{"id":15660,"date":"2024-03-14T10:54:58","date_gmt":"2024-03-14T09:54:58","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=15660"},"modified":"2024-03-14T10:54:23","modified_gmt":"2024-03-14T09:54:23","slug":"desde-la-noche-de-los-tiempos-%c2%a1queremos-conocer-el-universao-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2024\/03\/14\/desde-la-noche-de-los-tiempos-%c2%a1queremos-conocer-el-universao-2\/","title":{"rendered":"Desde la Noche de los Tiempos&#8230; \u00a1Queremos conocer el Universao!"},"content":{"rendered":"<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/hermandadblanca.org\/wp-content\/uploads\/2015\/11\/hermandadblanca_org_seres-de-luz.jpg\" alt=\"Conoces La Energ\u00eda De Los Seres De Luz Humanos? | Gran Hermandad Blanca\" width=\"536\" height=\"392\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTgWobICd4vx1dnTZ72BedQ7Y6oIlTxzKFr9Q&amp;usqp=CAU\" alt=\"SERES De LUZ - Oraci\u00f3n para nuestros Gu\u00edas Espirituales,... | Facebook\" width=\"533\" height=\"413\" \/><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\"><strong>\u00a0\u00a0 Tambi\u00e9n nosotros somos cuantos de luz. Estamos hechos de &#8220;materia c\u00f3smica&#8221; elaborada en las estrellas<\/strong><\/div>\n<div>\n<p style=\"text-align: justify;\">\u00a1El Universo! Gracias a la Astronom\u00eda, la Astrof\u00edsica y otras disciplinas y estudios relacionados, estamos conociendo cada d\u00eda lo que en realidad es nuestro Universo que, nos tiene deparadas muchas, muchas sorpresas y maravillas que ni podemos imaginar. \u00a1Son tantas las cosas que a\u00fan tenemos que aprender de \u00e9ste Universo Inmenso!<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/hips.hearstapps.com\/hmg-prod\/images\/deep-field-2-648899ddd6dc5.png?crop=1xw:0.735xh;center,top&amp;resize=1200:*\" alt=\"V\u00eda L\u00e1ctea: Todo lo que sabemos sobre nuestra galaxia\" width=\"716\" height=\"537\" \/><\/p>\n<p><a href=\"https:\/\/www.esquire.com\/es\/ciencia\/a44200737\/james-webb-telescopio-espacial-primeras-estrellas-historia\/\">https:\/\/www.esquire.com\/es\/ciencia\/a44200737\/james-webb-telescopio-espacial-primeras-estrellas-historia\/<\/a><\/p>\n<blockquote>\n<h1 class=\"css-yi6tfb exadjwu10\" style=\"text-align: justify;\">El telescopio espacial James Webb podr\u00eda haber encontrado por fin las primeras estrellas surgidas en el Universo<\/h1>\n<\/blockquote>\n<div>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0\u00a0 \u00a0\u00a0 Las primeras estrellas aparecieron despu\u00e9s de cientos de millones de a\u00f1os<\/strong><\/p>\n<p style=\"text-align: justify;\"><span class=\"ILfuVd\" lang=\"es\"><span class=\"hgKElc\"><b>El Telescopio James Webb capta una impresionante imagen de una estrella reci\u00e9n nacida que lanza chorros gigantes<\/b>. Pie de foto, A la velocidad de la luz, tomar\u00eda aproximadamente 1,6 a\u00f1os recorrer la longitud de los chorros de HH212.<\/span><\/span><span class=\"kX21rb ZYHQ7e\">4<\/span><\/p>\n<p style=\"text-align: justify;\">Al principio, cuando el universo era sim\u00e9trico, s\u00f3lo exist\u00eda una sola fuerza que unificaba a todas las que ahora conocemos, la gravedad, las fuerzas electromagn\u00e9ticas y las nucleares d\u00e9bil y fuerte, todas emerg\u00edan de aquel <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a> opaco de alta energ\u00eda que lo inundaba todo. M\u00e1s tarde, cuando el universo comenz\u00f3 a enfriarse, se hizo transparente y apareci\u00f3 la luz, las fuerzas se separaron en las cuatro conocidas, emergieron los primeros <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\">quarks<\/a> para unirse y formar <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\">neutrones<\/a>, los primeros n\u00facleos aparecieron para atraer a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo\/#\">electrones<\/a> que formaron aquellos primeros \u00e1tomos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.pinimg.com\/564x\/37\/d6\/b8\/37d6b8f53830d3a84bc4d9c5d80648da.jpg\" alt=\"\" width=\"682\" height=\"697\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/phantom-elmundo.unidadeditorial.es\/6d50c79dc8cf02f1a0b120c1ccde5a75\/f\/webp\/assets\/multimedia\/imagenes\/2021\/11\/08\/16363993722502.jpg\" alt=\"Una superburbuja en la Gran Nube de Magallanes | Ciencia\" width=\"706\" height=\"493\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Los astr\u00f3nomos del Telescopio Espacial <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> de la NASA, han capturado dos grupos completos de estrellas masivas que pueden estar en las primeras etapas de su fusi\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Los racimos se encuentran a 170.000 a\u00f1os luz de distancia de la Gran Nube de Magallanes, una peque\u00f1a galaxia sat\u00e9lite de nuestra V\u00eda L\u00e1ctea.