{"id":5071,"date":"2025-06-20T06:49:12","date_gmt":"2025-06-20T05:49:12","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=5071"},"modified":"2025-06-20T06:50:10","modified_gmt":"2025-06-20T05:50:10","slug":"diferentes-manera-para-no-saber-lo-que-el-tiempo-es","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/06\/20\/diferentes-manera-para-no-saber-lo-que-el-tiempo-es\/","title":{"rendered":"Diferentes maneras para no saber lo que el TIEMPO es."},"content":{"rendered":"<p><strong>PARTICIP\u00d3 EN EL CARNAVAL DE LA F\u00cd<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>CA<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/gravedad-cero.org\/wp-content\/uploads\/2012\/03\/cdf_logo_espanol.png\" alt=\"Reglas para participar en el Carnaval de la F\u00edsica | Gravedad Cero\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><strong>\u00bfQu\u00e9 es el Tiempo?<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Espacio-tiempo - Wikipedia, la enciclopedia libre\" width=\"342\" height=\"192\" \/><img decoding=\"async\" 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\" alt=\"Las primeras estrellas en la historia del universo\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Con el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> naci\u00f3 el Tiempo y cuando se produjeron los nacimientos de las primeras estrellas, se marcaron los primeros 200 millones de a\u00f1os desde aquel acontecimiento primero.<\/p>\n<p style=\"text-align: justify;\">Bueno, se podr\u00eda decir que es la dimensi\u00f3n que permite distinguir entre dos sucesos que ocurren en el mismo punto del espacio y que de otra forma ser\u00edan id\u00e9nticos. El intervalo entre dos de esos sucesos constituye la base de la realidad del tiempo. Claro que, para prop\u00f3sito m\u00e1s generales, nos agarramos a la rotaci\u00f3n de la Tierra sobre su eje que nos sirve para definir las unidades del reloj, es decir, el d\u00eda. Tambi\u00e9n la \u00f3rbita de la Tierra alrededor del Sol es utilizada por nosotros para definir las unidades del calendario que conforma un a\u00f1o. Para fines cient\u00edficos, los intervalos de tiempo son ahora definidos mediante la frecuencia de una radiaci\u00f3n electromagn\u00e9tica especificada (ya hemos hablado aqu\u00ed del reloj de Cesio).<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"El meteorito que devast\u00f3 una ciudad y pudo haber inspirado la leyenda de Sodoma y Gomorra - BBC News Mundo\" width=\"384\" height=\"215\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Claro que, en esto del Tiempo, no podemos estar seguros de nada, se nos puede acabar en cualquier momento y por cualquier causa inesperada. Los f\u00edsicos se refieren al tiempo de generaci\u00f3n para expresar el promedio transcurrido entre la emisi\u00f3n de un <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a> por fisi\u00f3n y la fisi\u00f3n producida por ese <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQoaJZOXvn1EO2vbNmVymbL_gAjgcWFp0uEUQ&amp;usqp=CAU\" alt=\"La Teor\u00eda de la Relatividad: Las escalas de Planck\" width=\"620\" height=\"217\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSqg0rg0kLW51EJ7-hiBfkgZYtGADKjJ8xveQ&amp;usqp=CAU\" alt=\"GAE UNAM: Gravitaci\u00f3n y Altas Energ\u00edas - Cuando uno empieza a estudiar f\u00edsica, seguirle la pista a las unidades parece primero algo molesto; pero pronto se vuelve una herramienta crucial. No tendr\u00eda\" width=\"623\" height=\"479\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n tenemos el Tiempo que necesita un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> (viajando a la velocidad de la luz, c) para moverse a trav\u00e9s de una distancia igual a la Longitud de Planck, es decir, L<sub>p<\/sub> = \u221a(G<em>\u045b<\/em>\/h<sup>5<\/sup>), el valor de este Tiempo de Planck es del orden de 10<sup>-43<\/sup> segundos. En la cosmolog\u00eda del Big-Bang , hasta un T<sub>p<\/sub> despu\u00e9s del instante inicial, es necesario usar una teor\u00eda cu\u00e1ntica de la Gravedad para describir la evoluci\u00f3n del universo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La importancia del Tiempo de Reverberaci\u00f3n \u2013 Estudio 15\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT7wylgEXKRjrgB50yc6WQjBn4kEc8FJDWsWQ&amp;usqp=CAU\" alt=\"Sonido directo, reverberaci\u00f3n y distancia cr\u00edtica. - Centro Auditivo Cuenca, aud\u00edfonos Valencia\" \/><\/p>\n<p style=\"text-align: justify;\">El Tiempo de reverberaci\u00f3n se refiere al Tiempo necesario para que la densidad de energ\u00eda de un sonido que es 10<sup>6<\/sup> veces m\u00e1s potente que el umbral de audici\u00f3n disminuya hasta el propio umbral de audici\u00f3n, es decir,\u00a0 una disminuci\u00f3n de 60 decibelios. Es una caracter\u00edstica importante de un auditorio. El valor \u00f3ptimo es proporcional a las dimensiones lineales del auditorio.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\">Podemos hablar, en otra variedad del Tiempo de efem\u00e9rides en referencia a un sistema de tiempos que tiene un ritmo uniforme, al contrario de otros sistemas que se basan en la velocidad de rotaci\u00f3n de la Tierra que tiene irregularidades inherentes. Comienza a contar en un instante de 1900 cuando la longitud media del Sol era 279,696 677 8\u00ba. La unidad en la que se mide el Tiempo de efem\u00e9rides es el a\u00f1o tr\u00f3pico, que contiene 31 556 925,9747 segundos efem\u00e9rides. Esta definici\u00f3n fundamental del segundo fue reemplaza en 1964 por el segundo de Tiempo at\u00f3mico basado en el cesio.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/6\/6d\/Translational_motion.gif\/200px-Translational_motion.gif\" alt=\"Gas - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"La vida en movimiento &quot; Teor\u00eda Cin\u00e9tica de la materia&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">Algunos hablan del Tiempo libre promedio transcurrido entre colisiones de mol\u00e9culas en un gas, <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> en un cristal, <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> en un moderador, etc. Sin embargo, en realidad se est\u00e1n refiriendo al recorrido libre medio que, de acuerdo con la teor\u00eda cin\u00e9tica, el recorrido libre medio entre colisiones de mol\u00e9culas de gas (asumiendo que son esferas r\u00edgidas) es 1 \u221a2n\u03c0 d<sup>2<\/sup>, como en n es proporcional a la presi\u00f3n del gas, el recorrido libre medio es inversamente proporcional a la presi\u00f3n.<\/p>\n<p>&nbsp;<\/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<img decoding=\"async\" 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\" alt=\"Relojes: C\u00f3mo se llama cada una de las manecillas del reloj\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En la f\u00edsica cl\u00e1sica de Galileo y <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, el Tiempo ten\u00eda un significado absoluto y pod\u00eda adoptarse en principio una escala de tiempo de manera que todos los observadores estuvieran de acuerdo con el instante en que ocurre cualquier suceso. Diferentes observadores ver\u00edan que el suceso ocurre en &#8220;tiempos&#8221; distintos, pero estas diferencias pod\u00edan explicarse por el tiempo de viaje de la luz desde el evento hasta el observador. Es m\u00e1s, en f\u00edsica cl\u00e1sica, esta escala de tiempo com\u00fan estaba sincronizada con la medida local del tiempo de cada observador, el &#8220;tiempo propio&#8221;. Todos los observadores estar\u00edan de acuerdo en que el tiempo de cualquier evento es el tiempo registrado por el reloj local.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/c.tenor.com\/cDEoYRhFZggAAAAd\/planetas-sistema-solar.gif\" alt=\"Planetas Sistema Solar GIF - Planetas Sistema Solar Planets - Descubre &amp; Comparte GIFs\" width=\"562\" height=\"553\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La teor\u00eda de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> de la Gravedad aporta una descripci\u00f3n muy precisa del movimiento orbital dentro del Sistema Solar, permitiendo el c\u00e1lculo de la posici\u00f3n de un cuerpo en cualquier instante de Tiempo. Ya hemos hablado del Tiempo de Efem\u00e9rides que se contrapone al Tiempo Universal, que, como el Tiempo Sidereo se basa en la rotaci\u00f3n de la Tierra. El tiempo at\u00f3mico es finalmente el escogido por la Ciencia para tener una\u00a0m\u00e1s exacta noci\u00f3n de eso que hemos conformado como tiempo para poder regir nuestras vidas cotidianas en el devenir del planeta Tierra.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Viajes en el tiempo y otros fen\u00f3menos: la teor\u00eda de la relatividad - La Soga | Revista Cultural\" width=\"322\" height=\"194\" \/><img decoding=\"async\" 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\" alt=\"Cu\u00e1l era la diferencia de Newton y Einstein desde el punto de vista sobre el tiempo? - Quora\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Lleg\u00f3 <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y en su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, el Tiempo aparece en las ecuaciones de la misma manera que las dimensiones espaciales. Incluso en la F\u00edsica newtoniana, estas dimensiones espaciales son relativas y tienen diferentes significados para distintos observadores. En <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, el Tiempo tambi\u00e9n es relativo, de manera que cada observador mide su propio Tiempo propio, perdiendo el Tiempo su significado absoluto. Es todav\u00eda necesario, sin embargo, tener una versi\u00f3n global del Tiempo como medio de etiquetar sucesos acontecidos a lo largo del espacio y del tiempo. Esto lo suministra el Tiempo co-ordinado, que es el tiempo propio de un observador espec\u00edficamente seleccionado.<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/cdn0.geoenciclopedia.com\/es\/posts\/4\/0\/0\/el_sistema_solar_4_orig.jpg\" alt=\"El Sistema Solar - Qu\u00e9 es y Caracter\u00edsticas\" width=\"631\" height=\"473\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Con el fin de contemplar la existencia de efectos relativistas como la deflexi\u00f3n gravitacional de la luz, el TE (Tiempo de Efem\u00e9rides) fue reemplazado en 1984 por dos nuevas escalas din\u00e1micas de Tiempo. La primera de ellas es el Tiempo Terrestre (TT, conocido originalmente como tiempo Din\u00e1mico Terrestre). Se utiliza para calcular posiciones geoc\u00e9ntricas de los cuerpos del Sistema Solar, como las publicadas en The Astronomical Almanac. Es esencialmente el tiempo propio para cualquier observador al nivel del mar medio.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"\u25b7 Reloj At\u00f3mico: \u00bfQu\u00e9 es y c\u00f3mo funciona?\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Reloj At\u00f3mico - Areaciencias\" width=\"472\" height=\"210\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El Tiempo at\u00f3mico hemos dicho que\u00a0son escalas de Tiempo\u00a0utilizadas para medir de manera m\u00e1s precisa. Se basa en la frecuencia at\u00f3mica y es la m\u00e1s precisa y consistente disponible hoy en d\u00eda. La unidad fundamental es el segundo del <a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a> (Sistema Internacional) que se define a partir de una linea espectral particular del \u00e1tomo de cesio-133. La frecuencia de esta l\u00ednea de microondas se adopta como 9 192 631 770 Hz y fue adoptado en enero de 1972.