00f1os m\u00e1s con la galaxia vecina Andr\u00f3meda, que ahora est\u00e1 ubicada a cerca de 2,6 millones de a\u00f1os-luz de la V\u00eda L\u00e1ctea.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/8\/8b\/NGC_2207_and_IC_2163.jpg\/800px-NGC_2207_and_IC_2163.jpg\" alt=\"\" width=\"369\" height=\"371\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">S\u00ed, mirando las imagenes nos da la sensaci\u00f3n de que est\u00e1 por llegar cierto Caos y Complejidad a la regi\u00f3n del universo en la que se sit\u00faan las dos galaxias.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tenemos que entender que, algunos sistemas (\u201csistema\u201d no es m\u00e1s que una palabra de la jerga cient\u00edfica para asignar cualquier cosa, como un p\u00e9ndulo que oscila, o el sistema solar, o el agua que gotea de un grifo) son muy sensibles a sus condiciones de partida, de tal modo que una diferencia m\u00ednima en el \u201cimpulso\u201d inicial que les damos ocasiona una gran diferencia en c\u00f3mo van a acabar, y existe una retroalimentaci\u00f3n, de manera que lo que un sistema hace afecta a su propio comportamiento. As\u00ed, a primera vista, parece que la gu\u00eda es sencilla y, nos puede parecer mentira que as\u00ed sea. Sin embargo, esa es la premisa que debemos tener en cuenta. Nos podr\u00edamos preguntar: \u00bfEs realmente verdad, que todo este asunto del Caos y de la Complejidad se basaba en dos ideas sencillas \u2013la sensibilidad de un sistema a sus condiciones de partida, y la retroalimentaci\u00f3n-\u00bf La respuesta es que s\u00ed.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/cas.sdss.org\/dr7\/sp\/astro\/stars\/images\/1359-1-54.jpg\" alt=\"\" width=\"200\" height=\"200\" align=\"right\" \/> La mayor parte de los objetos que pueden verse en el cielo nocturno son estrellas, unos pocos centenares son visibles a simple vista. Una estrella es una bola caliente principalmente compuesta por hidr\u00f3geno gaseoso. El Sol es un ejemplo de una estrella t\u00edpica y com\u00fan. La gravedad impide que el gas se evapore en el espacio y la presi\u00f3n, debida a la alta temperatura de la estrella, y la densidad impiden que la bola encoja. En el coraz\u00f3n de la estrella, la temperatura y la densidad son lo suficientemente altas para sustentar a las reacciones de fusi\u00f3n nuclear, y la energ\u00eda, producida por estas reacciones, hace su camino a la superficie y la irradia al espacio en forma de calor y luz. Cuando se agota el combustible de las reacciones de fusi\u00f3n, la estructura de la estrella cambia. El proceso de producir elementos, cada vez m\u00e1s pesados, a partir de los m\u00e1s livianos y de ajustar la estructura interna para balancear gravedad y presi\u00f3n, es llamado evoluci\u00f3n estelar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/valenciaplaza.com\/public\/Image\/2018\/1\/deepinsideth_NoticiaAmpliada.jpg\" alt=\"Las estrellas masivas, m\u00e1s abundantes de lo que se pensaba ...\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Una regi\u00f3n rica en estrellas masivas<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Observar una estrella a trav\u00e9s del telescopio permite conocer muchas de sus importantes propiedades. El color de una estrella es un indicador de su temperatura y \u00e9sta, a su vez, depende de una combinaci\u00f3n entre la masa de la estrella y su fase evolutiva. Usualmente, las observaciones tambi\u00e9n permiten encontrar la luminosidad de la estrella o la tasa con la cual ella irradia energ\u00eda, en forma de calor y luz.<\/p>\n<p style=\"text-align: justify;\">Todas las estrellas visibles a simple vista forman parte de nuestra galaxia, la V\u00eda L\u00e1ctea. La V\u00eda L\u00e1ctea es un sistema compuesto por unos cien mil millones de estrellas, junto con una considerable cantidad de material interestelar. La galaxia tiene forma de un disco chato sumergido en un halo d\u00e9bil y esf\u00e9rico. La gravedad impide que las estrellas se escapen y, sus movimientos, hacen que el sistema no colapse. La V\u00eda L\u00e1ctea no posee un l\u00edmite definido, la distribuci\u00f3n de las estrellas decrece gradualmente con distancias crecientes del centro. El SDSS detecta estrellas m\u00e1s de un mill\u00f3n de veces m\u00e1s d\u00e9biles que las que podemos ver a simple vista, lo suficientemente lejos para ver la estructura de la V\u00eda L\u00e1ctea.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/cas.sdss.org\/dr7\/sp\/astro\/stars\/images\/orion.jpg\" alt=\"\" align=\"right\" \/><\/p>\n<p style=\"text-align: justify;\">De alg\u00fan modo, esto es como decir que \u201ctodo lo que hay\u201d sobre la teor\u00eda especial de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> es que la velocidad de la luz es la misma para todos los observadores. Sin embargo, la complejidad de la estructura que se levanta sobre este hecho sencillo resulta asombrosa y requiere algunos conocimientos matem\u00e1ticos para poder apreciarla plenamente. Claro que, eso no quita para que, un buen comunicador le pueda transmitir a otras personas mediante explicaciones sencillas lo esencial de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial y general y tambi\u00e9n, sobre la esencia de la mec\u00e1nica cu\u00e1ntica, y, de la misma manera, podr\u00edamos hablar del Caos y de la Complejidad. Debemos ser conscientes de que, el Caos, puede surgir a partir del Orden y que, la Complejidad, siempre llega a trav\u00e9s de la sencillez de un comienzo. Podemos estar al borde del Caos y, de manera milagrosa ver que tambi\u00e9n a partir de \u00e9l surge la normalidad y lo nuevo que no en pocas ocasiones pueden ser nuevas formas de vida.