{"id":27300,"date":"2021-10-23T03:22:04","date_gmt":"2021-10-23T02:22:04","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27300"},"modified":"2021-10-23T03:37:12","modified_gmt":"2021-10-23T02:37:12","slug":"%c2%a1el-tiempo-%c2%bfque-es-eso","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/10\/23\/%c2%a1el-tiempo-%c2%bfque-es-eso\/","title":{"rendered":"\u00a1El Tiempo! \u00bfQu\u00e9 es eso?"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00bfQu\u00e9 es el Tiempo? Los mejores fil\u00f3sofos se hicieron la misma pregunta pero&#8230; \u00a1No supieron contestarla! As\u00ed que, nosotros, sencillos ciudadanos del mundo, \u00bfC\u00f3mo podemos responderla? Aunque eso s\u00ed, podemos elucubrar y emitir opiniones sobre lo que creemos que el Tiempo es. Sin embargo, no ser\u00e1 (probablemente) lo que es el Tiempo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Agujero del t\u00fanel de bucle. warp en la ciencia ficci\u00f3n agujero v\u00f3rtice t\u00fanel  hiperespacio. render 3d | Foto Premium\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR9D1HVWULYQYGcNS7zR73kMMi4It767AcSYw&amp;usqp=CAU\" alt=\"Fondo hiperespacial 3d con efecto t\u00fanel de urdimbre | Foto Gratis\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00bfTranscurrir\u00eda el Tiempo si viaj\u00e1ramos por los t\u00faneles del hiperespacio? Sabemos tan poco sobre \u00e9l que, no dejamos de preguntar: \u00bfQu\u00e9 es el Tiempo?<\/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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/juancarrion.files.wordpress.com\/2010\/03\/reloj_dali11.jpg\" alt=\"\" width=\"249\" height=\"320\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcSrwAadFET6D6lgZO1mlyrZKVXIHJnedrZa-TPuTYBNEgMQzL8Q\" alt=\"\" width=\"293\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Se nos escurre entre las manos, no sabemos si es el tiempo el que pasa o nos pasamos nosotros y, en su transcurrir, unos se van para que otros vengan, las generaciones se suceden para que el curso de la vida contin\u00fae.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Fotos de Tres generaciones mujeres de stock, Tres generaciones mujeres  im\u00e1genes libres de derechos | Depositphotos\u00ae\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Tres generaciones de mujeres<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\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 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:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYMAAACCCAMAAACTkVQxAAACiFBMVEX\/\/\/97e3v39\/eRkZEAAADc3Nz\/\/\/z0\/\/\/i4uL\/\/\/3\/\/\/q0tLSsrKz7\/\/+BgYH\/\/\/jp\/\/9fAAD\/\/\/MAZ43P+f\/\/\/+7o+P\/e\/P8AeqG9vb3m5ub\/\/+Y6AABaxeYARWf\/6c0AW3\/IkWnXr4aX7\/\/z58XOnXW3elbFxcWJiYnT09P\/\/+LY\/\/87OzvH\/\/\/h9v+w4v9lZWVxcXFERET3voP\/\/8YAADj\/\/9dFAAAym9oAAGUAAEkAADDN\/\/8AJ3HDk3OYuN3\/8eioiHS41PX\/3MiEe3Zzg5bb6fugej0AUIwyAABWIAAAAED\/7dpmLwDr49bs8fxrlKfCon2j5vKqeHdtYo721qpEgrbSpGBstN25fmerl3x1Y2JrrctVUodkV0b17LQUZqRrVWBoTzpAM2CNVzuCmJ2YaUmQr9QrUJbGsJFKVWBzkrV2U09fdX8VHSEoKChTeprZxatiZnuJbEWlqcvNppdGMUl6wdG8ZgCEPSK2zNmJYxErLkQ0MVN+YS14LQDmy6o3lbngl2eULwApicp9DyCbWgCgTiQAfbTZpWoAH4AAQXFUR1p2AAAAKV7C5dzShkb\/xJsgAAlwJQB+TxcAACB71dBZoaDGx5dsnddZy+O8oljkwnuf+vyrWECjytieajR1K0XoysinSgAcUz4yATqayvVyhaU5CmGZMx+qkp4vKXs\/PiwVc6diPwBdNE1\/knpMa6xFJABBHx4vBRxBtMYpSFT71ZYbCC0hN3HOiDS7jpDNqYmXuXmibXTKyabWr7Qze4TLrlhvbkVmQB2\/bS9cOD2IgqhQX4x4cVQ\/JE2rna42FSpPBx46dHOLc4i0\/ed2sLBrYEB\/ZlgkACKZZQCExv9ra0wRadiNAAAQuklEQVR4nO2d\/0MTZ57Hn2QmCfnGwJQUk6ARGsgXEQK2UekakSh+i+C3AAJWaqVWcStRqV3W1oA9XdT1RG2vrVQse6d3dm27vXbR6p1n1z3Zs91ua8\/7d+55npkkk5CZQDIDLn1ePzAkk2e+vZ\/n83mez\/NlACAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgzDV8PtXfBTV5s\/2klKPSNdtXQKi0KnbopmYZDqK2yXCQpxzlNPBvLpDhKNotW2U4ytONYhoYtlXJchzv9mdlOc5TTL5SBw63yHSg1jaZDjQl1JopoBZPbxNLI2FTVfLfBseOlTkegG3v6ETb4E6zDJczVaz0FJCox7jF0vjE0yilgfelXO34ri77y7+A29DumfQIxhzrwNnYFaU0iL6yKMcjMHu6cVFiX90rw\/VMFaMmt\/RZaKCuye2UorS+xp9g3\/6emC1xHvhlAxN4\/eDBg70F+kjHocbEz5mmw\/NQNcp7oOYIAPUeiLnvjaN4X8W8GTRGs6CBsTa3U4ryZhfe2H\/VEq8e9dX160DokMvl+vUHwHFsa\/ithAhs5O1noAbs8fmWTStBk9Vq7Y8OWA4sRvsGX5tBDejcbJGNnn4axTQ48Q76azn+TvybobpiwDXcmH9YDE7CatOp3wgSlCINhk4DUH6GU81\/dlUvbmEsWa7QNaZjNjSozOmUorC\/XYY2ref+0cMXbmfJDxoPV9Ufv6nzLn0CwPnTiQR6pAF7qguA4Y188WBsOrxdsjFX1zINYhro0+1M+2USIhpIJjQp1ETzFiINmBPnHvVd4Kx6Gb3ddXEhfpqlbeD5C1CDoRcWJ64SaWC\/1AUbFnRKPWjJux8pc5Hp4O05c2\/Db1J3hdrPUo\/fa2+QSp5nTPmi7yy1+p\/e\/0AqjUmhcIx\/6TL890Nozpdji3J5YTFwLEVVnBA081iD8xuRBiP0c0CowfAkDegZ1CBeT7xSnbIn\/MaoGRjWLiiSSp5nSvoYOtzzLMpVz0mlMSkUEuY08CINxrlsfBmWAfulAehew13QV6Nycv4TtGPXWaQE1oC5AncN1zUmH2tWNPCfSbkK53pcnoevS1YQbEkaWK7OQ+bU8nGxVBqsgVOyeE2Dsbjhxs8YgN\/Bv+N12KwPnykClkuoHAyi5u\/vWoBW6JOxBmBQ4JPjLHlxMZgpPDENhv\/5\/qtdusQOy6V53PfSkRNTki3ijW39GkndkAZsvlw+z9kb+0\/P+eTwvzQyV7mrZk\/1gOEF8EzesyiHOY4VhY8JH3bpOqgBc3yr\/WKqEVhSJ0cAdmq4eQ1glij2CzNDsOQa3qql68mVSRqc4GuFEvEldE7oDwJyFQP4IJ+knD7sq4HW3b5tL2wZrFJ1I7GDa3D2cnYcEvQvMH0+3xpoaf0vqxpS73LwNJgx8vlaHHP8ORB+RmBCRpDvGlutUh2RTF8j9K\/PX4CmWLtKpboumYa2AcchSWuVGS2UWc9J\/fy6WKCZb6PJwUy20WLNXOe\/FoByYW1mpA6ZFfulDHGTpNDP8xfeQ5vWFdJpoAZlOQaZ7dt+\/MDupt6ejz78W6xOM3JbNgNSMSDXkTIT02DkJrDsWXwjYaTDX6I7C5akGsoUkjRgT6Ar159YJp2GVoM350\/\/UoWMFYc+LjaDHbge8U3sfME35HKk9sPZRMH10jZYDF4Dw5WVwPlJdDSxwzB4bjEIHj6TwXWqUHss3okb\/e6oWb3j9xnivm7AFqb+RD2VyxfeY2i7GXi5uEJ4J1+X8O6Wy8uEDmSjpvNSVl6E14A1NgLtvlGdcFeQovZm8K5YA8uVFXFfbrlDUY1MxnOO10HVHO10rDQY9u2vOQINsKWQpm\/i5zq0PGFW2MinZ1AjxfnZ5zsLQJPJZKIawT6o4jBnPMeOxRQt78xw6qkS\/UNWyQazOb\/tYFbniuOqAfWewML+xsw\/TZAPhldADdT+kpgG0beKvLth6S9vU3P1MOcXAtOuZy6jhiJbWA3WtpjVNog5es3SyK7iMmvw32PZ3zmRlIuypyKDCU6P5XE25XBSqGGaGPNAfeTTFlf\/dBLlg3JclbEUxjQ42QVvex1gj9\/nShSzbe0KoXstQxqUQeGiL3IPJ1ipOvBR\/QS31xHXAASuZXsnSTikG6aiyXAf3HRJCTVMG9T7ECr8KKiaTkHIh22jJA1wsG1ouc7Z\/WsaV5jCbV9P0oCpgImCX6bJaY4NcRNgoeQYWMFQ2TxLeJmZLViAG8En9PjT0aB+FTcAUPgUkAbjpyN7oY1Imya4GqdZI5TIlq9dm6yBv2QZH6HRl9FPUDYEvAasB2+QBixK5Cj5avJJHBsSX2qnfj8SJHlB\/r5Vme3M+Q+zORnUQD0ZdBUpn0VAGlT8cSVz6snU06jcaTUYfAFnPhTCCVTHNBjn3HZcgyAXxEoGa5DmNnJmmg9T\/\/G03GIMmwmYqEnAO3ILPrrFLwZqYN8zDzi\/Q94x6Uge0TT5bkOKBjjQw0cHhnsLwgtMpksvdiNJvDewMNgfIAMWvJXWFkENXJNvI1ck7jst4YVNo5l+k8YWTac3OJ0tyke1kmow9JpImnS2SGVK9Qfg\/Dozu4drmQZWwmaATX1+RbHAumENwhuLQdmZNDEOgT9QginbouF5piJDX41KVV2\/OunH9atFqlnYE+QwysTt4dKP3C42XOk0Td0XqgCvgX\/9Mj1qeKmBfXdD9FgR6OtVRzdztcuvTwt8suHyOXQTa3vsF9OYIuD4ItehXfJg6IPX4W0BuwbAnSSnrr2TvsVnwp2QmTRg9omF7Hy0lUt\/twGw+9xCoaOUpF2EaQZR+yB0w0TBssveOaIDXmoNarVR1BE+90ePJGr62ghloopQnDP9gRPtA9lg+6RDleKM7wVDnd4e0ORp1mo0nmJg8FSFHtZr0jRcPG43NPsZNXB6hp6k3WE01Yql9x9xdklVr1WoiyUr7yVC8FhWLSop7mnK0993JvQV+\/\/S8uzY0eDDimv1\/\/HJnTYQ6DZFNn\/em7Y30o18AfcM+3xrRIbtqw3bxJ6WjwbpNVDr+iSDrTCN90s5hxJGX8kxED4ZNfOf2eUSbweyQvf+q2NR4Kht8FrI6uw1W8tqruWlz5VoRAV+hoP3TRdfSN9rrI\/UipVzm5gGoOmwZGQapTmRVU1ahG9iTaOwHL45irKHVvy+JWH7JlBuLu1ZbfxslL2xKNDpfOi5vq3oTyJHo21AjeyJ92EBCG5I0\/bBDD8U2WGjqZTe5MSVHBCxRTZU20ODgUfkGqSOOMUXKtYtR3lguZI\/LDk0RDSxy4U0aKpqcnmamTwwVgXGXAUa3ZjIlVEqbqCjBabyPkBZKFDjq6nxCSsZavVd0f5knzt9MdCqQ2LhFsoGgAaVn5z70QSwr\/B1MhHXNTX05li\/7TBs88P7lifylAFrZWKwafCNImC48XntD386Y4o5uAhVDe5S4q0Od+3k5oWDGtUFqW6xTgcaloM8XCHbId8txnJs\/cc59KKVvb4VRA99j6rM7GeNkvctJx7aZY1pEGhDM+Ec1wWjjHYMWB5L1jeMtC1Vg779RWUS4zDcJldMg9B1maLMIBQbxDHelcNR\/B1bvR2LRnDz489yOqsM1BpjGvBZKdDgXBhraw2t0wX\/W7ozaZIGjlvV4JT4DdiMaLSvhsIfdslVp78bq2JVcC5NEObR870R\/MaQEgHih4zo0db+eGtwOwjjgRkjYq1+BailXZwGQc7vOicK4t369sLMPb50LZX0WT\/0TAZrYEIaKDTa1L4HO7K+C3QdrwpzdfPj+8Wo3teOYh3DC6i\/CBytk+\/G2\/XZ5zuLkQaO7WZOg+j\/ZBe6zoY8msIahM\/2ezxrioMXr7EnWx5xtjyMht0x0rMTjZXJ852Yk0+4QSeiuGACTY7dRmJwEYvgL38ROsn3g54fgDIMmIdv6sDQwkXOYw0gVJgYhKnnuvGY384Hret09tWL7R2LS7EtQhGwmcLGzRkLPnidpukBUNEDmLUL+NP732oE9nbpdoqVTi4HzFqowfuSsRuVchpwEYt7jSjgjceK2gvfQ\/MI2IqvzCB8q8H57SgIfScYRcqFDFG3avCn6nBlG4i+\/BBbp+CGmYs\/qWvd4jsDf6W+z9CYtdEpZqX+pe7vRyV97UGrYhpEf4rl3nEu3udfOh8N\/v3b1Xlm4C85ClrpH1YJ7whrYChdVwUcyQ89tGkGJ6PlS4Wu1RlGOYLUgY44TYaQ++suYFTIH4T5rmagr+Cby1dXQCO0sbjshUYQfncUGCpobkCtvqkK3RrWgFmLNUhqoYY2KRoLT8YmUQ6mgnXaWRoKcFAhDUZiGoRb+KJof3V\/\/oN1ZjawIP9H6N7KBqLru9D3lpNoqK9Ag+DSpIce2iQWNJgTaHyKLZQQ0yD0vaAmYdnENVdO3tRBlwDCJagpbYiMxssBKL8NNVifVFGe6xrQSmsQgmWb1fBmlDl1E28HbzdDt1wNc73A0nMaOF4sAmXnkiKWc1wD2EhWyhZFbyENQpf+6PPtbsPeTB3djcyS2vF44lk0\/btL\/f5OQQPGv34Zkupyi+VXyb1zM+oPZoF84FNoNtrYt8ig9JkgsI0TeVQF+G63MYqzNEyE6hZIELphMo1yX6c02R2bno6+UaVQUTnWA0SRr0czuGFGYqazRg2l1MI53gdy5d7gt3N7CSmXYuUAXJHLk45\/MpML58wCNYotXrTkpkwHas0wh+XvHql1jXIj9IpM2XfSTO25hnIaaCskZ6ZPGefEzE2LnR2U0wA45Ombk2kOw1MMpdTCOZB96UZCThfnZhkO8nSj1MI5CCbH9bAwYsNQ5hCun8EaugQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEws8YQ6QfgIhVjjd2E7LEadzyxP\/o\/Xcy\/5KgFGqwoyHTonWEKRCyCsZVNhnRwu1N\/dy4ZcbaL7Az2qZ+NK5fOxY3PvpIZQOI7CYa5Ej0x8R75PSByqPNwNL+xUIsy9hLvYIXh9tXrUfvPGO39NzbWQzQKrbXm0F4Ak25mIXLnlvsWh\/X4GoXN7O9HGsQvZU8\/l5bgTQI1xUwV+OLu6MFFB29gJAbzpKYBkNn+HknWINQYcpiaAasAXq5Kl6dF3K3plMXrFmDC03ICC1VpJ+xWpvhv3KtjzZ3acrDcA8yrkH98UNURw+SAWswVNeuOitcOgBr4N30Dnp\/4aRFUMd8o1vanN27\/zpadv+65+05P4MlZ\/AcdpOJm0od12DXhU6zYz3K\/EgDy6sLG8BV\/MJAyw08TTehwfik93g6fqoGJz7s+9uDNrDr3SrQmtWaoD9fEhqgJ\/v17UWcBvY9X6H3vh7FO\/Bq+FgDO3o395KNKYu7a0uRmdI2B88uAoNo4TJ5JuXNZdLbIudS+M836DVMSAMGvSDP\/xNayMGQh\/0E5w\/+3AVA6e2UpjGLFrDTm8HIHwCzZyVw3jZLL4BHAJG0toj9X2hB3kRZHvuD8eUFILxAuJBdxTxYHYrWFQvqRSCWFGoQXone+ud4qRqUdkZmZmXWOULTFrqlChjGHumA4\/ePAgM6oI28vXEvFKF1wvh\/gknShsin52B9x3B5on37pOV7g\/uNdzp17HfVIHpbB8qv7yUVo2lQr8nTVAF9HlptqV6D3pCgt8GvdMgEaYQWRZunycvToTmPmjTT4Js0sMSweWbANKOlm4gpIhAIBAKBQCAQCAQC4WfL\/wMqsBv\/d2CMIQAAAABJRU5ErkJggg==\" alt=\"Efectos cu\u00e1nticos de la gravedad sobre fotones \u2013 abcienciade\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0El valor de este Tiempo de Planck es del orden de 10<sup>-43<\/sup>\u00a0segundos. En la cosmolog\u00eda del Big-Bang , hasta un T<sub>p<\/sub>\u00a0despu\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;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Big Bang models back to Planck time\" \/><\/p>\n<p style=\"text-align: justify;\">\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>\u00a0veces 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 style=\"text-align: justify;\">\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<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www3.gobiernodecanarias.org\/medusa\/ecoblog\/jlorsal\/files\/2013\/09\/Foucault_pendulum_animated.gif\" alt=\"El p\u00e9ndulo de Foucault \u2013 Blog de JOS\u00c9 MIGUEL LORENZO SALAZAR\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El p\u00e9ndulo de Foucault<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El tiempo, inexorable transcurre y las Sociedades cambian, llegan otras costumbres y tecnolog\u00edas que hace de nuestro mundo algo distinto, diferente de lo que nuestros ancestros conocieron y, as\u00ed, en alguna ocasi\u00f3n hemos dicho, por ejemplo: &#8220;Si <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> levantara la cabeza y viera la F\u00edsica de hoy&#8230;&#8221;<\/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,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\" alt=\"La sociedad del siglo XVII | lclcarmen3\" \/><img decoding=\"async\" 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\" alt=\"Siglo XVII - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\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;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Horsehead Nebula ( Mario Lauriano ) - AstroBin\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">IC-434 Nebulosa de la Cabeza de Caballo. \u00bfObserv\u00e1is la enorme cantidad de estrellas nuevas masivas y azuladas que radian con fuerza en el ultravioleta ionizando todo el material de la regi\u00f3n. Es un lugar de incre\u00edble fuerza para la formaci\u00f3n de estrellas nuevas. \u00bfQui\u00e9n sabe lo que podr\u00e1 existir ah\u00ed dentro de un mill\u00f3n de a\u00f1os. Lo que s\u00ed sabemos es que, las estrellas necesitaron diez mil millones de a\u00f1os para hacer posible que nosotros, pudi\u00e9ramos estar aqu\u00ed, ahora, hablando de lo que el Tiempo es.<\/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=\"Mean Free Path, Molecular Collisions\" \/><img decoding=\"async\" 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\" alt=\"Imprimir Test: TEOR\u00cdA DE LAS COLISIONES (10\u00ba - Secundaria - colisiones  intermoleculares)\" \/><\/p>\n<p style=\"text-align: justify;\">\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 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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Newton.newton\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El c\u00edrculo de Newton | Imagen digital\" \/><\/div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Dedujo <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> (al contemplar el efecto de la luz que pasa por un prisma) que la luz blanca corriente era una mezcla de varias luces que excitaban por separado nuestros ojos para producir las diversas sensaciones de colores.\u00a0 La amplia banda de sus componentes se denomin\u00f3 spectrum (palabra latina que significa \u201cespectro\u201d fantasma). Tambi\u00e9n nos habl\u00f3 de la Gravedad pero, del tiempo, se qued\u00f3 en silencio al no saber que decir.