<\/p>\n<p style=\"text-align: justify;\">Claro que, adem\u00e1s, existen muchas otras &#8220;clases&#8221; de Tiempo\u00a0y, podr\u00edamos hablar del Tiempo at\u00f3mico Internacional, de Tiempo civil, de Tiempo coordinado, de crecimiento, de cruce, de integraci\u00f3n, de relajaci\u00f3n (en relaci\u00f3n a la \u00f3rbita de una estrella en un c\u00famulo), din\u00e1mico, din\u00e1mico bericentro, din\u00e1mico terrestre, tiempo de uso horario, est\u00e1ndar, tiempo local, Tiempo luz, tiempo medio, medio local, tiempo propio, sidereo, aparente, sidereo local, sidereo medio, Tiempo Solar, solar aparente, solar medio, tiempo terrestre, Tiempo Universal, Tiempo Universal Coordinado&#8230;<\/p>\n<p style=\"text-align: justify;\">Cada uno de estos &#8220;Tiempos&#8221; tienen sus propios significados que, en realidad, son aquellos que le ha querido dar el hombre para de esa manera, saber a qu\u00e9 Tiempo se est\u00e1n refiriendo en cada momento y en cada cuesti\u00f3n que se est\u00e9 tratando, pero, \u00bfQu\u00e9 es, en realidad el Tiempo?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 es el Tiempo? | Jano 2.0\" width=\"337\" height=\"434\" \/><\/p>\n<blockquote>\n<ol>\n<li>\n<div>\n<div>\n<div data-topic=\"\">\n<div>1.<\/div>\n<div>\n<div>\n<div data-dobid=\"dfn\">Dimensi\u00f3n f\u00edsica que representa la sucesi\u00f3n de estados por los que pasa la materia.<\/div>\n<div>\n<div>&#8220;no hay espacio ni tiempo fuera del l\u00edmite de tu universo&#8221;<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/li>\n<li>\n<div>\n<div>\n<div data-topic=\"\">\n<div>2.<\/div>\n<div>\n<div>\n<div data-dobid=\"dfn\">Per\u00edodo determinado durante el que se realiza una acci\u00f3n o se desarrolla un acontecimiento.<\/div>\n<div>\n<div>&#8220;\u00bfcu\u00e1nto tiempo falta para que empiece la pel\u00edcula?&#8221;<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/li>\n<li>\n<div style=\"text-align: justify;\">cierto es que, el Tiempo se nos escurre de entre los dedos y no lo podemos retener, transcurre inexorable, no lo podemos ver pero deja sentir los efectos de su presencia,. El tiempo no &#8220;camina&#8221; igual para todos: Los amantes perciben una hora como segundos, el doliente enfermo los segundos como horas.<\/div>\n<\/li>\n<li style=\"text-align: justify;\">Po eso <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> nos dice que es relativo, no lo percibe igual el que viaja a la velocidad de la luz en el vac\u00edo Estelar, que el que desde Tierra sigue su trayectoria.<\/li>\n<\/ol>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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b\/GLQSiqINym2xKtIyO5\/wB9sE1sqBsTPO2\/237Y2WV+EhU8+uVMMCekXB7DAvEvhjQSyvCgahawXex3bfnhX5GOLpvpX+xWPj5GrqxBk8kKg6nbfnj1Wk1HSIOpjcRymNum\/wBO2HuTyq028t6VVQQ2zA2NzMGbH3jlhZ8VlmKFnLDVsBAgRBnrjD5XlxyY1wemaMXiuDuS2ivIuxrlNwxgi5tAMj727csFZzIFGCmZF1NtjyMfTAmVCtUDk6W1yJEjkNx8m3eTjbtlPEpDUQY37zcGfbC+JmWNNfBXJi50YOrQMkEeaJAn5gOducRgY0wbavp1MW3vg7jGY05xELCEXTIOxI1EE82sOm+xnA\/Fx4T06W7T+8j0I3Ox5+2NkfNg++zLPxZXoGTKtq0ggWmTsbxa3Wcew3y9eizMrHSR5pWRJYkMLGP0qfUnHseXm8+XN6Z6GLw48FtGRrKxmVhjGobcrG1r9cDSDCktPX67z3\/JwbxFn1AydL3G9id9+VvfE+I5UFAQPMoED+JTz7EGfuMTjLr9SbQZ8FowqNUIgU0I3G529BYif5u+NXxyGpJUGkFSFa8GNogm5m87iPWMnwGvARQz2BmmVEEnVPnP6DvHX64dU6n7kU3ZWUtMwJWwHWZEkczc3xg8mDeTl9f6NUMiWNxYuq5kjWTqEAwRH55XIwbwXiRFJbEtMM0WueumLgfjAlXKhkMtGsaeViDue2\/pfHODP4auKaqDBBd4km1iDyuIj84aUYSh0LjnK9Dj9pUsfOGQhVibq3mMxaQR06d8GcVD0aCurkh5nSTYREifQSOjcsI6iujElREL5ZAk31QbCexP5wbn83FEjQx0uoMWgEG5ESLACOv1xCWP3RrotKfsbE2femo8rAEiCqggg7SOUdQRcYpoMSrDytsATEAgL15gHpy648aqKNAUlpht7mY3B2vuZ9OeJLRZKppnSoYhuo0mOo3lTONqWjNEGTVcaRqFyAbkRvv3ONbwpFZEvfTygkgyCB5ht9bYxymmahEmeqGR9Rv9MbDhKJ+zsbuVFpEENawj6d\/riPlflRXB+Zi\/jjaf0xIWBpuSfcweW59oxUilV0LZ2+WRcC03iwJbpyOB+L1FL+UMImZvztAIBA5EHpj3Dsx+9RpgKDA6arc\/f\/GGimoKyU2rZ7OViW3AbVvvz3HaeeDXz1VtCBoswkmRdFBP0UR74Br5g+IitBIkEteRBHSx9BgvI5TxgYK0yqEr\/NJ2PTfeOQw1KNN9C7eos5S4jUWxZZGk7AjzAyGtefKfbHK3Gqk65+cFSYGxYm\/pJGAqgKFAekmPcfiB7YrzZJdTTFmG299QEQO5H1xWMMcpbJuUkuy9c02plYkhlg7H+aLjbUZ98WZh2EsyL4beWABICQ0SLj5xH\/jijOZX94yCLamH\/oCfoQDGK8u5dlkHQBqkbFhFvQ8\/XF1VJxJ\/3LwFcEyARy2kQLzt7YnU4ZVABCkgyR6CZt2g4pr1w1R15TqBHQmYjFlLON5SpI0ArAsd5JnnM\/fGmPkZElVfuReGLYPSttuRFu4j6QcWU1JYKfKZ8xP0xfVzWskOgBtDCATYC3WwxCrTblJMf0vtjbjzqS3ohLHKL+zWcNy1SpR0CCmm3y7j6nce8x3xmszkpqX8pnTe0b9eWHvwpTr0mDELoIG5jSoIJmRvciPXBvGeG+JVZ10idgRMus8\/0259x3xk\/H4Mc2nJf+mx4ZTgnTEmV4QmoA+YXBM\/cYLqMtOmQZCr72F\/8YJrmnlzS8RpdyAQBO439Qbe+EXxe81zSQkAnQb2JMEzHIR9jhp+bjlDlB2COFxe1RsuEcUIyyiRJp6u4JuR2tH1GMtxj4kqPSanbQWFuYGmAD3BAPS+2LczmylIKkCdNOALxCjaP9nCSrl2pVyjAbAxuI225jHgY3OU5Sk7b\/0epkajBRh8dmsyWZK0AHlWUDeT9YuJHPGd41xVNDrbVB0kjYmbX3GH2Wz4qU5EnTpuBBgeWDO+MJxunFU+Uopus3J3A\/3thvFuVxlqmDNqKkjTfAlUVAFc6mG0RqFyZvYx0i\/KYxo85mnSozMV8wAF7QvIwbWJPO5OPmvA+IvQcsihiRfflsd4+n13nY8fzgq5QVACjK0QRBJiDH+em+E8jHkjlVP2t\/5DhlBwd9oyHFa5atqDMTJOoEawSSxFtjNwR1EdARxnNJUYVAoUkww1E6rESZAvEfTAkM5Uz5yLDkPcTyHPrizPUwV\/nHK3PfpON7q1fZmvsry9aHLMGMjcEidj1vj2BGKmzTvPbp1F7HHsVEsNoVJA5xcf8HbBNAgpc7TIP8wi0+29sKaFbUNMeYntt9owQoBlRMCCRBNxzEHbEZQAOaLhE1BYIgBj0257b4iagkNpBBmByMdIvInbAFUnTeVBINzvteJkYPUjSBpBgGCOp6xf\/e2M7jWxg\/IZoeNZQEtEREyZEGep5bY0hoI2WqMVVFKsdRtqHW3M6R64xtJxGqJvbc72w84fngKbK6KacTFm1RMf+JExHf1xkz45OnH4aNXjSStMDzFJ0UPUAlgugi7BY3FxbffvgKpUDJIMXMgkbjbfa35OCauZbMValRo0ouxgQD5Rbb1n+mA8ukK1hpJIYHqJvcEY0RTS93ZLJt66JcOpeJXprM8yIBtb+w374a\/FOVR3DKQr6ICgWMEtMe++APhxl8dSVgjVPL5QWB3M3H3wVxR\/MDNg1+dh3BmOf9MUa2mgL8tGXaoWXbnEgdD9+W84e5CrXWj4Y1BZmBJkdit4sSdOB6WUZapvKBiYW9jPa+4xRxgkvBIhNK+ZRIBCmwFibnDSqbUfjs6KcVZVxCsxqEyTMCZMk7GNV7GR7e+Io+kaQb9DflfvO30xuuC8EVKDQivU0uoJ3LGZ3FgST3iBjJ8dyjZemqVANeq2lpj687YSGeGSThH40HJhlFcmWZjSadNtI1SZg3gKwm5+2KuH5p12J35Gfl9Nv84BqOSKaiwBb7+Xb3GLIAWY2Hm69j+PbFeHtpkEEpUpuSpHmE6fyPrfBXDXRldm0qUgqGIHeO9x9YxnKNTS4Poev9dv740WZCtRShTA8WbwQdctqg+jGe0YGSPGkv4GirsnQoOyb+bSQZ5qREg95+hwszHD6lIiDrGvSSB15x0uL98F5irUQqjSpUXBM8li57GMX5DNBnad5e202JH+9sUhKUVeqonJW6oCz2XanVcASgYJI9ARfeQsffHqmSYjyAlrRF5BIg\/SPrhmKviU4Y+RCCT\/ABfOD74oOb1F4kJMuVIEaLKL7XIMWFsP6slHo6ME5DHhXD6QdTVIlSwCbg23N+kEegxRwmhUp1H0oGA8slgJW5texJPPpgH\/AKkBWZWABO7EcwCBEW\/04Bq8QPzOxliTtyEXjY3n64zOOWTdvTS\/5Gn+nGq+DUV8y4Z21DQUMgNtDEzBAvytOKOH8b1Vob5ZOn3YAGZ5An\/TjL5vOtVJHlAFjBCyOfuY73xZlqbKQ0iDcDeFj84R+JBR93YJZnft6D+N5sVKyPEIhe2qCYJi457bYFy7OzEswBm5Ikho+YSYJnr13wRlKaMA7C4bbvbce+K8+QnlAszAE9eU\/b84pGklFCStvkMckoNWn4llLagTewgCek8oO8dLsOO01qDUVhgjCd5B2v16epxzheYjLq7SunUpIMErvbkevtzscLKWdDUzq1RyGozEkX5TE7Yy1JztfGjYmlCn8jHhIQUxDbncgiL7Dvvc4E4hl1qZd0VIqEk6tyWBAAkmdva2K6GYXTAEXgCNpP569cXB9L2AIMb3i0dwCP62wyjKM2\/1sVyXFIxtJCrXDETAtP0je\/LD79ummqqBp\/Wp2J9ItivO8OdroT5LSBu25I7\/AOMXeFpGpgTAkSeZ641ZJxkkZWnHSBamXtqIM6vKI5An6TMR25YAtLTNx8s6fzthhxXLyAVJE3gGLc\/fthRl2UHee5t7RfDwfJWIy\/hYU6gYty\/yDfHsW5bh7kSukAwQAZJnmZuNh9cdxXlH7CL8snLUVfkCDf0jbBlChUja\/UnpzBw1zXAwXeKxtLFQBtzIGqY7icB0csEuHttBNhO1yB+BthJTQaIVywO1p6zzHtHrgii7edYkG40kCLdOf+cezGRqWgG\/8ILRyAI7\/wCziS5OqJ\/dvcXOk7zy+3vOJaaOSZPJ1LXIM2g8j37WjB+YsvyjSBpkA2nn\/vTAVOlUJE09PPzDTPKLxH+74YU8m5VoWoCTB8s3F+hta\/piEtMaNroN+Fqv7o02\/X4gYGSDaI1SLR15zB3xRm4puyBoU7tEXgCDsOv19MVcIlGggTOljuBJk9b7\/XF+fo+JU1WVTNySBfnbucSepv6ZoTuKRTk6LJVLE6iZgjckKeXt\/wDoYDbxHAMhSTJLGNI5n6Xv0w+zIClan8oHblO+x37em2AiAQwC8idR5tEREbH\/AGcNHK2ic48WLMrmWLatXl+X36jFvDck4zEMuoNB30i5UyCN9577dcB0qMuBG915SCPXbbDullXTRUIOlRHXSYEA95npvispcdL6DiTk9mwpuqI2ptuhgX5yNhJJ3gTj578U5Oo7l0J3YsJJBExYk3AjrjVZfNlaetmEFTqOoAyYtB8pB68sIxUEKOUxb29uuMniQcJykbPIqUUjOUwQaZOxn2J\/2cMjldcdLA23G0f7yjFeY4Q4NjKgkggHYXJtaI5cowVwvMDVpaeuxEDYjp+cehKXtuJhjjqVMQ5ml+9bSCVBMbbTHoYwxyrP+0U3QTHm9gt\/tIjDHMcNBJNMgrFgTfc3aec4GfLhRNNjdYhgJuZKkH3uMD1FJV+hzwyTtjGvTNSS9RVlEAsTIJDDsNvbCTNZdqVTUu4sQReYj6kEfnBeXNc2qI5GmBew57zF7Y5Sq1FYEqWlpJmYIk36HfC4+Ubjqjpw5OyqrlHp0\/5S5U7jcWgmzA9R0wDmGEHSTF57k2998bfLUGrqVNGVK2hlY6gSRI1gzzm+2BavwKxsahQW+am1wL7rq5xiuKUpbkhMuJRftMNUqMbdLb\/154qqMYAN4t+Ma2v8JU1Yqc4g9adW0etLFtT4Mp6SwzIaNI8qsN9t6cbCfQYu5KK2SUW\/kxqMZ9Z7Y0HDk1vBMBVjbpH++xw0ocDpUkNSQSDC3D7yLQZUX2YD7YkUC6YpsqvYkAsLelok9cZsuRy0kPGFbYuqGLKRp3HUTPMHEMyh8oIvItPYn6e\/XB3FcmKVZVqKApFjKm\/orGPfFFbLLqBMgQTBIubgQfrhFaVjVohncxooMoFzfqSN\/S23uMK6dX93B6bG2Ghy+uIEqPmuP6em5\/zidThmty1iqiWUXJPYduvbvhoyjFbDuQDw4ki8rMxbe4mDg8PpfzAERc3ExP8Aj6Yq8ML5zqg7R15+398SqaQrCRIJueYI6es3nngOXPaOVtEMnV1ErfSGJJF4N4ufUfTHtQJ0kwJiWIvNzysd8AcPBLkSJtN9+k9BbB+YQpAgkCdVpE2N+YFhgSik6FCatVOUAwQNhbvPPscI89wwBwUZdBvBMwecQDI74McNqmQBG5I3PSTyvYTiRIRQf1TO8WMDkbjAhcOjpbF\/hByAjiFWPmCT381z\/u2PYPZytxEG3lOkz3JIJ\/GPYpyYtGlKVQZTxDF2hLQNpnp2tczyxRQd9ZDo2iPlAB6xYEgXJEGfecIsrQqSJKoTJDMzKxmLyhF\/UYbcKrVEGmpWDebywCw1RcSw1QYBvb7z0oKuywfTyEGm1OlVVh+iYUgiSDZgFHQbcovj2br1ELF6K09QYl2cDlcjTc8wSok7Ti\/96d40CDLUZAtzI2BJNxOFnFSXAR\/DWn5iNKOqsTuDqUabHcTP2KdjdFqJVDKQAOjrqM9CSb6jfuMFVsxUUqalOBIlmggH2PlB\/wCBhDUr0w2gVGlQqq2kEwZJlote8yJ3jBWZdl81OvpDGIZpnSBYeWJueZMd7Ybj9A2lY1p51XcljKkABacmd9mGmPWLWwTWyhKNpNXSrT5kclfSeXa\/Pbnn8pmzdC6swgeQldQAHN1ggz\/LthjlcwgAZag1KDKKCrgwLNBg84HacSlGu0FMjnqM0AZBbVI3m5vIMnTz5+1sLKNWKlzFwAfqZ9LDB9HNpWQNALeYgmC14LAEXiwt2xm8\/WjSt51sCSRb5QNgTEgid8DHi5NxFyOzQ\/ttOShWBJBMQexiNpv6DBGWWs6kKpZApDRcggg\/jbrjI0VK+YzF5Fp9SJki+8ddsMq1eozhUsPKSQtxMQGY20nl1wfw1OhYSlF2PqYpGmDUGqRZBMnkAfpvinOcNXSXprpi4OonaNxG1zcThPUzrUwFpqX8MDzKNj\/Mo9CJ5Yc5Lia+Fq0ISbgBiDsZAjfrzj0th\/Rcdov6t9hAzlRU01aQIiIWSIIIjybcxt7YsbI0aiCojsoIgoZ7i\/ORaDbn6YkvEMu1PxKpYsLtOoEBZmRe4MeaAD054ecLyqsRMKQJAIIEbzMEXxKPjzW06d7ro6fkJfFmTFMgQyn1nTIM7A\/MD74OPBvGKMUKQB5lAknrMxP+d8bWjkQYOulHP9f38t\/bDDKZLTaZHO3P05DGyOHabZmlnk9CCjwWgafhtqBJBLLIJgg76dPryOHGUoUhAVEtaYUExzICxPpglSiTIsLmxCj32GB87n6SAkOgPUkGPqY++LqMV8EnOT7YYtfkBf2\/E\/nC\/OcYRCAWpAnVALAny2NhJO0EcsIeLZjMsoqUqlVhsQhQIu5khVOs2AgTvjBcTzlFwWeg\/izIBQ+GI\/lIsDaVkX9sc5P4QySe2z6HxT4idRqV6agzp03Yx2IEf764+b\/EXFqtVn1mQWMt1MTsDaCTz6YH\/wCv1QF1SxBPmiJB5EACAOQGBSoYuBIZSTDGw6+W0DvPY4Sm3bGSS6JUc86WYsw5SDquZtH06W3wRR4hVXyiaaL8sgMWIiC9jO+46g4WDK1QV0h7\/KVBYRJkjp\/kbYYihD0xVRgsG6zqqHqFJiQTc+kTaTX0FDXI8SYIVYJ5gTLCLnYnUGlTuIwozVZ1bS9SIsYIb9RPIQYU8jv6YKglyiSo0mVqFqRjzDmPLG5kkSBG+Bs4pDDUtOV8hBUgrc3LbOTvMH2wOI16LqNVi37sWvZlJb7SR2ItffF1PPlFeGVSYFvmDQAeXSZjHuH5Z8zVUpOlSF8zeGpN\/Is3Zr7AiB0wVxnMUKYFCvl1psLa6bMxVh\/7ebl3g3wksaaqjlI5QzyBBYRFpMkmTy+\/pgfMOGuPLPPy+YG8RP3wn0hbrVpOg5MDqM9VIB58sMFqtGmoCPKCw6A9v0n735YR41FaDyC8qigsSY32IEidgDYevrgUuru0k2U9uk7bfjFQIddZBkWv6d99\/acLf2qxjobRMzytsLDAjDlYJMbcNqIWOu6ybEkyd9toPXFtauAjqaZkHysW77c\/t3wso1\/DQTBdhIjl0Pc9xgihxpWs9Madr3AmwJBtE8hERvgrH7mwJ\/ANVUrsRe\/eDcG82x7HK2cJIKjlHXn9t8ew1MXRqxwmoykoug2K3DgAi8MDbpBO\/scDVUrgPTPiE2gyAREG4SZFrHlM740hFLKOhWoUa06mNweSyTpG+yiCBvEYjncpVqkVjVBBUkBSHBUQbllgm\/zBb+2Ei2XYko5au4Cswp6gAoUMzEDbfTBAIBEewwSlN6dmBZSpAZm0DnyAJnfYmw2jDvhHij92wlQDp1lNiSQQ\/wCoFfLohdnvifE8k4AYJShQCWGrVeRfYgxzlrxI6htnUhIPh9Ki+bxQwE6VqaltcySgINwYgwRGK0yFBaZJUt1aXqxAI8+lSoi\/aRtaMEZc1A9y+oxEUlXXAHl1FtUwOY5CTthjR4O7uWR\/CcgEliiM1xLEebVE3vy574G+mw6F2QydIjXT8J9MheZnkDB3t9PfBCcPoOBUZPCdd7eUj+ErqmoL8umL8xlGpNpzALo3yvTMQxnVKgFRHWIPpMUoaFSF8KZYaNFNSybeaSCDO8mTHTYdVgs5lOFU0KsrojmGQqNAVpP6Qxt27+uB+PZZtQdkLqEAZx5Sj2s2xI2uFBhukSb\/ANODNoqVQ9KDqJ0F5uBrIRlkCRz36xNOdy1KmDoLggGBKmmzeVtYCqjFoHzQN+cxhkBpCJsjALr4ZCBdStyAmKk61RCVEb8rHfE6fEnRjOWCrDgFSWsIEQoEwwBK2sCOk0CnTSqtSmnhssy6sSxJ1HZ9SyesRtbBDZtjU1Kr\/qkkgapgQYgXgmwwfUiK5RC+K5ZZpeHUenRhSfEplS7HynVBusQL\/wAR3tirLZrL0zpbRTqGGV6VlJUzbUoWZv8ASYxDPZVU8JZuL2mLkGI9vrJxbTyuXqOzrTlgxJs0Tv8AoIgekc8dzj9iOaQVlWpVXNRwgcaWSpMippM381yQLb78wIO24NmxUUMulkFiVZWg9DYEGI5YyuVRVBmnShiGtAnuQ7yTAAuLYacPzTBwdMg7wq+XvIBM7WGKxkiU5pmlOYiQqajf5SJ\/\/UDFNTM1AP8AtsO5dSPe84Hqu0yVNQRZTpseokTPvhZxQk3NFUGxZ4KiepFRRP4w7YljKpxBlYLIaeQR7f8AubfUDHCSWvSpQLgtV7bhQpE\/TC7LcWpUVVdSMSLikrOT9iPvgkfECsPJSqTF9atTH1CsO0Y5MFledy9VjPiimvIIjuRsP0xA9BhbxjhekaagZ2v5zTR4nnIYsB7YpfMvWzBJOcQjkjLp7R5UaPacDcU4ZSZoc5h26nXVINj80Metscwcvo9kcjSLiBQqEbr4LAnvZT\/UYXcU4PLuyuqsT8pVz7SKUYaUMjRT5HqrPNqWm1puUn2OKagyzSNbyDcmmT\/RZ9MI1YeRm6XDa9NgyrcGx0kQN\/KSfxgipSq1GXe3LnPSzSeeLyaRLS6CDbSjz6ETA+nviGYSkaakBybyTqAI\/wDs\/TEm6GUgTiNBnqA1leVBiFKRuev+2wJnaKtU1HX5hIOomwkbsb4Y\/uhYawe41e12\/pgYmnOpy7WMLpieXzBz+ML6j+x1JBFL4ervTJFTUgjTqKoBJsFKmZnkCNsKOJU9VVteYhlnUCstMmfmaLbSXk4e0M0CNA06GMQ5JvfkBqP3G\/fBPBaoWp4I8IsxLCsL6VUHykMAYmIg\/wBsXx5OQ6oTcO4IGiolCtUUQfEqnwkH8wVfMR7+k4qzVVw7CV0An5m+VQTfTzBtjfZt3QQBrP6jakvISZkjYXtb0tjK2VSk9RmLhm0lRSpl5AnnMFjJk7bdcCUbex6VWAft3iIVUMxUQ4AMAXgi23YjCyllgWs1NYEkmoDPO8bf8YY1MnXZ2gNLrLMLEz8obkLmJB7E3jE+NcCKhfKVfaBBDWUj5TYb3PTBUVG6A3fYPWWmmz0yAIEDn6sCDfnhYKaAksZ\/lmL\/ANRvt0x1uFVR+gibgbzflgv\/AKcVmWAMgR83mIEwUBmL3FrHBiklp2KwetQGlSouZ7WFunXHcEsaYPncTEX1k9dlNt+Z9sex2w8UbL4fzaVlLVaRCL8qtL2iSSSQL7wJjpjZUamXQwlOmPE5zcjufmKxNzq2xhavGHGioWqUknQ0IdLAiJOpCJiTqBmOXWt83TrFTFQFGJXwwhZjYhmDxb5rwdPMCbwcXZRNG+zeXShSapTRUQDzKqalI5tz9Se2EFV2qiyEBhC1HNNVIkiIZpKkWsDI5jCylxtqfnrBpcRrq6o8rEWktMQBtMEdMPquVNZC6rFOoliGAUmC2o7eo35wJMlHFjWAUxm1v4dKlTBEOzj5bmVCg6RpZrnUBY2GCaGfLVCg8F0kLpLsbzNtCFF5m598V8LytMODU0VQbQCahIEgGWA80G9m\/GGeY4iKR0UsqHJLMSxSCTyAsOnL9RwyqwbAM\/VFOmGcErrAPhIXUN1aSoNMzEaZ6EmMZv4l4sEqGnTqNTR4IVacCIItqaV5yLg9ojGh4imcZ0qVWpUKJA861DYKdvmkmALBQLjYjCPjXA0qOy06sox1SygaSpvEEQDeYUCwOHikB2kI+G8Qem5J1OQGI8wGpYNiII6Xj++O5bjT1KiqyawBpnUV6eaIuRFp7TOJ8O4WPE0FZAkSDP3I54Y5nJimsgRuPX7YSWRL4IvIQo5gKZGgm3W\/\/qYH9sGeGjNLwCd\/OoIn+WJ9pwuyqIXGs6R1N\/tbDXh1BKjaS6aZ3hpjoIaAMZW2Ti7ZHMZAVLUzqMTvP2iZ+uBqKVKZ\/wC00jmLH6HljS5jILTBKo+mRdQZ\/wDq5Awhz9GmW0mlUbaTy9zoJ37jAhy5Ux8lKNoLoVRUgNTCFYOkhbj3M\/bnjQ8P8Nm0aEEXGgQfyRHbCfL8GJ06KaAdsaPhuXVGBCebaZI\/r+OuN2OMrM6A+LvUplUEqvMDSRHuJxYK72mtUE\/p0obegG2GucogmSsnlJNsVBoF7Hr\/AMY0cQsDyzui\/wDbeop3soDDppOLKFCmxCii9OeegfdoIj354iabzKsD\/wCTMfxiYapEMVIO4En7sdsHicD13pU2gLcXkAah\/wDkWnvyxNc+CuoeK15sqXn0Me84m6HbSnrB\/pzxAkxNgeflJ+kA4ahbB89Wp1ABTogkzJIWB2Yg6hf+HAH7JVnSEym25Zp9mKcr8+WGy1jYFg3bTI+4EYmq2AKJHSAI9JJvjuJ3Zn8zTq3VUU9xWZgfbTqidrnCvMLUAAaktrypMyfTzY2eaokWhYI5oWv3MgfTC7iNY0wQSt+Wkz\/9aiYtyGJSh2dRiDnHNTSAvSNMR7wMd\/6fVf5aZJncR\/Qxh2OLtqAetTK91q\/Ygbd4nvjmZ4gTIpZgQeQOkzHIWPvjN6doZMAyfAMwSBo0sbAFeXXbbGx4b8J06dLXVYuwn2mOWx2tI5YU8OrVR5mDgH9Slmn\/ANgHP3xqcgwrAB\/NpiCQ4n1BAv1Aw2ONM0Lou4dklAYsDtuWbvsG3F9oHQ4x3HvCp5hVXWyqF1Kp5g+YS0agJFhq2ItjcZujWKeWotJY7tt3PK33xiDwF0rCo1RaqyxEEnzG2oCYmCwtvi23Kh09A\/xDlqNcE+I1MILhgKiryuh1G9rSovM4zCPTQqDUatE828OZMaoEooIvc2G2NhxHIgPppuQuk+IRtfeYGw5kkjrtOM+tZ6asaVWnVsVYVf3pUDmj2UjsR6zyLRwJxrO1QstWZqm5RJ8OmvIFmAB6wATPPEKGWq1G1a0LJDl48TSNwRICr7Abc74Y1M3UKaRCrSg6GCpT3Am25+abtMGMUj4rUIKbABiI1AA0wORIB1PHtzwjT+DtAnxFwNUVaj1EDuRILG9idUiL9o6Xx7FJr1yxKMlSf1sqSQLW1aTp7Y9gq67CFNTpPLGuuq8FnYhRuNxf3NpAJxXwzMpSqsRUpwybsx03uRvfciOqzGM7m7MPXnf84d\/CtBai+caobSJJMCdh09scloC7I5XjCMF\/clmULCi4IEzMCRuL3+5lvw\/iBdfO704iQs6gE+VVDRJ0mJC8xM8u0DpLKth5hA5gAEA9YjnhZwZyySxn1ws0qsbo0XAOIMKlTQ9UK4B0swMQDMNpJF+hmNjiyrUYjSiAH+IrM\/8AkzamJ7yOeAMsY2tt+MRq5hy3zHEHPd0LLIww5c0yXYmGiUDOVtECASPabTiNJneQNRHQHYYEokzEnfqe2H2SQBZjl\/XE3kbZBybAEQ0zcEW\/jj7AYF4hVaR80R\/Me\/MgHbF+azL38xtt2wtr5ljU0kyO4B+5E4m+xWwcspJEnre1\/Zj+MNeAZZmYQwSdixAPtz\/4wI1BT+kbjG34bRVKRKKFPUCP93wyimCHZfw2lUQE+I7g8iAB6yf7YYrcgGGPcgn7KMJs5mn0xqN4\/GO8E3buf6DGnFp0PIZ5hADfy+to\/H+jFmXYnYz3\/wCN8LfiqqUNPTA9geY6jDHg3ygdj+cakt0TLKqsOc\/X8R\/XFbL3YegwXWwO22KUcyA0jn6QMRequ256SB+cQZzG\/XEKF2I5dMcAu1A20j\/6\/tj3hH+ED1\/zgjL0wJgAelunTFlRBG2CGgIp3+hH9DiNKnB\/oZ\/uZwd4YuYva\/1xFOeAGiKoY2n0xTnshrUiDz2IBE9xt7YKyzW98WcQcijqET3AP2Nscw0fNuJ8KrrVOmmWUbEjVHSBucU5KlVuCFBEFhBUqTtq1AKvPyyDvyBxu+KLqSkWk641SSRzNgbKfSMIHphvEQgFU16RyEfn3xNoStlmTyaKVJUBv5DJ7+VJ9b7Y0fD6rttTWBz1SbchKhR9TjN8Fcs6hoM0tVwN\/Lt0HYWxpspcMeYIAPS2ESosmNKzKyaT77Eek88ZXimUpq0AMUkMQomALyIiOt56YcUqhLwTIPX2wt+JRb3\/AKNgydbHiLKeRouWdarQJIRnKgHkCQZAgXEYQZ3IlZJplKjXDpcOJi7AQ3lA3HOcNuJZVCKQIkS1pPQ9+2HOVpKaLGB5EOmLAXqchY7DfoMJFtlDDZdVKgVVDB2UqwVTpJBkXlj8u8AXGB3ya03XRo0fMXeKgBE7Ktlb5jFrE2tgsUx4TmNmJ7bNy2wFkapqUqYc6hIsdtzy2jDUcMKpSmV11JUqSHo+YyYkPq6xIgcjvjmGHAsnTFA+RbVXEkAmBECTeMewvFAP\/9k=\" alt=\"Qu\u00e9 pasa en oto\u00f1o con la naturaleza: la estaci\u00f3n de los cambios | Eltiempo. es\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTcngIU5Z05lYuhSl1wD-SWQJBmpC7wd5dY9A&amp;usqp=CAU\" alt=\"La hermosa pr\u00e1ctica de observar la naturaleza\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Pasa ante nuestra mirada mientras los mundos cambian<\/strong><\/p>\n<p style=\"text-align: justify;\">El Tiempo es algo de la Naturaleza, no es nada que hayan inventado los hombres, y, ese es, el verdadero Tiempo que me gustar\u00eda conocer. Sin embargo, de ese Tiempo, siempre hemos o\u00eddo vaguedades y explicaciones escurridizas que nunca han explicado de manera satisfactoria, lo que el Tiempo es.