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/-HmTWpBFCEXs\/XD5y5VKywjI\/AAAAAAAAAAM\/oLYAgF7EMxAEVntupsruQKzqh0TKs7u6QCLcBGAs\/s1600\/1456.jpg\" alt=\"Los elementos qu\u00edmicos en el cuerpo humano: \u00bfQu\u00e9 compone nuestro ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">De la misma manera, las transformaciones de los elementos sencillos, bajo ciertas condiciones, llegan a adquirir una complejidad inusitada que, de alguna manera, es necesaria para que en este mundo que nos rodea, existan seres que como nosotros, sean el ejemplo m\u00e1s real y de m\u00e1s alto nivel que est\u00e1 presente en el Universo. Y, de la misma manera que nosotros estamos aqu\u00ed, en un min\u00fasculo sistema solar habitando un peque\u00f1o planeta que re\u00fane todas las condiciones necesarias para la vida, de la misma forma digo, estar\u00e1n poblados otros muchos planetas de otros muchos sistemas solares repartidos por nuestra Galaxia y por las otras que, a cientos de miles pululan por el Universo, y, todos esos seres \u201cracionales\u201d, se preguntaran las mismas cosas que nosotros y estar\u00e1n interesados en descubrir los mismos misterios, los mismos secretos de la Naturaleza que, presintiendo que existen, tienen la intuici\u00f3n de que ser\u00e1n las respuestas esperadas para solucionar muchos de los problemas e inseguridades que ahora, en nuestro tiempo, nos aquejan.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/luisguillermo.com\/intelectospredilectos\/Aristarco.jpg\" alt=\"\" width=\"180\" height=\"231\" \/><img decoding=\"async\" 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\" alt=\"C\u00f3mo se mueve el Sol y la V\u00eda L\u00e1ctea en el Universo?\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Claro que, la mente nunca descansa. Acordaos de Aristarco de Samos que, en el siglo III a. C., ya anunci\u00f3 que la Tierra orbitaba alrededor del Sol y, Cop\u00e9rnico, que se llev\u00f3 el premio, no lo dijo hasta el a\u00f1o 1543. Esto nos viene a demostrar que, a pesar de la complejidad del mundo, lo realmente complejo est\u00e1 en nosotros, en nuestras mentes que, presienten lo que pueda ser, intuyen el por qu\u00e9 de las cosas, fabrican pensamientos que, mucho m\u00e1s r\u00e1pidos que la luz, llegan a las galaxias lejanas y, con los ojos de la mente pueden, atisbar aquellas cosas de las que, en silencio, ha o\u00eddo hablar a su intuici\u00f3n dentro de su mente siempre atenta a todo aquello que puede ser una novedad, una explicaci\u00f3n, un descubrimiento.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"vista de la tierra y el sol de la \u00f3rbita (la imagen de la tierra tomada de http:\/\/visibleearth.nasa.gov) Foto de archivo\" src=\"http:\/\/us.123rf.com\/400wm\/400\/400\/shaman1006\/shaman10060905\/shaman1006090500007\/4911867-vista-de-la-tierra-y-el-sol-de-la-orbita-la-imagen-de-la-tierra-tomada-de-http--visibleearth-nasa-go.jpg\" alt=\"vista de la tierra y el sol de la \u00f3rbita (la imagen de la tierra tomada de http:\/\/visibleearth.nasa.gov) Foto de archivo - 4911867\" width=\"400\" height=\"340\" 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 Vista de la Tierra y el Sol de la \u00f3rbita<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Ahora estamos centrados en el futuro aqu\u00ed en la Tierra pero, sin dejar de la mano ese futuro que nos espera en el espacio exterior. Es pronto a\u00fan para que el hombre vaya a las estrellas pero, alg\u00fan d\u00eda, ese ser\u00e1 su destino y, desde ya, debe ir prepar\u00e1ndose para esa aventura que s\u00f3lo est\u00e1 a la espera de tener los medios tecnol\u00f3gicos necesarios para hacerla posible. Mientras tanto, jugamos con las sondas espaciales que enviamos a planetas vecinos para que, nos vayan informando de lo que est\u00e1n hechos aquellos mundos \u2013grandes y peque\u00f1os- que, en relativamente poco tiempo, ser\u00e1n visitados por nuestra especie para preparar el salto mayor.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/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%2F2020%2F08%2F22%2Fcaos-y-complejidad-normalidad-y-sencillez-las-partes-de-un-todo-4%2F&amp;title=Caos+y+complejidad%2C+normalidad+y+sencillez%3A+Las+partes+de+un+todo' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F22%2Fcaos-y-complejidad-normalidad-y-sencillez-las-partes-de-un-todo-4%2F&amp;title=Caos+y+complejidad%2C+normalidad+y+sencillez%3A+Las+partes+de+un+todo' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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