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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i7LcCqouoOyvJkGVkSI1KsLtuGDTtaBhjbPmoB3SllIBDwulgN1B16g4HVYm07xbBMRPK3p78DXgzbYn5\/KzmqpUS0B1MbOoQA+QAI387xg7VqlbSBpUEM3PkwncQCpnqxkicCGz4TOuhsQEdZO6XFXqTHtKALsomAZBltLKRMhZU850rcb81m3rjLoRiJ28o1tDdwWplftD3diRpLEgqNQLBaokHdCDIKkqWS4gFAJe9rk3ket8apxrLt3ZambG5XUw1KAWABU6VcAAhok6ANQEkJuYymWqVCa\/icU2dURlFSC0BWCnY3YE+yJmJv0RXKIMXyP8ed12L\/ABHtC0uwUOKlMpUEfcItcRoaQIPkd8aBwvixSmmqi\/d91TI7tK9VoOzEd2ARA1E6i0m42kRl+GO1J8vTypy6sdTtrZ2a3gLEyzkMVaR4RGy3xezzKlOg2YqMzolQ92gaKjjRCqwsNwNZNwynFYqkc2fMss3KgxkM2Ktc1EZdGmmoHegt4Wcu3dIWF17sAmGhDI5YX04F+q5Ms7M9fSis0wKZYgHQRe0kAnm2qBiTgGWpZis1d6f2qqEqo2t1cnSabRVJKMml1gQRqBEDdiPCKLawwdla2lndlXlKqzEITE+ECPLbDEW0KnAa9SlmWeXqIV8VOx+zRJ8BqFQBKk3IEHzs05fI1jTp0qrWVEDgTqZwFuWtAlZKqAZjxEWPOT4DRQNPjnSBqjwqABFo6XsARYjqSpoqjStgP7xjyuZUbgDYDbAN4BeL8Ap1tGlVTRqgBAEIYICCqi06RBvEekEOFZc0aNKmSSVUSd7tLHe5uSBzti2Yjz6\/W2FPtF2xp0GKB0BBKkm5BlhKpPiAIPiNviMBsCTfQ0uec\/M\/XS\/LHhbb8vrbp7sBezXGDXplaqaK6FldR7L6TpLpMHSTy5SMGl\/l5zzj538\/gUBpp0z0wL2Hw+jtj2b2mbdbj326fzx8ifh1+p2+YPp6tOdrH08vlEYwUeAT5\/L8sc1Fmx5dT19RiSI2\/M+788R12PKPhhWFGG0qhV9QYqwuGUwQfIj4YO0O0PewuapjNC2mp7FYR4f6xR9oBcxUD9MCH4glxp5xt8z\/ACg46PHF1BlQD+HSw93oPPBoa2GhwJK0HK1hUJCkUqw7mrboT4KrbzpIMR4bia54fURitSmQ62IexHLZrgevTngX\/SzsLEDb43NhPL8sEcn2qrAaKumvSA06Kuwkn2HWKlM2jwkC0kHBVCONk\/cETqIAMz7vTlfrbpbHa6AJ1ah89tuvl9Rj6lTyteGp1TQcn+qzDEoTEjTXUeET\/aKvr1krcHejC15pE7FlJBEAjQ9MsGER7NvDvg2SliaR0ubAiANpv8uXP88VuMUBmFAYwyklW3g7EW+6T7\/CN8XaPBarau7KVL+LS0FZPNahVpMnYGbnripmaZpka1ZCeTKynps0fht7o1kanHaFql2cckanUDykmJi0gD5xbDXl9KoEUFQohd9vMR5mSN5OIEqR7\/Pn9RvPLnjwsL9PUH3kzB3b4cthjTlOfZcSrcXi8eWwEny8o8uZGKHHKnsi0HXEiSBzJAv56pAkD0PoqdN+Yn4c998DeJ5o+ABxuJEHa1iYspsSOi4E3oOGL5lRMxvva3PfUCL9d\/4c8M6U6ez6BIDa6moiTOmyuDEX58rYV81UJUc5b9oMFmeg6Tvvc4PcGfvKITSTpBhVjVAMQoYgPFrTMbchjkmm9o9jFJJ0zTOFCsacd5oDXB7iwLXLA6lgyZ0n0AwfoVCUVngNp8UdRzE3jnGEfs52toIndd5MWAbwkRyb0I3I+OGvK1iQWqshSJDI3g0xuTuee5g4mm2WaoUuMVz\/AEihAuvdgWJ8OrU4HIkrrHUzHMYO5GhpWovN6h0iYiKFNCsgW8Wq8bvzkAwcR4G3eU8wykmo3jUxqSmI7un1EhfFfd2E4tZNxCFwWZglRm5KXBgybG1JQQDuFNpw+1om3Z1xqlU7qqaQkig6015a9LBbXm7Jbc6BvzzfL5bvmWiyDMgUj3juFp1W0amZEhxqGpgRJBN56jWB4iCAxHhYbEHTDCSHJiQsTBHwhTzRpJmWVssACwVa4GoM5WfZC2JaVCiWPSDIviObLapoC0aRbQ4rLSFSKoqsjKzICzU3AMh2VCLFoUsJ9qMGuIZHQKigEB1WL0o1Uwp1lqymmjNqqElUnTSJALEDFrKqW7ukRUpvTk0yLnSsqvjWRq0OAw5kGdUgkbl+KLX00yzrTBQiU0God6YLIQEBYq+nTDHSJGxsR0Q8AWrTSpSWmf1mClRTWoM6gSabqgfQ0d5pILD2FnTOCnD\/ANZUhw9SqhJDU6oCVFIMMNLkqCDeQ4BtuIOBj9lFNepUVyiVAzELAYMxWQDzQmdwCIaJmcMWRBo0kWo+tlBGoj2gC2nnchYG52354z\/cFp9F8kxf\/afQ4gqVQouQLbm3nebDl\/DADjXainRBLMBba24g2i95i146XxmvaTty9bUtMlVvERt08\/XfzxJzb1EeMG+x87S9saVEEKwZum4jbY7++d\/eMbzucZnduTSBImBOyz7MRAIvHqcQ160mZnn8fxxyBNufLGjGuy8YpIYsjxWrlny+ZouSoUAAnmmlatJh0Mqw8nQ7i258PztOtSp1ad1dQwk7dQfMEEEciCMfnvguaHio1G0pUIIY7U6onRUNvZuVYdHm5URpf6M+JujVMrVBBViyg\/dce2luohunhMe1h1pk8kbVmgqTefy8r+nLE0\/x9PnimDe3L6vPP08tsS0nt5A739Om38sMyCJGYc\/r8RG2IayiOe\/L+eJEEfXxxHXN7\/x\/LCsZI\/P9SPmfrpjinI26c8dVYBI9ccTafT3+4W\/3xhyR1YKCVIBnSSLHafhj2lX0hgUU6gLmSVMydMMAJ2MzYnF\/iXaCpVy1LLME0UySGiCeXT8MBadQz1ExH4+W2D\/AFfo2dkqgVzVZdS01LMI1SADqEReRIPkTgx2Uc08qQSCzladNXI0sxhj4WsAVpmTG5BJBwH7IZqiTUo1W0iquiRb2lZWibBoab8xuAcM3DeH1+5c5dabVF7ymuo+0A5QlfukQw8IIBJHUTzSnUtnRGFx\/oP0srQVAjZdgZLFqZYBnAgkCoGhd4kna2KnHMzlFY5eo1dJCsYAYMLkexHslTMDdSMZzwmvVy1dQS6Gm6BkllgeYHhIgjqDIN5w0dv6UVKJBMdzzi+lmm0AGNQO33ltfDSk+SSIRxpRcmglQyPDnXw5hTz8TVE99+cgc+WLB7PZdrqaZk8qrdPMz54Qae14sR5CJ38xfnPwxCapT2SeVgee0WN9p+O2C+a6f\/AQWOTri\/wCjQH7OKLhEI\/8AUESfVvP5YFZ\/s22qVoyI5AH\/AON+uA+VqVzTNU1CqhggUxu202naOY3x2eJVkCuSCpcpIkENpDQd9xcfywn1cifh3w+AkuSbRPU4LVQEdwQDYjQd7xytz+Pvx7kqTIxUjRzuIvHKIM+fliRuO1qbFH1KRB3kFTcMCIkEE39RvOCXCeOmtUFKZLyI3PXmPX44D+Rk64ob\/DkupE3EUp1tLLT7vMAKCQQRWYKs2gaahMgdYAgkyCvZjMo7IHB0gjSoW2rcOwmNIkRaxuRABxPk6FVdLqw0lVeH8M6i2xEEACPIzttifs9QNEvKwSfLaBGxMklv\/ifLEpZJdtCJSSqwt2mrtToa1UMVKkAz18REEXC6z6gHA2nxMIitpAVtI3ggG4tFwBAgSbwJxe48NVJl8rf9WqmPcNZafKcBeFwyU5APhU35WF\/P1g8vc\/LluiuHFzTsO1Ky92fAJVFMEKQC06BF\/FEmOQjCV2s4j3NKFpEtXJQsi6dO0ksolWNgu9wxAkYY8q86WY3Zybn9pSbzJ+6o9Bi9WpIFLNAXmS0ADaZ2HT+GLQlSEy\/Fvd7ELtDURGpUP1kojUVpKGYg93tqOkBQGEe1Y93F4jF3heZqpl9KMiFTqNOujwQ6qUCtIIQ6WkgG7MCQRJF8f4dRqVqlR37yjKMBBBsgUqTGrRY9LkXuZAdo+2csdBLMZliZvM8oHQQPPDc7f2nAsb9NAzfaAINlVdJuTOzFZvF5Ujlcc9sJPHu3YErSJZjMufKwjYDnaBE2AkjCbnOLtUoKrM2tHMdDTcAkTy0sthz7w9Lh743Bv8mUjjSLvEOJVKzanaT62+r4rKhb8sdZahqxdo0Dy+YkfLbDaRRIoLl2nY4K5XJT6eV9ucYKZThMXMxBJLBdrwbxa3yPTDXwnsyzoXY9zRUFjVqnSY6gGPCeTtC2EarYW2+hZTS6E6pwnRLgz+6BJMCZHMwJJ6fjZ4X22agpCUkd1VRTqNI0abXAs40yoBiLb4ZqvapKbfq3C6Jr1mGk12BYwLWmJUeemmo2WMddmf0ZokVM0RUYX7lWhAejsLufJYEjcicMoiuSS+4c+z3GkzNCnWTmAGH7Lj2gYHWTys3TYshv687j6uenPEFGmAoUAKoEKFEBRyAAEAbCB8MSIJM7\/hsLX2+984vGHOa96JflyHpa1vdiOs5nb3j\/AGxIvvvucQ1RGxj4\/wAPTCtjI\/P1ZjJ9+K7P8j64tfrJDGyb86dMxfzU4auHZOkQJp0yx606fWNo89o+6elklLiWEtn58\/r+ePFa1voY0PifDaK1Cq0aIEDZEIvP7p8h1xD\/AEXQYf1S+cDrt8PhfbA+ohRCpvfpB5fX1GNS7G9o0q\/q+W0BW16XJ5oVaSrATJbuwf2hIi0kYOD0OdFP+4fmPPA7j9BcvTWrlx3VTvFXWhYHSVqEj2v3RhJcZ6KQnxNezHC0rKhq0aT7GXGsKbnw+EEdBN9gZOKvaLs8uZotSMK48dIi8ECD0LA7EdCLAjGV8C7TV3YLVrVGMggl28QEnmd\/SPfz1Ps1xcVYptEaVKXiDAEC9pmw6AjEHFxdM6VU0Y+aTJqR7OrFW\/vAwRPu+B6YP8B4OWOpoIt4QZMHyW4Jty\/DBztlwLTnBU02qqCTFi6ypPrBS3WeuLuSpBHI5PDDyKgCOfQGLbYs58kX+J8VR+9lWlwUBXpatdGqCDPtqd1NrEyBe3sjzlfy2Vap3tAxrdTH\/r0SSInkwDj0Pwba2Y0NDHwvsT+1BOljMDexPvtcAOMqaVfvlJuy1FG3jQDUs\/Ak\/vkcsL+52tHmVpU8zSRGMOFgNzW5I5SRBuDgTliaVRKosyOG2jY3+V7jni9xGlord5SsH01UPk9z8G1CPQYizNZqhBaCYAsOQsP4e7Ct0MoKSNfV1LKqxBoCOY8T00Tny0n4+uJ8sqVFR9NtTTHkXEW5gqD7sL3YjMd7QViRqRe7P\/tVKbLI3mG+WGjKGCw6VXPpq1EfMzinZ5E1wm0AO0RFKhrG5XQIMyZTS22wCOZ88DuE5MmjTMgkoIHui2L\/AOkLMJTy0MY8dPTtG9WfSF1GfTGdHtfqple+CLTASBIBWBEgXYmGmZ6eGcGq2UxZ+CdjdxDiS0vCCGZXUwpkLE2JGxkRAva8XOE3jvaxVF31tLMEUwqluaiTBuYkHbnhR4x2pZyVpDSu07W293x5nC5UqlrsZOGUL7JZM0p\/wF+LdoataZOlTyB\/P8euApOOkx6lPFEkiSRygJOLNGlO3PElKjJ28tvj9eeLncACdvM8\/r8ffjNjUe5fLiw32Jj6+r4ZOznA6ldoooW0m7bKjdGbkdjpAJ8ueOuA8OoLSOY4gWpUpXuadwawvLKo8boLQQVU6t4wS\/pfO8QXusnTGUyi+A1NvCPu6lHS+imLTckXwON9k5S8Rf4lxXJcOEOf1rMiPs1gJTa++4U+uprCy4qrwLP8TIfPVDQoDxrRUaT\/ANKEkrb79SW6AjB\/st2Qy+UhkHe1h\/zHFxG+gC1MWN5LX3IthmaoBuOu\/wDPp8b4eqIuaXRT4Rwejlk7ujTCKd4uTt4mYyWP8bWxbdef1zj05bY5NUb7i3T3b8z\/AAx6SOt+f19DBsm9ninmbm94sRadjcbf4cSUxHxE+v1e+OCb8tj6\/Pl\/O2JE6eXTkP8AY4DMj1Dtz5fXL6GIq5v19f5H6vjpZ6E7crzyn0+rYirMOcfD4c8KMj8\/CizPYE35CfyxoHCclVKqDSflPgO0z+F\/dz5Z+92MdcOXBKTKF\/q4sf6o9QbsX\/e5Dkelp5Oi6D3G1+1a\/Ugz\/ePM3ux6b4iSmLiIkHoYvtcevwxb4w+mq8fj5EmLW2+hiBTIYiOQ6bTMknyHxmDGOdGok7qfX+Xz846+eF\/twunLAi\/2yRMfsVvPyI\/hhmpIYJHIAm0X1QdQJgEHptcXwvdvyP1QEGYr0xuNtFcD2RE7\/wC2Gh+RqM8o6iwi5kRG8+XnONB4VnXpFUZpZRTeRNi4ki\/MMSOh5YWOxeSFStcBiCBB5AzJ98BfV8aBm+z1TVUqpDsrvScD2mNGQ7oCJqeyZAuJmDeKZd6KY5VIdM3TOco02WzBi6gtBYDwt6XYWPlfnigrDUyQQ6boRDL56eY\/eEggzOF3gfaHV+rvE0aDshM2qB\/DV\/6QrqAOqnyw+9rMjrRVMF0Dd25kHUI0kMLjYao3hrXwsVSO3Fmalx8FXtJRPd676QwLj93aYHSRPlfFBJr0zSN3WCsnmB4Pey6kPnB3OGHJqzoUrLDQUaQIdWFiCLbWMHcHbbCdkapQsGJBos1Jzz06o1e46XH90Y3p3J8lRzRHeZcr9+g0rP8AZVIHMWhvgAcUmDCx53H8cMOepCjXSowAp1tS1ABI8R0VRcjZ\/ED0OANeiaVSpRMkIzLe3XS3QE2NuvLbCSQ2OSY3\/ouzgFWrRJs66wP3lsSPUED3YeMzU7vvGgwWyzepL6YHrA\/xYyPsxn+5zFGrsA6qfRvCdz1IOH3t7x+plkAoZV8w9SrTWFmFKhKik6QTLEwNh4T0vSG0ed8yHGd\/qCf05Ui2UAUGaZSrI5AF0P8A+Qn3Y\/PveHnfG25vtvQ4hTPeIKFSiG7yjUaxUETcqJB2ZSsja8yMg45kRRrPTUsyAyjMrKWpm6NDAG4g7YrC9pnG16D98dAfX8MSZWhqP44KZfJzuCTHL8NvnhmzFKllyd\/5fQxcy+TJ5GOX1tODOU4YbDSSSYVVBYk3sqiSW5+7E9StlqA+2mpUkr+rUngyI\/raq2QTI0JqY\/tLGFu+h1SQKoZNnJCBYWNbsQqJNgajMYHlzN4BOOavEqNERSAr1edWovgTp3VM7sP236WUblyo9k83nELZoihSpUzVp5Skmk6b7J9xjB8TS52PUIXGHpGoRSULTTwrH3urkyZJ5eUYZKhJXdM94fml1mpWptmHN\/E8LP71iX5WkD1wy5PtiAdNSgAoAjSfZANvCduXP7othSXM26+X5fOMXDmlZbi8fnufWflgNmeOMuzV+FhayU6lJQ6sLRtsZHszqnlY9cMnBMqNwxBt92Dc+YA5fgLXIyz9HvHBR7yk96TgEqTYMJhhexgx\/tjWOznEO\/pFwNRB0teDt4bAEX8JvEFiBbCqW6Iyw8Xa6DWYSV28hLJz1RYAzy6WnCRn8jJNkkkESwM77ARJ38I2nynD5mqkWKhWgC6uReYGohVPphf4vljBJBEAiVVjbkCO8AJ28QJNuRth0CcLFc5ZVB6A7wsfe5AzcA9OfW31OireymrbYDfkdgRMz7sX1RhMIwvbxAHxFgAYpMdO4mSOsTOKeYbUpZwCBP8Az9SzckHUgKttYpufScRcSMZeD7JHSUMdfIc435cuXLADxaBB2g6T67bW+ox5SCi6qpGnZajXnZogALvt7hfHYXnoOk3khSCTexneI9fljJCpGW0qUuRKgTzaPnyw+cGo6gsOmoaPvqJNjY6tzG8fjjP29r3nlh44HTcaYd91j2LeIRunWTvyvieTo60HuIp9q4ABAJsBFovzsLY8pIJi55mZNiuoGDN\/hzHrY4lHeMQBubC9tovsOWPFqkqOVpIA8mBi08pvuAdpjHN4FElCmSLKJ8UeECfZiB03+A64Xv0moVyQ1b\/rFOBNx4a\/n64bNJMAiTNMsSCbhahYCbAaiFI628sK\/wCk2mVyEcjmUJkbALVUemwNr36YeH5IZorfoP4fqrPU9FuNlF2PxNMe\/bDjw3KRxDunWT3+dqK3QVmLH\/sZlnqxGMz\/AEadqP1Kspcq9Fi3eL4g1IWGsGNN59kEyFvBAxs4\/wDqoAgoabVVIvBZaYMH9kwG9Z64tNNMyQsdo8yaipTuandVKtXkS7PR0+pCKL87eeDvaRlzVGjTDla+gVQYkAQUaQfaUsD52mevlfJqOImBYim0EWvUUHyg6THw5WXjxZUz6UNU9wGyzWEBDUfulEG5XwT0BA3Bwkd3ZXB+aPslxOpRZqdRxVbxM9NlZH5lioLMu0tIcg8h97FTjtIJmhWAmnmaYYGN2UaW3Fjp0mDzJw6NkEeojsvipmVa4IE3Weanp1HrhVy+SqVcvWy5QpXpN39IGPC6kyoIsdamZn\/nTfBqz0IzalZPTo\/rGWqUyJqJBvzKgKRvfUgT\/qfAbiy95TpVxcwKNQj9tB4GP95I\/wAOCXZjOxWR19mopBiAQfDHpcLifN5FRXq0GgJmF+zOwWoDNP0hwy\/3WTrhWrRV\/bLX8ihpBFz8\/wCWNPyXEe\/yj1ARqbLvTqX2emLk25oSfOBjN0okTIIixB5Gbz0M4Zux+aNJyYmm4h1\/duNQHWCfcThIPwPysP1IWvBV7cBF4plcygQNUqUWKAg6hNMrUI\/ekqeU0zeZg\/8ApX7M\/rFE5hBNWgCWP7VGSW\/wXb01eWJf6GSrn9bU+9fLLTQMT7TABlciYMFidjG33cOOVqwbjlsR+I998dClo8+GF8XfpgfC+CiNZbSIHjFxHy1cj7+W+LX9NUadQKJURd0UPpESAokavF1IvHIYIdq+y1ejm2ymXTvqeYGqgpPsAsdQB1AJDA3NiNJN9peF9iUoV1p1yKtTWilV9gE6TF\/bIm8iN7HBdekoYpSlSK365mK9MjKUjlsuYVqzMTUrXgqagALL7R7umAogzO+NH7L9jstklRkGusYLVnALDqEFxTkmLSd7nA3iNT9Y4mKQCillylJQLAsAGew2A1aI5ajibtL2gAqtTS7qIZtROgA3gbaydQB358owrnR2Y\/jKl62Ve23EalChmc0rd2ahTL0CPaKAjW\/kvhqxvOsbTfEjVOxxq3bHNq\/DqFHQKdSpWpUy3NqSBwhgXZVkCOo88ZvxDhrUnZHBVlMEWOxIO3SIkYeNUcueMubT80UadUrcGDj2nV+GPWpfQ8seplz9TgkaYQ4bVKtMxyt9elsOv6OOIhs93LqtQVqbIFYBhYFrhjp+4Pd64UuHZX8fLrtf4e\/4MvZfhJpZ3J1XAdK1aooHiB8CQCSLgMXNok93hfRpPVGv1awpAotGmCxbSFHdgzBiBfabgn7x5RgPmeKupClKdJtwv60rEXvJamwLC4hztMDaLXGOOVlhaeWIBBBIqujtqiFDd3cWIkmZg4o0MiRpcKcuzG71O5MnSSxEsjEC8+A7jwncMc7ZxmKbaVZ0ZpBJL1ZgttYIAb9ACtucYrVWY7aw4Bk94WtG94hRpBmRM23nEufyOXpuuuqjE3MUUpTcW7xkCmYJPMqOpGKQo0gSQqklrBHE3MtqLVCNSnqBf0xiUkcI7IGYl2uGtTQ9OhYc55ATBuLxv5h556gqyb38RJkiDy3xLUpB1Zj4hNwTqtA0HUWA2g2J9ryOKZydNSSVRLwx1IpLcwRTYmx1e0TGwxmIkZ5SA13YLfoT+GHzgFBTp+1gSCLPfYxt6YQCJeJi+HbguXAKkFjqKg+JjMbiNv8AcYnk6OpIa+LD7V5+6zcrTJtf4c5kYioUz4SFgSAJ3gATeADad5mPPFniJ+1fqCQCBFyTJFtt\/SfjFSJ8jEfKbiJ8+Q5Y5boKLVEN4dRkxsCYtriwgGdS25afOcLn6TqEZBo\/tqRO3RlG3uG3TzlnpH158+s8vhgB+lETkKkcnpfiQfmR8T1w2N\/chmZRw+nFIsfvGJ8hM\/XljQODcfzFDRpIdqVJERgZIQgHRcEMoKi0bWnbCEVhUXkUU\/4hJ+dow25PgtSqoXuXAQRTqWHhnUVkkSpLMQb6ZIx0zr0SeuhmbtzWL0qz0qPeNSTbWATIY21SPFp57RhTzvEmqV2raNHeF6rQI094bQSfaJkjoYwaq8Lqx3fcvpAgGQYiwggki2kz5De0jXyGYU1aTUaz0iZRwrsBsdgNgRMeQ3xNNGxykppmtcMr97RSpHtKp9+\/uvt7sQu4WozspmkbMu8PELeJENt1X1x12bGnLUVO4RARPkJBG8+vXHHGqi0zQEhTUr00kzy1WgC5JMdNumCepYPXs2i1qlRT4KgepTA+68hves6rcpA5Ti12ryZehrUHXSJqCN4+\/FpkABwOtJRzwpcF7R1aSCk99AdR74Av0svwHphu4Dxum8KWGq0Hz\/GTI9\/pjKiklKk\/9CxXo06573V3ZqiSQupFqraoGC+JVPgqBhMCrJGB\/FalfKgAqAXHhqLDqQOaEb78xbptJztLQ\/VCXQRTc66enenWW5VRtodZWDa4H3Rhe7e8eXMU8v3ViqvUYAQA7ECPOdJPoR54zirNHLJLXQa7P0HRV10C8lm70MTJMSS4JG885meeG\/KNrWFqKxkQGbVHvAnmL4pdlCKtBaqVKiz7Xj1gnkSKmoiRpO43tvgpxXhgq0qoAAqtSqIlQQGVmUgENuDMHfBoWc7Qp9n+IHM53v7in4tPkoEKPKxL+rG9sUuBQ+aOYadCtUrPabGT4QASQDuxhR1xL2NoaEqoxNN3igqwDpYgKWKmIVGdd4va+GLs9wjK0S2s1Xd6YlaigfZtaAiEmDsbmLTAwErBLLCFr2qAfYzKVAKtZ6bNUu3RXdizVApYge3pG+y4j4Z2Jrmo1XMPT1OxqNpLHxmeWkCBYC974d+H8Ny6rNFvAxkENUIPvBg9I8sWXoAbR7un5YOgRz7uJm\/aHgpTP8LDaarPWqFm7pKZIp920So1EQWszGOUYtdv+FUGpGu1KorjQGARTIsAQdYSR4Qb3ESLYv8AaUH+kuFneDmoG29L+WGLMOhmlVWUqKRDCzAyGUx9XBGGfRFLk5H57q5NAYloGzBGn4GPyx0mVUiBJvbwsfy6jDh2u7Ofq1aBLI3iRtJ8\/CYF3BHL9oG02DAC4E8zsy\/yPW464WxGWOzuWoM6iqzKltRCMzRz0qqG03kwACN+bJ2kFDvMiMu9QKtdVm6lVKGJIXV3kLsQWttNsXuC8Gp0EV6lQpWdVJBNVdIaPAdMBoPtg6lsJItPPat9TZMzSY\/rVPStOrVW5WrYhh4GkKCwAI2vh4qjkcrkMOT7mkNQq1JkgJspO\/jTu6YYzJLNBkkkyb1quczx1NSCqmmQ9OioLgcm71iF5mPU+RKVuCFgPt3Wbwapc7Dwr41Ai1xpnc3kmPI8BAP2lXvCGHhJZgN5kFgNTQJWSItscMK0wFUbNVBAepqY3crDGBGnwAB\/MhhAiCcUWytZSoY1ZhYJZZghdcF6uwF9QLEmIsTh5p8Pp6iRT1cw1Ul\/FzhYYLsIAtbA\/OulP2Urs7HST3z6VYzI8TBpJuYQn2ZgEHG0K4\/uLlLK1HjVTaQCNWhTvPj1Owj+8bkg9RMGfyTCLKWsBriwFmCgqSokLa220yS1ZFS4kQJBILLdSQoMwCLTzO8WISR5xPJahpAVoYwZAAW\/hhtiJAtvc4IvHRgQ06zIb3RjQez9OmdLRUABBFksJ39r5x+GM7YeI+v1zjDxwPKU\/szoSZAMoJ5zdhNxiWTouNfELVXk7FvLYt8trfnjsbSYAHoP5C5vGIOIuEqVGLQNVSd\/CAWJ9efwGM\/\/AOMaxdipKgnwgWAWwUGDEjn78c6g5Cp7NL\/W0XqxtIAH5wB6+eKnF6SZil3VRJRipMNBIUiL2j2Z67+eEFe3FcTYESPurtfy2wTodtIok1EVqmoKAJFgCWeFMC+kACPaPQDDrHJbH5DLw\/h1ClHd0lQKBB3MWtrJLHed48PK2CFN\/fvvI6bERyI29bYSqPbsD\/kqBzufwJjb8vPBLM9rqAIU0mPhpsdLkAMwDaQApuoMGwuGAjmHCT7NYyisI2joLCbcgNufkInpifXMWieemL+Q5bm42k+5b4Z2my7tAVl33ggKoLEnaQAJ6n3xial2oyhjxVFn9xYj\/FMet\/MjC8GMmMNmiQIk\/s3BB8o6+l+ePIH1I335c4NiPXApeJ5cp3grLpst1qbsJ5AzYExy94xOnEqDbZhDNt2WZNgCV+MbiTyxqYyZbbLI1ioIg2K6pNpgQJESfeT6U6\/C6ZPhQKZsUEEW5fP4edrhcGxZLyQC6G2o7AMxG0Tz9L49CMTGnUN7XnqbGPhtt0kbG5yXTAPFcrmKiaGqtUTcAqDFiDHhmRa9ja0RhZzfCmBIO28QNzabGBsed9ONEZSsyCORLKRO\/wC1Y3vG1xyJmpXy4qEjQZN+oHmf2Vn7xiIE8sMpMH1JLpitwPjlfKqEpLTKi51oxO9oIItyj93a2GvhXavN1aio1GiuqSB450i5cy8KkAmTdraQ2Af6sEPgHP27MLTOhTud\/GdtwJEn7LMtPX4QQVZfEWHic+0SplyBBMnxdeZpzAsjbqxl7N58ZrONVCsqLdVn72kiSJjXETG0kXm7jmaFOqCjiQpIkgjSYklTYyBAlTaSMKnZTJ00q6Fr+NBcAgiGInVaGeVBN5UaZiRLhRbpAUDdpk+knbzO\/wA8LF+lJ1dCNUybLmWpl2pV\/Cy1l8Iro1lFVfYeoCrJMT4R1VMM2QaqQA8N5jYn1BIB8oBwH7ZUKzZjLNTpF\/s8wHF9OhjR0h2IgSVJvteOuPqXEaqka6dak5jxpFRTsIlVl+ukpa9rnBfdkb4sqdoiDxLhpBkpVzNNtpB7uRbe8yD064aqoWIaI6G8+7CD2mpzmMpWT7OtUzNLU+lzGoaA3cufBYgHTAM3gxJU5nPCFqvlQ+48TMN49pKQvM7dMUvRfHNbFb9NXGGRaGWRiqkGq0E+Ig6VG9wPEY6kdBhN7BZn\/wAUjM7SpsSZ5ee\/n6nlOGf9KPB69SlTrVKqVShKladNqYpq1wfEJYSNze45EYTOx2Wmuo1aRzJHsjmbX8IE+o9xL\/ERv7jdM1mMslJKjMqUmkAUiBDKDK+EIGaBEb78lkL\/AGhr5eq+Q7lahH61LM6uJ0qwgG95MwLiZx9kalJFXLonfIYdnlTNQnSCFrVE0KFaAAOZEGJxRzuWQZvKItRY+2dmNEAeDuwCdFNdQILdfaBgWlk7Rzz4qdR6H6g9KiBoTMsINyztJiSWUuD1uVjzE3gHG6fs2orA8FWoKMKI2RELADzK3EdJB8TytJURRmKakuYYoQrFZlX7tQu8eGpzHXxYXuK0CNKivSqgGAUp0kCtJEMVAbUINmDGed9INCObQb4t2ndyadKqFRhc6+8ZhtAksqq0z7ZPhFxtibgWSZgzAlPECfAYYkkydQCuJMgiYn34XciCkSRGmASdUmQDJkyL8osL2nBHtJxNlRadGlIpqXao2pEMlrKANJJIiGudQ5sCTRHk27Y7ZSjSQXYEq1\/GJ1XJU9d7TEeXOHi9cDSNQJv90G3pb0ny5YyV+1dZWXSSqi4U8iCYsF3v6QYtyN5LtOcwxNdywUQFCbEx0gxFr9Lb4X0flrozQVwHumry1ET8MO\/ZritBioZUBmI7wWG20bfU9UCv7Xvw09n6yqBeDabCIE3JK26WIN8DItFQ3+kriOinUUGGqsynf2CZ93SMZ2gk7x0jBXt9xTv8yxB8IJAuT95jOFgVyLTgQjUTJBGqAD\/Hz+tvLHVR9r7A8rHb6+GB612a256YttlasbbTz+OKDHFKp4vL668sd1MwxJMn2mn49OfLFf8AVKg+4fdf8N8cGm8zpb4HGMXaFZgrgyRBEepAPpjkVzcSekHz9DbFTvLEHpz35Y4D9TgUYLtmSKaLqPtM3lJgX9wGIxm2EXPXfFE1bR8+l8dhuvp9TjUEO53ijs+omYCL7lVVHrYD4Yl4JxhqVZahJIRg5E7lDqHrc\/jher15Y9JGPaVeDPr16eXx92BwQbGTKdp8yt+8b1Bi\/Wx6nnjTOwuaqZnLvUrFmGvSATyVVMkT1ZgAbW+GIU6h846+e+Nu\/RSw\/o5WJA+0q3MACG+X8\/TE8kUloKZ3xWlc9I2g33tb1j332xS4Xwx8zVNKjZYGt5HgQ8+pJhgNtUWgDULXHy7EpTEmLyLKDtq6sbRTI2u8zpaDsqa2XzBfxfarDEgGTMgkncyI9\/TEoteixjTsdcr2Q0FdNbSEIKhaWm4INyHk7CQbGBbBBuCMz6nruw5LpChfSOfmZNzfAccaq798xn9xI57eCb732g745qcerf2h5mypHLbwT59cM5Q\/Qfkw8eBUiysWqNpGkAudpQkTuQSg3PM9cQ5\/hSonhY6QBapWqEeV3cj4+44DrxqoZBqMI6AW530jpBuee+FHinaYNXbW7VTTcoFmdJkgAgwFnTM7melgeaa0gdlnt3m0GWFZGZzQrZeswDOQVVxMr7ANwZEc8M1WvqYrLEr4bX0gTAhZC72EDnjMuKdplq0mosvgddLEDUxBAuDACGZNw3tcovJS7T51kC0QiqqgBiqk25mTHK8CLeuM26CoBf8ASOzDK+TuEaVAMaWJMjTEkKdP+2F39HFektVlAMuoXXYaTMgyxnoIW5kcpxLW4U+YOrOV6tRhsAwRViZsBExzC3vvglwXhNCj4qYIYQZAqE7bjvGKDyMAieV8FzVBUUlQ2VckxEKR0utUCCII+zZeUCSx5GJvgWmVH9IpodlenlCWqU1pn2ndYGvWCJEeL8JxZpZokaSaj2ue+7ra1jQKQec8r88fI1OnUNUlFqMvd3dyzKCCC2ttTEEbxtz6hZSX06PX4S1V6RaoNAChR9iYMxAFOlFxeFbTcWECeXzGRy7B2DPUUkBtVQsbgaTqYEiY6qADcCy2Ez57xmFrAEbSZJ1EGdgCP+kb3Ar1cmmZcMK1mHsmqixBEhfsi7AwzE6mU6D7IxSE1LROUaKea7dpVBjLSJ+8NJAIiQqgEG3Mjlflhb47mGqlSoZBJYUw8rsDJO2xYnUWMiNW2DHE+GU1ANXMv4kbWwJIaQCdDa11U9WsBfENGkAbEpedygogEzUBAOpZ07ALqLNqQX1CIEnocVoR7ZG5TvWFRvECSRp0SB0LGCSdFh1JvYYjp5qGhUYWuADvYEiORIPPkOuAPEs2CxPiLncli17SfFN+WJOAQC0ztywrRSMCfOZSosOaZh5KkXn4evPFnL5whfYSCDBg+kqZix+B92GCtUIUqDCyRHpRY\/ngHns01Xuy5k+O8AcyOQ8h8+pwWgoD8Tu8kz+eBzLg7VpA8scLk06fM4A1FPgxbvAFYKWBEkKdgSIkc4i3XBzu6lvtR\/hp\/wC+079PLEXDMmgqIQI95\/jgwKYjbkPksYzQkikctUMzU9Dop\/jEddjIxEMq0f1hBP7ij\/8AWPjgw9ITN+fM8\/fjoUhbfnzPP34UFsFtknKj7RrSP6pOW\/3frpis\/DGYwWY9fsl39NPpb+GGZKQ07Y4bLKSPCPaB\/HGthTYpvwJT98zy8IH5jHTdn0gnW525CPP4fn78N54fTMjTz6n+OJV4dT1bHb9pvPzxrZrYjf0Av9oY6xiN+Bb6XmN7fHY4fRw6nexv+838cc0+GUreE8\/vN\/HBDyYhJwZjs4I8wQflOHTsjx9srlHoQS\/eM9MkHQupUBZpiSukkDq4MiMXDwulA8PMH2m8vPHi8Io6p0fNv44NX2ZSYKPGc2oH\/iNV\/wCxpQT11FATeN7+7BPgXFc1VqMHzEIq6rUaIkhgAsmnzk3BOw8sWf6Go28J\/wAb\/wCrFnJcMpKGKrBKi8nqPPCSgqCmwg+dAnxAcjPTzB29fPa2Pv1oftGQRaOY9OkARHMXuZrtlVDSJHozftT1xx\/RlMgyGNgP6x\/9WI\/Sb9K2QcX4+tFJEM33RJIEbTcT\/ttN8r4nxJqld62o6mYmRbc+XLyxptXszlm9pGNhvUqf68e\/8FZK\/wBj0\/5lToP38Wx46A2ZxkO0dSmZK06nKGU7f9JGDVLtpT+9QPnDgz1sVsN\/jhw\/4HyP9h\/mVP8AXjr\/AIHyN\/sP8yp\/rw7gmbkxbXtzRtKVgRtsfXd+Rn1m+Om7cZeLCvP91QBvMfannBwzL2EyH9h\/mVP9eJk7BZD\/AMv\/AJlX\/XhfoxNyYnv26pRAp1W3jUw6dL8\/o4pVu3bQVp0UAMCXJY2sD4NAmPXGgjsBw\/8A8v8A5lX\/AF49XsBw\/wD8v\/mVf9eMsUUbkzPMjxqrWnvnOiQSE8CgAgw2n2hBPtSRA9zKtNjWNVKgU93C06tJrEro1yQJJANoPUjwkBjTsNkdLDuT\/wDdq\/68XKHZPK01Omm3hJgGrVYDwkA6WciRJgxIm2DVdCzViNxfiNRfBWraSXCCKySpLSlQhHL00EkhbQIuJAKzmOKKwXWWcaY0xaRq031DlG4mGIvE413\/AIQyjKFNJoGv\/m1ROo+KSHlpk7zvj7KdjslQdmpUApjmzt95eTMRgiKCMVzPCAqKVYu0S+lZVAdOks4MCS0DrYg3GGTs7wAKCzjXKr7PiAmYurG5AJxp1TstlSncmkTTt4e8qcqbESdUm5JvzjoMcr2ZyzW7uANlV3UD0VWAHwwHsc\/\/2Q==\" alt=\"La ley de la gravedad o gravitaci\u00f3n universal - Qu\u00e9 es, f\u00f3rmula,  descubrimiento de Isaac Newton - EspacioCiencia.com\" \/><img decoding=\"async\" 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\" alt=\"La ley de la gravedad o gravitaci\u00f3n universal - Qu\u00e9 es, f\u00f3rmula,  descubrimiento de Isaac Newton - EspacioCiencia.com\" \/><\/p>\n<p style=\"text-align: justify;\">\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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/img.desmotivaciones.es\/201111\/aburr_5.jpg\" alt=\"\" width=\"500\" height=\"319\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Claro que nuestro tiempo es relativo dependiendo de lo que estemos haciendo (es lo que llaman el Tiempo Psicol\u00f3gico). Si estamos con la persona amada pasar\u00e1 volando y un d\u00eda nos parecer\u00e1 un segundo. Si vives con tu suegra, ese mismo d\u00eda te parecer\u00e1 un siglo (Bueno, es un ejemplo que viene a decir que todos queremos nuestra propia intimidad. \u00a1Pobres suegras! que, a veces, son un ejemplo de bondad.)<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Especial Teor\u00eda de la Relatividad\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Teor\u00eda de la relatividad especial - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\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\u00a0tambi\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 cooordinado, que es el tiempo propio de un observador espec\u00edficamente seleccionado.<\/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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQuSVZY9okdUgfQFU-Q7DXjr6XUaHOjeooYsA&amp;usqp=CAU\" alt=\"La sociedad del siglo XVII | lclcarmen1bac\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTYeKPHpq11Xuyigc4va3N_tifwTfZyT4wJow&amp;usqp=CAU\" alt=\"41 ideas de Historia 2\u00b0 Bloque I | historia, imperio mogol, edad media\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQRtSLcLOsEwNYPiBs7vy3bxL_CUcg7XHCiaw&amp;usqp=CAU\" alt=\"\u00c9poca Medieval: resumen, etapas, caracter\u00edsticas, econom\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Con el paso del tiempo todo cambia: nosotros, las ciudades y los mundos&#8230;<\/p>\n<p style=\"text-align: justify;\">\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 l\u00ednea 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;\">\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRDY8nKjJQEszCsJWjql77drE_5NOqzY-mBmw&amp;usqp=CAU\" alt=\"Sistema Internacional de Medidas - Explicaciones de Matem\u00e1ticas - Gu\u00edas,  procedimientos y operaciones paso a paso\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\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 