<\/p>\n<p style=\"text-align: justify;\">Para nosotros, a nivel propio, nuestro tiempo comienza cuando nacemos y finaliza cuando morimos y, en ese trayecto, en eser corto espacio de &#8220;Tiempo&#8221; que se nos da a cada uno de nosotros, tenemos que <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>r una sucesiones de hechos que conformaran nuestra propia historia.<\/p>\n<p style=\"text-align: justify;\">Claro que, aunque en realidad el Tiempo siempre sea el mismo, en &#8220;nuestra realidad&#8221; siempre ser\u00e1 un Tiempo diferente para cada uno de nosotros y, depender\u00e1 su transcurrir de \u00a1tantas cosas! En momento felices veremos pasar el tiempo como un rayo, y, en los de dolor y tristeza, el tiempo ser\u00e1 eterno, nos parecer\u00e1 que no pasa, que no fluye, que est\u00e1 est\u00e1tico y congelado.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"C\u00f3mo se forma el car\u00e1cter del ni\u00f1o? | IMI\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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alt=\"Por qu\u00e9 los ni\u00f1os muerden? - Educacion Inicial\" width=\"341\" height=\"189\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Las relaciones sociales del anciano - Montesalud\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"So\u00f1ar con un anciano malo | Significados de so\u00f1ar con ancianos malos\" width=\"297\" height=\"183\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong>\u00a0 \u00a0 Son las mismas personas cambiadas por el paso del Tiempo<\/strong><\/p>\n<p style=\"text-align: justify;\">Para resumir, al menos a m\u00ed me pasa, despu\u00e9s de hablar largamente del Tiempo y de muchas clases de &#8220;tiempos&#8221; que los humanos nos hemos inventado para cada cosa u ocasi\u00f3n, la \u00fanica verdad es que, el &#8220;verdadero Tiempo&#8221; sigue su discurrir oculto, no quiere que sepamos lo que es, y, lo \u00fanico que deja ver es que, siempre va acompa\u00f1ado por eso que hemos dado en llamar Entrop\u00eda, y, ese compa\u00f1ero, nos destruye, lo destruye todo a su paso.<\/p>\n<p style=\"text-align: justify;\">El Tiempo transcurre inexorable para siempre mientras que, todo lo dem\u00e1s, en el Universo que conocemos, se transforma y cambia, nace, vive y muere, mientras que \u00e9l, el Tiempo, nos mira y sonr\u00ede con esa mirada del sabio que sabe lo que todo es, siempre, desde el principio ha estado aqu\u00ed y, estar\u00e1 hasta el final, mientras que todo lo dem\u00e1s, habr\u00e1 desaparecido.<\/p>\n<p style=\"text-align: justify;\"><strong>\u00a1El Tiempo!\u00a0Un misterio por desvelar.<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>Pasado, Presente y Futuro \u00bfSer\u00e1 una ilusi\u00f3n que llamamos Tiempo?<\/strong><\/p>\n<blockquote><p><strong>Emilio Silvera V.<\/strong><\/p><\/blockquote>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F06%2F20%2Fdiferentes-manera-para-no-saber-lo-que-el-tiempo-es%2F&amp;title=Diferentes+maneras+para+no+saber+lo+que+el+TIEMPO+es.' title='Delicious' target='_blank' rel='nofollow'><img 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Bueno, se podr\u00eda decir que es la dimensi\u00f3n que permite [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[22],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/5071"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=5071"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/5071\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=5071"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=5071"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=5071"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}