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\/2wCEAAoHCBYVFRgVFhYYGBgaGBgYGBgaGBohGhgaGhoaGhgYGhgcIS4lHB4rIRgYJjgmKy8xNTU1GiQ7QDs0Py40NTEBDAwMEA8QHhISHjQrJCs0NDE0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NP\/AABEIAKgBLAMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAADBAABAgUGB\/\/EADsQAAICAQMCBQIEBAQEBwAAAAECABEDBBIhBTETIkFRYTJxBhSBkQcjocEVQlLwM4KxwjRiY3KDsrT\/xAAZAQADAQEBAAAAAAAAAAAAAAAAAQIDBAX\/xAAiEQADAQADAQEBAAIDAAAAAAAAAQIRAxIhMUFRBCITFJH\/2gAMAwEAAhEDEQA\/AH\/DmwkMBNhZ0aelgJUhNs2FlhIijKk1V8e0jMYQJL2wTJpC5Jm0EJskKVHpGF4yQQR6R5Na3rElh8GEsaHeJ5+kVJWXJuNyI5BuWFl1Ac\/MGseuI7xfPqSfvKCynWHg+gm9wBjrLBOkOxallabJUNuuCVIRUj0HAQE9hMOh9zCLxMs0NIcATcLjzV3mGgjDQ6Id\/McSYsu6KKIVXAEQv+Mc31MO8QfMbmcuojSMqnAmszlVnCz5CxnT1DBoi+CzS8zWPCMEzcG6xt8RXvMLjLdgTNNFgmVmSpj+TSMBZFTvfhzpyVvcWfYyatStFh5jT6p0+k1K1eudxTHiep690zyllCqs8kyVCaVegKlZTAxllmCk00BYrJZhykzUBYexCQgWMlJRSef2PV6g1Eupcq4aHVlS5JRlIlouUDJKIloypl3C4cxUhl7jkfPxAyIYNaiND4su8bqq\/wCnxOFqOuuXfwsRyJjba5Wy3HJIA9Bzz8Tr+AW4QkE+3I\/aeS6JptTj\/MMjUHZlKnsfS69xZmVul4jdQreR\/wCfw9jptQrorqbVgCPsYQ8zh\/hgMieEwNg2l96Pp8\/pO++MqaIoxy9Wk1s+NASsGVjGy5BjlAqQBUhAkLskCGSV2BESisOVmSI0S6QswgwsO4gqlC7FQTmE2wh0rFd1ccwwXfBJzKw4We6jeDRF+\/A956HpfTAlnuD6xulKM6pHmtNoSVZn9uB637zl6thh2tk3KjNt3VwD8z6KNOnIHHzPmX4sTLl8RWe03gontQrgSHzNLwnj465d6r4dxFx0OzexjnTsaJbHuYf8KaNjp0GQAOnkIrnjt39aqd3P05SB5R+0btNGVLq8Z5\/OcbEFq+0xk16rwoA+BOy\/Q0J3cxfqfQ1YB0O1h3+YKkLEcvJri42lbB732nPzaXCWoio42kzGwF7et95ytYjA0w5msr+BgLU9PQE0ePSIZcIHYxhgYIpNUGCpWVsjJSV4ZlaLD2W2VsMLtmlSedp6vouUlFI1sleHJL7eChSTFiLGhGmSETIF7DmaJ4ZW\/PCDpDnsQYJum5AaK\/r6ToabVmxH0ygx9mclOk\/Tg4OmMzbSQvt8x7B0YBqYH7+k6at8RrE8TpmVVQvpOmpjJYDn+g+0+f6kAO+0kDe3Y8DmfR9QSRQ+x+087rfw8WO7EUb3B4P3sev7SU\/fTr\/wuaeO27f0b6bpsOfAgqyqgbhwwb1N\/PeU3R3BosGX3rzivT5g+mad8H1pt5+pSStexna0+fcN3v2\/eLt7iMOW3NPo9Tf6JYukIF5LX\/0+JbdKU9rX\/ffmdUCYdD6StZj3r+nn30ZHY3AtjI4PedrJpqHyOZz3SzzKTNZpsRZINljxxzBwR6WjmlJPDnSGCRsMNKb8F9JpeeZ0dMgUkHt\/SZ0+Oo54tesTZjT0FSAbQtc2I1gN\/AgWY33Fe8OmWu8lkNDS4xU8D1To2R3LBCwvaKBNVZu6+e09zvsd5WMhRSihJaZpw8t8L2Tz\/RGdGUZL5FNu4II+kkHvxxc9M6e0TzMponmjY\/6esIup+YJMjkbuu2YZOTaSDLLgxLVZbaxDpVDmVhOC2fKAdoFzzXWBvbtVcT0GqXm14I9fecXUqxJuaz4XKOIcMwcE63gSjimvcbk5JwSfl51PAvgCG\/w1\/wDSYdxYdvPp1U8EwISELkxoaMbbDfpOPDr79V6xLbJOl+Q8t2brtESnMCp5Jr4D2XBtjhqliBQFFnS0vIioUQiWO0Zla1HTL7RcG2aJFjVWZkAykjmcoeGQzLN6zDLQmN5hhPUPkfcpViabg889+0dxgTnJzHA0TQnIwzQbaioJ2+YB1uCQTH9GTqLizoJaiaqPC0kgPhSDHDVJUCtBeHJ4cLJANAFJhkjVTJEAAInM2x9JbiDuJspT+lqalPkPvMl5h2gPqRW5m6gQZGeNMHBrLQlK\/rAtzKKGUjOpJqcu5r9oDOATxCnHLGOMSeCbY4M4p0fDlFKhpem+m9P8wZj9hO4EE5KaogVJ+baS02ZUm2N4+njvcJkfaBxLXIYrmyX3kor1v\/YKdXFM7BmsStsmyPDSVnwyBJtmtkgWGIfdogSaRZAkZ06xYJ2weUVN4MfqYz4XHMiY4aZutQvqGi4BM6bae5YwCGiVI56Ej9O88h1z8YbdyIwVQaLf5m\/9g9vmcn+J\/VXwZtmNyAyDeo\/vXeee\/h90z8w+TUZfMieUBuASe5J9h\/eRd4ipxscf8YZkyAI77P8Az8j9iDPT\/gf8YrmvBlJDg+Qn1v0M6GDp2mxAOmEAt2I5P6FvSfOOu0nU0bG2zeyGzwFs0xPt6zOLbeFUsWn3IS903jQMoZSGBAII7H5EhxVN9I7Jmblywk0qQ0G0YqVNssqoaGmTBtCNAZMkbZUrS2MAz1MvkiefLIdI3jjbDM8wWMX07H1jAi01c4RQZfaGRJbJKRm36CRocCD2QyRpkVJRSZKwhmY9IcmNsyVhZloaCkHslbRNM8xvi7FKGwq579Ze8XOPqM4Ud4tj1hJ4MUqmbVEo9GCJTMJztNvJHPEZ1CMI8ZGTuaMowMYTBc4+hz23M9FjTiGsy5f9fhhdNDphAhMcJFpzVTZjZJtm5RiJ0yZ578Udd\/L4mZa3nypd2zn0UAc179p6IifPP4iZEUBibK2iDigSKb9rH7iJvwc+s+O9b6g+XI2TISWN83zc+l\/wm1SNpXUAAo\/n+bsg\/tPBa\/o5ckoaCizbWGavMQR8+k6n8PNRk02c8E4nAR+OAe938f3mdLUdHHNVWStPqGfW48hItHUC69ee3H6TxXU+jJq+o4MY3AE\/zCFO1UQXtDdr4PbtOnqNZvYjEjKCfqb\/ALRGUfwwK7+v3j4+N7rPR\/6VXOPxn0jDiCqqqKVQFA9gBQmitzyXSOusCAxJHqDzX2M9ZgyhwCDYM1aw8vm4L4ayivDlqkLUkRloJ8dxdlIjsw6xphNYIOIDKkefHMthg\/TabSOPlWoDZc6mp0vFznGZNYdvHapeFokZTGIqGMe062JUk8jaWlhJZSNJjkzJUo5u\/uC2yVtmmsDtB+LHpa1l7ZNs0rgzUAbaAlJRSHqYYQ0ExV0gtkaaAuQ2bJnjnZm951OlYCxAM7fStEgH0jt3j2XRAi1G0\/HrOh0vhhXIvhWLCoIj3hhhVRPAu0To4GmbOemxLT9MVG3Ad50Qk3JFpNW6+lAS5JIiSSSSQAk4PWujY3TIzLvdkpeBYP8AlC+1tO9JAaeHyXV\/hplUYAQGCoW+CRbA\/MV0X4fzJkBRgV2gODdX70DVifSX0luz13JPaKZUKkgDj4kpenXwW1Sa+nm8em22WJY\/77RDUOd36zu6vGwH0kfpOQlbxfvNvw9\/ivsnQ9o9GeDO\/wBMyNiYXZVu\/wAfMrSBQoYdq5hhqFvjmxJbPM5+V8my0egBuXEtDmsV+0dknk0urwkoiXJAkztlgS5IAZZQYhk6aCbv7zoyRYVN1Pw556cvvLXBtj8wyx4iv+Sn9YqH4qDd40yCCy4rBPxDCpa0QXKLIMy5oQH5VyZtdG5PMrDo8X6ALwqZWjI0ld6mTQNScK7JlLkMpnmrX3mWK\/MWMFn8BM0Hsji41PrNeAvvDqPukawoRUcHtObonPqeLjwcXLZxUBz6dyfLGNPiK\/eMrCARaS6\/CCSSSIkkkkkAJJJJACSSSQApluA\/LgekYmW7QGm0IdQxDb2ni+p9MbeHUeW+RPcu1wTabcJR3f4\/+RXEcXSYycYnS0OFSh4+k8fr6Qh0hVQBKx42VGHuR+0RPJyd14\/0LiT2nREQ0RJPPpH4M5uT7hJJJIjMkkkkAJJKJmSYAWTMO3EpxcxZ7RlJG1UyPxNqZljxAN9FchuBTLCZMZuBROYzeUsN5M8GMe7ma8PvDIkCtUrwTbTn07QbYqj3I4riL5si33gVNNix4k3n3lMwg90RoL5dU6MFcfY+86fTSXIb0nVfTqx5UQmLEFFAARujidLCKpm5coyTMqS5Lg3ejAeBbkuDV7kJgGBblXMAyQDAlyTAmjARRaDzNwZowWobyxlSvRdH7COLVRHw+xjKxmlJfheYwazLkkgTRFRBmIYwLQv3hZnGeBNRGT+kkkkgIkkkkAJKqRjM3AZqpKmd0w7wDDZmHMEzyBoysLqC8Pm6kZzfEKj33gVrRe0SNJI5gIDlfipxcy8zqah4szWORGjoj\/U55aSTUML4grjNkeyuSLLkJmzlqQedgRmqYOSZyvxOa2qjSGp06YeByPzUVGeH043cmPCuuB8cIa9ZrbAZVMRP0IGE5\/8AiyknamVgrMhZcZKlkYqwB9aZSP0jmJJ5jKinGu51WtRrfIwyEPefJzWMg+X+8AZ6DB1PGwflkKDc65FZWVeTuphyvB8wscHniVoepplO0B1OwOA6MpZCaDC+4\/qLF955zwWyNgwguylHwvkyI6s6M6ZMgVX85QLjCbjf\/EXk8mNY9Vms6jMjJ4WoZRagXpstJzz\/AJW2uT7JELTsZupKHKKj5GWtwRbC2LAZmIW65q75HHMWz9TRwVAZWUjerqVZb7Eg9wfQiwaPPE4ury42d8LHIyjNlyq+NGdSb25EyJX8zYzV5d1eX6SIsm5Kds35n+S66dwNofbkVfCyKbbeHZFtmJ+vgGxGXxtdk38O7p+poXCAPRcor7D4ZdQSyh+1+Vh7WK7x\/wAWrN8DkzhnQ5wW0iqfCTAhx5SO+pRvE3lrumYi\/lT7xjFn8TD4gsb0Jo9x5Tan2INg\/aBpLVbo5h6oGUMuLOQwBBGM8giwR\/SLZ+u47ZdmXcoZmXY25QoVmYj2p05+ZzXxqww+fJu\/K4LRcOR1UU21vIwAJ5H\/ACiC0WAjI\/lIB0+qpmRlZxWnG5lckg9159FERkm\/p63p+YMODYNEfYiZ1PUlV\/DCu7BVYhELbQxYKSe3JRv2iHQm4Qf+mv8A9RNfiPRIcObKR51wvtYMysNqsy8qRdEki+1mMfIsoLqeupjQvkTMiLyztjalHua5qWOu4zQ25dxYKF8NtxtS4Ne1Kefic3qGjTKNUXXftxLtDM1D+Vu+m6PPPaXj\/wDFJ\/8AH\/8AmyxEHTydZVVLNizhVBZicRoACyZE65jbaQuTazhFco2wsW2L5vYtQv5nl8WlBxKU8XNaLt36bPWQECtzlqph3PbmMvqDtw6ZePFxa9k+MmHLjbFQ+NzH9ICPQZ+s41LeXIQhIZ1xsUUj6ufWvWvYzC9XVha48zDmmGM0aNWPicBNUwxZtO3DroxnyL7ZNQ+V2H6EGVmxKcenvKqnwXAQjMe7D+YBiYdu3Pv3gNHd\/wAXTYzlioQgOrqyurHsuwjcSbFUDuvi4HJ1Qgbmw5lTvvOM0B7lVt1H3Xj4nKRHbUYnp2XHpXCtkUq+fLh2hcjKwsf8R6vm2Yj0JdOlVMGLOjMcpOE+JuYnKcjKGVuaZW3Gl7LxVUID06WHPuogggiwQbBB7EH1E2chiHTNPXiqvCpmdUHoAaYqPgMzCvip10xcStLdIHv4kRvWGZItlQ0YCTCHMBKbIPecrNY45gkDE0Lhhan9OqUUm5llEUTAw53X8SzkIhhWfxi+qw+sS3j3jOp1g7GcTPmtiYI6I1r09xhzIT9an7GFyFPVh+8kkMOHCyVI4Iib6VSKBkkgNC76cjiG0z1JJGX+HRR+JoSSSTItanJ0XTXTICWUorahlrduJzZN9H0FWR8ySREldS6ZkyZGZXVVbEMV+begLE5ChHqw2i7FbRK1XRQOcIUWrY3RmfY6OKIPJpgQKNe49ZckAOdl6S+LCAxx5lWnYOWxlMhH8x0yICQGJZiK\/wAx5o0OfocT5jhzqMSriZhjwjcEA5ti1WzbwrWQPpHyTJJndNfDbjlNDq9NpAwc+OGDeJb0XDbmtb+g8rXoD8TOjwuxfFaje7vS3Sh+WAJ5PmLt\/wA1SSSpbwL8+B16W5VQ+PTuURcYYtkBKpwLofc18xT8m+HIXC4qZXXwyz7NrhNxDEXZ2ciq5kkj\/QiU36b0HSi+1kxYcQVkIdXyFqV1ZlUGhyAV\/Wel6hpvFxZMYNb0dL71uUrdeveXJKZFrKYlh6e5TOHKhsq7fJuIUBNgPPJ94unS84Zcu7FvVlpfNtKrjdPq735r7ekkkRIB+hsFKjFp14oU+UVxQoD2ia9LyIcF5MZbT79jHdbl3Rn3\/wCm1Vl4v6r9JckCplMJl6a7Nmcvi3Z12ZPqpVACrt96UetcmOdO05xsC7oQmM4123ZBbdbX2PA4EkkeFdEE1rK+3a+x0bcjijtaqNg\/UpBII9j6GiFMWgcNuVdPjayRkDZGCsfqZcDAKjGzzu9fWSSAVKOrpvDxIEVuBZJJtmZiWZmPqSSSfvKbWL6MJJI0hqUbTUj3kzagVfpJJGPqhferTSJXNSSQA1vE5mpykEi+JUkSGjk5GVj5nA594fwsP+sfuJUkrDdfD\/\/Z\" alt=\"Pasa El Tiempo Y Todo Sigue Igual GIF - Pasa El Tiempo Y Todo Sigue Igual  Dani - Discover &amp; Share GIFs\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"GIF que retan el paso del tiempo - Clases de Periodismo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Conforme a la pregunta que formulamos, y\u00a0 a lo que arriba decimos, con el paso del Tiempo se producen fen\u00f3menos y se ponen en marcha mecanismos que hacen posible que, la imagen que vemos, pueda ser posible gracias a la presencia de fuerzas que, aunque no las podamos ver, su presencia se hace patente por los resultados. Adem\u00e1s, \u00bfEn qu\u00e9 lugares estamos en ese futuro lejano?<\/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 ser 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;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Artisan\u00f3polis: el futurista plan de Silicon Valley para construir una ciudad  flotante en la Polinesia Francesa - BBC News Mundo\" \/><img decoding=\"async\" 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\" alt=\"Artisan\u00f3polis: el futurista plan de Silicon Valley para construir una ciudad  flotante en la Polinesia Francesa - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El tiempo, posiblemente, posibilita construir ciudades en el medio de los oc\u00e9anos e incluso, en otros planetas. Los campos de fuerza de Faraday han dado lugar a que, la imaginaci\u00f3n se desboque y corriendo hacia el futuro, haya imaginado inmensas ciudades que, situadas en lugares imposibles, sostienen sin problema a sus habitantes que, resguardados por un \u201ccampo de fuerza\u201d est\u00e1n al resguardo de cualquier peligro que del exterior les pueda venir<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Los mejores momentos que vivimos en familia\" \/><img decoding=\"async\" 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F0MZU91uR8eh86fwDDG7iFzExb7xG3e2A\/6vdSS5LQbPqJG\/LcGartir4ZUyZk3ZyRp5aT762MDhs7heZMDz6+zf2VY4x2WuMDN8FY9QJl+IOtRmlHpqzoxRl2nQNY\/hyMsoT1B2O8+yqmH4pdkW3UMRzIBkKCYJ5aDceFVE4g+GuZCJQGCp025iedGA4Qr\/AOasiF00ic4I+RNZYYycko9M2zSioty7QM3sap0zFGGuQmR7OceMmoLfEohSTp05+RqfHYQaqQDl5xt4g+2sfE8LvFZtKXg7CO6RuDOkRrPSuueFrwckM6Ye8Bw6XUuDOyZzmJVoK90DQ+QGvnV65asrh0QS4DH15JeDB15iRWL2O4TeVczqF7hLEkNI\/CADzImfCtbHcMdUKo2k7PD5R\/DnmB4e6uGeOUXyd+GcZ8WZPH7lr0Q9GoRQQCsAAGRppTezFsMxe4rEAdwQYJicx6gaec1jcWu5QLaCQhztzkzz66yT40X9h8Z9oFzMxhSAQYk92JJ8Ypwg1Fy+WTlknPX4Rl4ws5aFJnnHQ9OWsbmhu\/hcRbYrbJXOdQWMSdR18a9Rv2EU+sgER09tY3GMMSJAExMnTRQay5i7LSvgH+FcGdFzXHDv92BoGIygydSda0+JcLYNFtwTvkOh2gw2289Kfw9HypcYH1u7b2Y6HvGducD5VrpazXJIIAHON5YEaeyuzBicoty8nHny1JJeADxGGvyR6K5MzojH26DXzrOe4QWBkHmDoQfI17HaSNqp47CI4KOisCJgj5Hl5jatfY+GZ+\/8o8xtYzIVdd1II9hBHyo7tejvMjj1cs9Jn6g\/WgztFwJ8OQyy9r8XNNQAH9+\/PwrR7JYvPbZD91vgwn5hq5csGlydWGab4I+2FxQyImwzNH5oAPwahZrnU1vdsFAKONoKE+RkfM0JPdLMFXViYAG5J2FPGriicrqTstC4WIVQSSYAGpJ6AUW8G7MAAPfIJ5WwdB+Y\/e8hp51J2d4Kllcz964RqRrl\/hU8h1O5rTx3EAndEFufML\/fwrpjBLlnLLI3wix9ms\/gt\/yJSod\/fT\/jf+Q\/0rlXwRyaiBUtIi7BR8t\/fNYHEnEGoeDcZ9Jh1U5i6d06EyBsZA6VVxbu0wj\/AMjn6VzUzsTVGbj7jZQVbQGCORB0BPl+tq6HD+sRlCBZOk6Vx8JiGUgWLh\/2N9RVNOEYnY2Ln8pqkYyjb4NG7ikNoZjLwQI1PQZvCrfZa7la47aABQXO27aTzaDsKycNwfEO6oLTrmIElSAPEnoK2caFdlsWtLVuQDtnbd3J5k7+UClLJr0Vjx32es9m8Kpw64hSCzoCjEDuhwDsDz7vPlUfEca9pEVzneCXKKxA3jKurHy1pdh8QXwKKzQbRKBgF2SAsaQYUgeyqAvN6R3fIejCQTyEjb21hOVq\/k6sce\/oDe2lwFUIXVm0bw6H3irHC+0VyxksvLoNde8VSIiDvBEjXTUa6AQdqsWGKuwYohkFRI82O2+XSl2fwP2nEqApNtjBfaUGpj2A+Vb+mTirRh6mpNproOeHcMtvbN4jOWBZCdZQknOQdyd\/CoMaJXIohSNhp60b1uX7ioy24CqVCoANAsZcoHhFZmCtjdusAdSPoK9FW+Weeklwi6lxLavnZUVUVSSYAJBMe4j30ODHh0YP6yAgjqVMT7YmtN8Ot7VxINyVHKVCgGPKaH+KWyuJurmGrZpHIMM2o6gH4Vx+rhaVd3R2ekkk5X8WUX4cAmdtHuMSFO\/o07qmOhJYz0IrV7FWEU3LJJQOpMg5TIPeAYa8uvWrGD4E17\/Muyi7g\/eP5RuB4mrWKwljDXUJuZFCs2ZzqxiPrJ08OdW8S11RhL1Os9mWsd9nVLaOme0o1Z2U5h1OYyx0OpFQYvEJ3ci92e6FgQOUViWr9tkYMnfzS+QLlua915IJIgD5cqfwwXHdrzBkthcqKdM2sl4+A8q44QuWr\/k78mSEYbJ9\/wCzYa4ujFHBBkMSvt5z1q3bHfkcyD9DVjDYEFQz8\/u\/1qLEutuCBoOXh7a64tROOUXLo0dqzOK3oa0Qd3y\/zf8AarqurAMNRuDWP2nJFkON0dW0HjH1reJzT6JL+FS6jq65lbQiSNJnQjXprWRwDgKWkuLac3Dnli0AgZYyhgADBB6bnwq1hHa8kvcCrGqrpA6T16n3RrM\/BoAcjQHKBpyEx5DXQe06k0544zi0xQyyhJNFE8De5KOAEJIaSDKnQgQd+h9vKgnh\/CVwznP37oJXwUAlT7T\/AGr0zCsWYydKCOK2i1y8VaCHcQdDBJnfccxXMsUYKkdMsssjtl23xIKN9RvA08PP5Vj4nEsZ\/CdZ1LHy6edZT3CNJ05n6Vy7joQgSx6ifnTbEkT+kXo\/87UqHPtD\/gP8rUqmy6PUEbKFVe6ANANBHkOVON4nQ++oGeB41zN3ZFYnUTNdA51GXnnVW80gU1HLR4UCHYzFZEzAgEnKT0UgzHuj21h4Lg9+6hugZVV+7m7oYs0E\/lA50dWOHpaSXAZzrBE5PDzrO4rxK4HNpVXIwQzrmKOe9lkwGBPSumHo3L8n\/RxZPXJS0j47YXcMwK4XCpZLZtSWYc2YyY8NYFBXaPHtaXMgL94d3wnX4UccOw4u2VGeY07wIIg7GPKqfF+FWEVncjuqTrOVTtmPMnXQda4valuk0dyyxUG0+wB4xijdw5AJhoMT0M7eypf2a8RFrEm2x7roQvg8\/UCPdWFxV1e43ocwSO6xkBttSmkco8taZ2bYpiULasDMDUkg5oHjp8a3lBwmn4sxhkjOLXmj2DHPOJtAnQ7eayT8qZhLZLMSdpVRtA5x76ysXxW0bmFdHzEXSDHJbiFdfbGnjV7E4x7YfLknXvGdBzJA359K9HwjhXbHO4Uok+rmJ8zoB86zeCG2zvibqMWdyUBHcyDuqTp60KDB61Tw15ndJPrmZPOSSTHvNWOJ3yzO2csSIA0AVROkFt9SZ8a4vU5Umv7O3DhlKLp02qs0OI8WDE5DJgyeSiu8TupduLbUZzOp3gsRI+nsoZ4HLu6NAW2oMM2UXHM5WYnksSAJ1g8hJVwpLgcZVtBQDsWblH4ddTXRCUZLaPg8+eNwmovvyS8YwSopOQk5CoKjVZDGWI2ECJ8qxHt5HcFikMgKzoRErA5zrVnjXFHL+jQkm4fWCsBAJBEncjKdPKsftDj++mi5xlyzuSD8YBPvqVx2Kb4T+w6S53f11rL4m0irWGcMqEbFQR7RP686qcSOhrnZ6KKfBMZkdrbHQ6jwJ\/rV\/i1stauJzKGPOKwMQ0OjDxB92n1rdw14OoB3Gh8R1rTFLwzLNHyjzZuJm1eNt5CFRJ10zATI5g\/WizC8fs6D0qfzrLA+E7\/0oe7c8PCulwDRhkPmuo94J\/loZW2KJZpRbRMcMZJM9St8XsIM73FHhIM+Q3n2Ggq5xi6zu4cgMxOXTSSTHsmsm3aq5bs1hPI5HRDGol5eJ3Tu7VIMdcP3299VFSpkSsrNaLX2tvxGlUWWlQFHL9++u9qdJ7pB38SRUDcSujew\/wAP61r+k0inos77\/SrEYL8VciPQv8P61r9nMUxL3GtsDbAyZogu5ISfIj3kVP6Na08BaV7NxNNwfdqPlW2CKlkSZh6mTjibQuNYnLl1kqVDfzRPtzH3VncaBR7L6aKQfINz+FV+0l8CMvgD5jb51exoz20JElSCR4Mony1Hxr12uDw1\/wCk35DDsyC9v0kAZtgNtOk+2oe21kvh3iNSk+RP9YqXsxiR6FE2KjbwOp+dd7TD\/IcHURPskN8x8a8u\/wDJf2ewl\/jpfB5bjVRI07uVPD9cqo2MEGujLOaSyzrJSWj2wB7al4sylwGkDKIjlBPhryqbhTjOrjYGJkc9DryrfLjU5HPiyPGgxtXLD2lf0aZzDBsoBDuc0yN4JJ\/21Yu4Q4gFc7GdCRlEzuNvl1odg3XVEJyrqz8hGntOug5zR5wWyiKIEACscqntrdJI68ThrtVtv+jOTgTW+\/6xC5RrMDnpG9CtziXpLr21kZZmWZdjBhV105zXpOKxA2G9AmLRPtpkAZkBbQd4gxr7Dr1gVzywbvvk3hm0XPRgYb\/LxOa45Icd0grGXU6g+3zo44VikNt3VHknaVExpIynfU7Vk8UsqQCoAI0mI06acqGVxF1GCOWKhu5oGZp2Ucs2sSa7ceFwjq2cGZ+5JzXf34N\/HcUVXzIwbKsZWaEHUAnn\/Sh62We+XOmk89deW2m9GqcHRUz3AituYAKqTygjvHx60MvFtmd1MEZVfWOvPbl\/bnGeMowbiPBjUppS6DfgN7NYtn+AD2jQ\/Ko+IDMKzuxl4NhgOjMf5mLfWtR9iTyrnVtcnW0k+Aexd3uJ1LD+9PTEMveT1l1E7HTUHwNV+MrkZV\/iJ94B+tcsXKlNp2U0mqZP2qdLuCZ1HqspjmpzZWB8sxrz4YhOo+FHLXACUcTburkcdCRAePb8BQO+HyMyMBKsVMdVJB+Iq8rupGWJONokTGIPvCp14knWq6KvSp0y9BWPBurJxxZOvxpw4un6P9qVtU\/CKsC2n4RS4Dkg\/e6dfjXKtejX8IrtHAcmrxNbmHCm9adA05SwGpAkxE9RWSvH0Ombwmj39qcGxaPR2H8yMf8A215\/2B4HZxN+4l8EoiZhlYqcxYDceE6VVflQtvx2JU4zb\/EN95ok7P3lNsupBztE9Y0yjx9Y+2hr9ofBrOEe0uHUgOrE5iW1DACOm9ehYLslhrSzaLq\/rDM+Zc0RJWOmmn0rbBJQnbOb1CeSGqB3i\/AldIVizj7wM97Tu9Dr0qLhfEAWIdgSO64Uz3hrofIb0b2OEpkzXJ1GigkBV81M68zPPWKyMbwWwxACKkeqVEMsggbeHz8K7peop9WvJxx9JsuXT8HeGYgfd0IiR\/7h4cq1MfdFy069VI35kaeWtDD8Lv2SCkuBzEK6+wwrTzEiqGK7RZFdT60GRBB25qdRXBKScnJHfGDjFKQJcYGbJkMk6e+D8Iq9h+GMoD5obQ6iJHMGDH1p\/BODPc\/z7wKoB3F1Bf8Ai8F6dfLfuMxpF30aEkEEkb5Y218ddK2j6hOdGUvSyWPb\/oRLigzBE9QbaRPjHKiXDYrKg60B4K9lMk1exnHVtrJOvIVEpW7NIxpBBxLi4tKWJ7x2A1M+AoAx2JxD3\/SJacjbXuyNOvlW5hA11Q5MMwmd48KnTh34nYg8pP6+dSpNO0XqmiDh3EWiLqlD\/FEGOhGldxtjO+VDBjMDr3Ty+Iqy3CrJBUj2SZ8NBUL8PyIVtXGSeZ78e\/X410xz\/JjLD8BNhsT6VFP3QDnAO7L3Ssj+KfdQ92gwLOlwse+VJUDRVjYAe6rXY4sgey5EL31OwIPreUHX21F2nxSsVRFfM7L39QpGwABIkQSdoqnkjKFy4shQlGXHNAp2e4tetq1qyRndrapmE5SzZCQOZ743r0HEdi3KTdxN5njWHZRP5VhfhQ8OB2rWNw\/2Z2clxKvrqCHzjKvdUMFmRzGteh8W4cpjvXQd84uODJ8Jy\/7YjwiuJVVs6XKujyAB7T3MO7s5t3NGYkkq6hgCT7\/bWhau1T4zauHG3UgvczLmgascid4gaCRlPQUg5UlWEMDBFQ+zRGoHzZR4j+tCnE7gN+8f\/Uf\/AKzW\/h7\/APmW05kknyA1+JFWX\/Zjddmf7Sil2LZSjSMxJgw3jV1cV+zNtKX8AkLgp6OvWic\/svu\/8zb\/AJXpp\/ZpeH\/5Fr3P\/So1ZW6MNHHWrIvqK1l\/Zpf\/AOPa\/wD6f0pH9muJ\/wCPa99z\/wCNLVj3RlfaR1pVpf8A01xP\/GtfzP8A\/GlRqw2QWftFvK+FGQhirqYXvHZl2H5qDP2f4g2Ll53RwGVAJUidWJiRryo+bCCdAaj\/AHfvOnQdB7KzeV7XRSitdbAztve+0vZKq\/cJkBScwLKYHQ9341v3O1rj\/wCyw9hrU\/d6j7vtO9OOBHNT+vCj3ZfAvbj8mrYvm+gZYy5A2pjcHu+DAiPCDHhjpjFZiNiNCDoR1kT9fEk7VbfFpYshBoXMnlA5D6+2hDit9HYMrgP1DDUTIUjnFarMQ8YbWL6RGmusdfLr+baqeN4VausrhUzrsxGYZZ70cj4EzBNAN3tKbLQ7K+usEGTE6zv01miXBdsbARnzEMqlghUSxA7oz5oO48hMCtdoy7BKS6LOJ4a7uEJUaguAdFSASJGoOoHxrZscIwyHuWreoAByKzMeffbfkPbz5CvZHtfb9KFuMssD3mIEuzCe91MmvR04hYIDB078gNIExyneoxSjFdFZ9m+7\/QJdqOD2wgzIgJ5oMjLA6j3xrt7Rn4XsvhWsObkO4QwoZhlaCQC0yxgqddBO1ava3FSrxBhCyncGO9oR5UAL2ivCIS5lGkx3SPygSOtCyp3ZGr4K\/CuPhQqHcAD4VsLxPPoOdBmO4dcdy1tHynXaIk7a8vGpcNgsamotOY8vrU7L5L1fwHNpGI9YKPcPcK6VA2zN7IHvYisDAvitM1l\/hJ00AE1q2VxBfKbbIObEFuXKP+\/gKFNBqzW4Tw4Xb6BxABzQrGWy97KdAMpjUayJrd7UcHS6mZO441VgTvBgMCNvjWBwzFtYd3g3CqHLKOoDEgEhmEEgZtutQ3u3Nl1dbhUsUYQNCTGg1puabSYtX2iz+zIl79240EtbGX+AZ5IHh6tH+OEqeuh\/XvoP\/ZdhFTCNeb1rjxP8FsQAP9xeiy5iFI0INWmkqM32C+PxqC7kVVzEAM0AE9AY1MfWsPt5w5LYtOkZo77dZOhPloKze13EktY1xMaI2vUjl4afOn4jiSYi2UZhLDQk8+VY5JGsYlThWFtLeF1rpaBGXLGmhMa+HxoyTtVaJ3PuoDTh0Cc\/unb3VPZ4ZOubl0\/tR7y6J9p9hk3amz1NQ3O1ljTvGhM8LGmsz\/SpU4MvMT\/el7yH7TDG12msketUw7QWvxUF2uEHaG08qmHCmzR1GmnTppR7yD2X8hd+\/wC1+KlQ1+6D0pU\/eXwHtfYfegHl8P70gijQAezT+5p6kU7MBtA8ayoqyFk6RXVtGNvbUjXR93vH3fGuFtDmMeA\/rRQ7M7HcDw92PSoHjkZPuANVk7KYYaiwi+MAke\/T51tpcj1RFdZhzNFBszCHZnCr6uGttPMgH3z9Kk\/w7hok2LWnLIsCfZWwH5Aae6uFl5b0UFmKez+G\/wCWtH\/Yv9KkucGtMqqUgKIUIWthQdTGQiNa0Td16\/rpSYrzPs5e3rQFswhwC0ZH+YBPO7cb5sYrq8AtKdA3vPy5VtZx5Dr4eArgdRtpU0VsygOHogkzO+\/9a4uFzbT19nWauGDq2w6\/rWpQMw6D5+f9KKsNqK2Gwq7jfYt4eA5CnOiga7DlO8bU93Gw\/UdajaAddSeVFCuxj2AYaNT4TlHU0kwKb5BJ8B8epqyiTUgbpyooNiniMOrqFYvlXZVdlX3KRUOFwyopyl\/Iu\/nsW6VduCdJ\/vTCw\/vTrkVmbf4RZusGu21doPeaToPVHvJqNuA2ARktIpkzCg6ADn5zWwNv1y2prkbj9Gk0xplJ8Bbgwi79I6z+vGu4bCJHqgdfl9Kt3SIgf96V1IEfw9f140UOyubCwIA2NcFnyG1WM2qgR+hT3UcjyNFCspmyP10p12yMoaNQen6\/RrjXABP16VLh7ikQZ1\/XzpUOxun6FKq\/o06UqOQ4J2xWbn\/Snfal560L\/vE13941tRlYUfbZ0FL7SOZoWXiPSu\/b\/GihWFH22NqTYoGhc8Qpv7xooYUHHDYa1z7V1NCw4j0p\/wBu8aKCwlOL5D9eZrpxY3P68qGP3hTBxGd5ooAmbFzTkxAnU69KFk4j0nzp44iBSodhQcUOe\/Sm3cfHOhc8Rk86X27xp0IJvtQHnSS8NzqetDS4zxpz8Q8aNQsKftemmpPIczXWusu6suk6giJMc\/GsPg3EYv2zP3uoGh0OrEAb7zWpxTiFpJtO5Ae2oEAXGT0bs0P3zJaTBzbRoKeorJWdo9VpmAIOp6edcUnWQRlgsCDpO3LSqtztFZZmLZypvZxpsvoyokBhrngwDqBvTcV2htkGGYk2kScmUFkuZpy5jAyzGtJx+xplyHZlUK2ZzCyCPPlsK46upP3ghgsA2WehJAg686qL2mTOWJYj7QHHhbhgRvodV0pmE49aS0wYsHcXA3dzZi6wpzF+6BpIiTRqg2ZaYv3e42pAEqQCTsAaku5w+RlaS2Ukg5QZgS3jyqi3aNCXMsQRZyDobZXPz02aPOuXOP2w1wh3cPcR1lYyhXZmX1jsCoB5xyo1Q1ItXbwW5kOpEr7QY0qVmf1cj5t8uUzHWImKy7PFrK4gX5dj6RyVygQjTlYEn1pMx4VIvGLYDp6a6c+Ui7k7wKsxK5c8wZmZ35Uai2JrDMykhGIEzoTt4xXftGRoZSp6EEeOxpq9qLecOMyr6S6zKOYZAqEwYJkEnpNZGP4uri1qxKWwjE82DMdDzEEUaIewRemXwpUJfvDxpUUBTrhpUqokctNNKlQAw1xtqVKkBxd6caVKhAMO9I0qVAzq0x96VKgB60l50qVCAkWmnelSpiOPzptulSoAdXDSpUgIzXH2FKlTGSW9q5zFKlQIcu5pGu0qAGDc1ylSpAcpUqVIZ\/\/Z\" alt=\"34 frases para familias unidas y felices que te emocionar\u00e1n\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRXfkUC8mqzyhmPG1FV1uFM5cIrbecLK6mHIw&amp;usqp=CAU\" alt=\"C\u00f3mo superar la muerte repentina de un padre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTOI14iNJ6Eb4Kty_9KShKebsKk_qkzycThUQ&amp;usqp=CAU\" alt=\"C\u00f3mo ayudar a los ni\u00f1os a enfrentar el duelo - Child Mind Institute\" \/><\/p>\n<p style=\"text-align: justify;\">\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 style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El imperceptible efecto del envejecimiento a trav\u00e9s de las fotos por  Anthony Cerniello - Qmayor\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcStDSDYRORtL8532tovl2l6HjdRjV2lsMAbfH--n0JNIPdAHLHKiAnnJI3LXQ8_W_e69OY&amp;usqp=CAU\" alt=\"C\u00f3mo envejecer est\u00e1 en tus manos - LaPatilla.com\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a1Inexorable paso del Tiempo!<\/p>\n<p style=\"text-align: justify;\">\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;\">\u00a1El Tiempo!\u00a0Un misterio por desvelar. \u00a1PASADO, PRESENTE y FUTURO! \u00bfUna Ilusi\u00f3n llamada Tiempo?<\/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 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class='pushbutton'><a href='http:\/\/twitter.com\/home?status=%C2%A1El+Tiempo%21+%C2%BFQu%C3%A9+es+eso%3F: https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F10%2F23%2F%25c2%25a1el-tiempo-%25c2%25bfque-es-eso%2F' title='Twitter' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=%C2%A1El+Tiempo%21+%C2%BFQu%C3%A9+es+eso%3F&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F10%2F23%2F%25c2%25a1el-tiempo-%25c2%25bfque-es-eso%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00bfQu\u00e9 es el Tiempo? Los mejores fil\u00f3sofos se hicieron la misma pregunta pero&#8230; \u00a1No supieron contestarla! As\u00ed que, nosotros, sencillos ciudadanos del mundo, \u00bfC\u00f3mo podemos responderla? Aunque eso s\u00ed, podemos elucubrar y emitir opiniones sobre lo que creemos que el Tiempo es. Sin embargo, no ser\u00e1 (probablemente) lo que es el Tiempo. \u00a0\u00bfTranscurrir\u00eda el Tiempo [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27300"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=27300"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27300\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27300"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27300"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27300"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}