<\/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<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/invdes.com.mx\/wp-content\/uploads\/2017\/04\/03-04-17-agujeronegro-300x300.jpg\" alt=\"\" width=\"401\" height=\"401\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Si la Gravedad es repulsiva y la expansi\u00f3n se acelera, esto har\u00e1, mientras dure, que la expansi\u00f3n se acerque cada vez m\u00e1s a la divisoria cr\u00edtica, es decir, el &#8220;<a href=\"#\" onclick=\"referencia('omega',event); return false;\">omega<\/a> negro&#8221; como lo llaman los astr\u00f3nomos en relaci\u00f3n a la cantidad de materia que hay en nuestro Universo y de la que depende si es un Universo plano, abierto o cerrado.<\/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 <img decoding=\"async\" src=\"data:image\/jpeg;base64,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\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\" alt=\"El universo es cerrado, abierto o es... - Astronom\u00eda en tu bolsillo | Facebook\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRn-xd58YaF8Y9hINbOXr9nnJtuhtjNz31Cqw&amp;usqp=CAU\" alt=\"Luz antigua - Alan Lightman\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En esos modelos, la geometr\u00eda espacial depende de la energ\u00eda y el contenido de masa en todo el universo, y m\u00e1s precisamente, de su densidad promedio o \u201c<a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a>\u201d definida por el par\u00e1metro \u201c\u03a9\u201d (Omega).<\/p>\n<p style=\"text-align: justify;\">Con soluciones clave como las ecuaciones de Friedmann, que explican una homog\u00e9nea expansi\u00f3n del espacio, se puede hacer el c\u00e1lculo sobre la posible densidad del universo; el cual viene en tres formas posibles; abierto, cerrado o plano; y para ejemplificar estas formas podemos representarlas en una imagen de dos dimensiones y reflejar su efecto en un tri\u00e1ngulo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSNUSwZOTHsyOcVa5R-hqNIyn8ylxT1nYCY-8bbiBlrdA&amp;s\" alt=\"Ens\u00e9\u00f1ame de Ciencia - En f\u00edsica, las ecuaciones de campo de Einstein son un  conjunto de diez ecuaciones de la teor\u00eda de la relatividad general de  Albert Einstein, que describen la interacci\u00f3n\" width=\"415\" height=\"415\" \/><\/p>\n<div>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Ecuaci\u00f3n de campo de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> de la Relatividad General. Las ecuaciones de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> tienen implicaciones sobre c\u00f3mo la masa y la energ\u00eda interact\u00faan y afectan el espacio a su alrededor, lo que trajo preguntas interesantes. Si la masa y la energ\u00eda pueden cambiar la forma del espacio (Esto debido a su efecto en el espacio-tiempo); entonces, a gran escala, \u00bfla totalidad de masa y energ\u00eda en el universo influir\u00e1n su forma?<\/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 <img decoding=\"async\" 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C6TnUvQJiuBClplpUpSaqUooZgp0kEVBYjxBAxz6MaXj5I1PNljR33WBpctxV4agivKAI\/\/EZepiQkALJUVJ0gIWlFSDRyoUNedYAalTEqAUkgpIcEFwRzBF48BumAHo6AQArlT9jKf2E9PVEANQAvjsWmUnUrwAFydgOsd06bm7Ijq1Y0o8Uv7OKzHGrmLJJruRZA2Qnqbv58hE1esqS6qnru\/e\/0I8Hhutf+RX02XP8AS35vwduWzXPgngkgUo9wPDmev2xjVK6jlH1PrML0ZKt\/sr5LZb\/r3oUacdN1BXaKKn5n3NZukVusne9zXeFoKDjwq3gdpPm6UlXL7dh741Yxcmox1Z8XeMbyk7RWbfcs38ikkyVLISkOfxWPrYRjRpqOyVj83rTnjMROolnJt+F39jpcry3QwA1TFUp9g5DrFKtW4s3kkbGEwipZLOT95HZ5VlYlDUpjMNzsB7KenXf3AZVas55LQ38PhlTzecveS95\/IsYgLQQApLCu3XUaezl0avembv8AdADcAEAaTZqUgqUQALk0EeqLk7I5lJRV5OyOczX0i9WW4fduM\/qpPdHU\/C8WeCnSV6rz5e\/67ytGVbEtqirLeTy\/r68kctj8xCQ616AdgSVK6lVyfD3mK1fGu3\/FfP34epoYPotN9iPHLdvReuvjLXkc\/ifSNqSkADmbn\/KN\/fGbLE\/8UfR0+h18Vad3yXv6IzlOY4idM0k8DOpgAQPHatI9pVZylYjx+Cw9Gi5JWe2ebf8ARfrXpolLqNkjfqeQ6mL0ISnLhiYEpRhFzm7Je7Jbvu83ZXZth8pdWqbxKNkJr5UqfAfGNqgo0IWhru\/ei5fk+axjljKidT4V8MFn5vnJ7+miOqy\/ISQO04E+wm\/mRRPgPeIrVMUv45vmXKOCdu1kuS95eXqXiZCUI0pSEjkPxfrFGcnJ3ZpQhGCtFWRRKylRUpZmIC1KlKdMrSPml6wVp1utR7upxTaOTo0lZEAarBAWlaXSSoNOE4pJKyDVIqAnmXMAZxOR63PaEHUpQoaEzkTQ7KBIBS1CDW4gCxwOH7NARSjksCASolRLEk3JuT4wBOmPAQjOB8oVIISGcBRWzqAlHTpaj9sAKl9JpHQNcuzjtFpQUBOqUF9\/VUhJUlgHYahUs7wA1k5+Zl8JTwJ5V4RUMd4AnxM9KElaiwH4Ycz0jqMXJ2RxOcYRcpaHG5rmC5in9YvpGyE7k8z9pYWFLVWosPDhjq\/d\/BFXDUJYupx1Mor3Zd73ey8r8h6SZjpHYoJrVR3Y9eZuf5xh4io12d3qfY9GYVVX10l2VlFbZfjY5mKZ9AXXo9l2pQmqHCk06qH3D7Ys4eld8T0MfpXGKnHqYfE9e5fv6F0ZKp6uGiB62xO5HP8AHOPpMBRVP\/dPX+K+\/wCO7xPz3pevKqnhKT\/834fxXOzzl32WzLzLsvCWly0uo\/h1HYfi8WKtW\/am8ilh8Modims\/evd71OuyvLUyg91m6vuHIRmVazqPuNuhh1SXN8\/ew9EJYCACAEJTfKVnsyD2csa+G2qZu7t+6AH4ASzHMkShWqjZI+0nYdftiWlRc\/DmQVq8aeWr2Rx+PzNc46ipkioV6o\/UBuf0z5UsniYwXDR837\/rxJaWAlNqeJ8oL7\/jX\/x0OTzL0gAdMnzWav1r3vE05RlVMTn2c3zPqMN0U5JOtklpFZevL683c52bOUokkkl6kxUbbzZtQioLhgrJD+WZKuaxPCn2iKkdB+BE1OjKeeiKWJx9Khku1Ll+eXgdVgMEEpCZYZO6zVz09s\/DxtGph8K5Ls5Ln7\/o+Ux\/SCUuKs7y2itu58vDOT7tTpsr9H1kVGgG5VVavLbztyi91lKiuGGfvd7+RjyhXxMuKpktlyXctvPPnc6PB4CXKHAmpuo1J8T91orTqynqW6VGFP4V57jMRkppNsYA5I5vPShKldmy0oU+kpEsKWUnUVLY2AfhYnlHgJpOcLJSgmXrUZLAOQUzCQtYZVUhr2FnMAJ4DHzzhxqWlenCS1rLKClTFdokpdK3SUlFd3e0AMTc2npckI0kzgOBQ0CViUSdajq4hoWVnu9zzgC1yrEGYjUSDxKAUkMlQSogLAJNCBzI5UgC2VKSalIJpccre6PQZCA7sHZn6coAWyn8hKq\/AmvkOUAc\/nOP7RRr82h26kXX9oHSu8aNGmqcbvXcya9R1qijHS9l3vn9l+ylAOkqPeUxPQbJ8h8XO8ZEqjqTcmfRdWqNNU46L5vd+f0stjks2yqcqapQTqCi4II9xc7RSq0ZubaR9Bgcfh40IwlKzSJcv9HlHimlgK6QftVYCPYYfeZxiOlk+xh1d8\/wvydHh8GFAAhpYoBbV+5P2+F9jDYa9pSWWy97fXw1+UxmM6tuMXeb1fLz\/wCXft46XeX5eubRA0oHrNTwSPWPw+yL1WrGGuvIx6NCVT4clz\/HP6HT4LBIlJZIvcm5PMmM6pUlN3Zq0qMaStEYjglCACACAEpR\/rC+L+7l8NKcUyvP\/eAIc3zTs+BLFZHkkcz9wixRo8eb0KmJxHV9mPxfQ5BRM0lSiSkl63X+krpyFm8gK+JxPH2I\/D9f19dzQweD\/wAftzzqPV8v3ze2i7670ikrmI7NBqa7sQLgkCm14qTg5wsjRw2IhQrqc1dW+fM56R6MTld4pA+t932xXWHlu7GtPpai1knLu2LjAZJKSQw7VWxPdfpsT0GoxboYNyzir970MvG9LSWVWXB\/2xzk\/v62TOrwHo3MWxmcKeRH\/Y9fFRpyi8oUqeb7T+RhyxFerlTXVx5\/yf4+Xfc6XBZbLlVSHV7Sqq\/l4Bo8qVpT105HFLDwp5pZ83r78ByIicIAIA0nWMGBSOQDwAPAA8AAvAD0dAIAqFzinBJIcHs0JHMamS9PF4loRUqiTIMTJxpNr3fI5xcsFJTsQ3kzRoyXEmnuZVOTpyUo7Wa8hfjAYo1dUkV6kKIb4xkywdWLyzPoYdIYaau3w9zTfzSd\/kY7NRsgD9Y\/cl398dRwlZ62RxPHYWOl34L82+hNhsCVlgDMUNgGSPKw58RPSLUMNTpdqbv4\/Zf2UKvSFateFJWXdr5v+r8mdFgshF5pCv0B3fM3V8B0MeVMU9Ieu\/6OaWCWtTPu2\/f07i6AagioX9DMAEAEAEAEAJIV8\/M4T+Tl1ox4plLv8NoA5CfN1JUpZPHUkVLqDMBfoB0Ea0orh4dtDDpVJcaqb3T9+9BYGbYoNDdBTxAdFEaX5V8YyHg6qdkrn0UekMNPNy4e5p\/ZNe9CXC4eYvhlS6e+vVuF\/FQjr\/Dmvjaj9fQ4fSNH\/wCNOfgrL1enoW+F9F1KrOXT2Qx+Daffq8Y7UaMNFxPv09CKVbE1N1Bf9uv\/ANnp5ZF\/g8vly+4kA8zU+81bpCdWU9WcU6MKecVnz39RqIyUIAIAIAhxeKRKQZkxaUISzqUWActUm1TAG6JgJIBBKSx6FgWPkQfOAIMyLSzQmos3MVqbQA1ABABABACqcwlmYqUCdaQSQx2CCWLMSBMRQe0IA1wuaSphCUKJKkhQ4VAMQFM5DBTKB03Y2gBfCSkzcKlAWD82kPQsoAEO3ItSO6c+CSkR1afWQceZz\/yeYCxlrcXASo+4gMR1jT4463XqY3BO9nF38GMycqnK9TSOai3wDn3tEcq9Nb38CWOGqy2t4+2WWGyBIrMUVdBwp+FT7\/KK88U38KsWoYGK+N3+S\/PzLaVKSkaUpCQNgGHuEVnJyd2XIxUVaKsjZVo8Ojl8BjMRITJViSVPh0AskpIWlBXM1alnUvSgwBNjZ88T1GU6gJiRMGonTLKJRdMuxVVZAo9e8QEkDRM7HMnU7rCElpbaDMlqJU7uyFhI8CejAQYpWMmy50r52WwXomIBSqykJSFEB1DUlT8Q4TxKdgAovH41E7UvtECb2UtKOz7QBUuXjCvQkGmtctCir2FJdrgCzk4ueqZLE7UhXbEaAChFpzBKtXzwKAlRuAa0NABZCd\/WVpTMS5lpGklPCQZjcI4iejij9IAFZFIJ1FJ1EVUFFL8yyWAc1oBWJo16i3K8sLSk729G19CWVlEhP92D+s6v2ng69R7\/AGEcLSX8fXP6joEQlgzABABABABABACuZ4MTpfZlmKkEuHBCFpWQR10t5wBTS8DipB7OSQuWtRUZiqqQnSlCUsVcelKAHNTvUOQH5i1jDSxOWEzSmWFd0al8OpIFRUvQeUAWkAEAEAEAJnLZfaGaygs3IUoewDQFqiWgHnpEAGHy2WhQUkEEJ0jiJDMA7EtqZIGq7CAI8MJ6EoRolkJSlJOsvRJBbg5t8YA27TEt+TlP\/iKbu\/qe18OsAZVMxFWlyrFnmG7Bn4LPqfygAC8R7Es1Prm2oafU9l\/NoAO0xH5uX\/8AIbav1PZbzgA7TEfm5d\/zhtq\/Uvp+MAaKE5TapUojhLFZLKBJJDo\/VbwMAbpXiKPLlbP84eRduDm3k8AYMzEN+TlPt84pu7+p7XwgAWvEOWRKZlMCs34dL8Fn1P5QBkrxFPm5Vz65tqDNwX0v5ttAAV4inzcq59c21Bm4L6X822gCIDEayrRKqEj8oqyVLPsXZQ84AyleL3lybCnaKvqr6ltPxEAZ7TFfm5Prf3iv8vqe+AALxXsSf\/kVThDepXifyaAMiZiqfNybpf5xVq6m4L2aANULxbVlyX\/xFN3j+h7LebwBkzMV+bk+t\/eK5cPqc7wABeK\/NyTVX94q3q+pfnAGRMxVPm5Pqv8AOKtXU3B4N5wBqleLasuSSw\/vFX39S0AExeKYtLkg1b5xXMaX4OT\/AAgDbtMS\/wCTlM5\/vFWanqXeANJgxKhpUiUAdLkLUTbipo5s3SALKACACACACAK\/PMvM+XoBAqCQbFnoaGjkG10iANcny5UorKlA6msGcuslav0zqAPRA8ABZQBFipWpCkskukhlB01G43HSAKvK8k7GcVpUNGjSA1TwygH2YGWpQbecqg3AuYAIA5zKPR1claFFaVaSC7FwyClWnbjJ1K\/VD6jxQB0cAEAc4v0dX2q5mtJClhQBrpOpau0BAftAFaQ7sBcBgAOjgAgAgCvy7LzLmTph0vMItyBUQ4NdXFdzsAwAEAWEAV+W4Ay5k1Z0tMIICQ1QVEqP6R1B7927MEgWBgBHJ8CqSgpVM1krUrUzHiLl6mrvZhWgAgBxYcEdIASyXAmTKEs6aEsEigHJ2Dl3LtvAE2ZYczJUyWFaStKkg8nDQAZbhjLlpQWo9qAByQkUFACA9HawgDOPw\/aS1o4eJJA1JCgDsSk0LGrdIAkw8hKEJQkMlICUjkAGAgBD0gy04iSZYVpcufcW2LMSDY22uALJMAZgAgAgDzXmv\/ELNUz5yU42YEpmzEgaJdAlagBVD2ED2wr\/AEi5t9OmfUlfw4Cwf0i5t9OmfUlfw4Cwf0i5t9OmfUlfw4Cwf0i5t9OmfUlfw4CxIj\/iBnBtjpn1JX8OAsO4b0uztfdxk0+EuWf\/AK48bSV2eNpallLzrO2dWOWB1En3dx4ijXhJ2i7sjnXpw1aGRnuajvZgryTLP2IiaKlJ2SfmrfUq1ekKUO\/zRsn0lzF2+XzC1+CXTx4aRZjhm48TZVl0rbSHqzdXpJmDsMdM+pLvyonpD\/Havxel8zz\/ANVbV1H5mB6S5jb5ZNf9WW3h3IOhGzd7eP8AR5HpWT\/ivU0\/\/qMwNsbO8ezl\/wD5jpYRvcl\/9UX\/AB+Zqv0izP1cwmecuWP+yIZUZRdmdLpWk9UxaZn+c7Y9f1ZX3y4i8CeGPoS3t4iE\/wBLM7TfGzfqSv4cFmWYVIT+FpiMz09zgXxsz6kr+HAksRH\/AIi5v9OmfUlfw4Cwf0i5t9OmfUlfw4Cwf0i5t9OmfUlfw4Cwf0i5t9OmfUlfw4Cwf0i5t9OmfUlfw4Cx979EMymTcBhJ0xepcyRLWtTCqlJclgGjw8GZeZrmKUJRSyaFarPySB3vGgiXq7K8iDreJ2ibTcRPQCoqQsC4A0HyckE+6PVFPJBzlHNk2DzETEhSVU8PeCNjEcouLsyWE1NXRFmmamSEE6eNegalBCRwrW5UQWDII8SI5OjRGdDj7QhGhQSagg\/NS5pILd0BdTyD0gDOMz2XL1aluUlIUAHIKlJT8CsEi4B8IA3mZzKDvNTwnSd2UxOktuwJbYB7QBvLzWWV9mJqStwNIINSnWB4lPEBuKwB5Xzn+0z\/APGnf6io9OhSAACAH8DlUyaQEpJJ++PJSUVdnLko6l3hfR4JPGRS43ianTc0mtzNr9JxhlBXZZ4fDyk0Sja5FXHI2PjE8cJJXlJ6PbMzq2NrSXxW8BqWlVyCE7E08fGO11U2oxd3utbfIqSUrcRkTFdxIc0s7vRhUgM\/2RFLC0ab62rks0SwcpRUE9yOapiFVZ6\/GwJvt5xZpuNSDjFaaXIYq7sM4bEsLcJuGD0JIBvTmP3RRxmHlWnFp2ls22l3v8E1Ko6d4bPXTbvexGZy61HuAtYMzH\/aJOopTiowT4k8+ffucdbK1lle3hl+DdTGyWd+bMwo5P8As+8RRdSnNrOVu755f0zxuL+HIhGHsQoAW6UNuYLN0iysdD4VBvT57scOWYjjpigSGYKcOCHPKh5+BjQgk0mSUYRa8ARPGl9TOWP6J6v3T+KwlThfJLvPZQd0rXJ0rmBLqmApFtSWIFqxDHDUVNtKz7jyVRStFJ5d5hUhJBcJVyanxcxFUpxn3d9jqGKq03k3bvzEcZkKFB0UrY3HjFPqHFdt279jSp9Jq9pr0\/BRY3JpiHpaI5RaNKnWhUV4srVIIvHJKYgAgD0Hk+KMvJcIRQ\/JZQfxSA8d0o3mkyCvJxptoUweZqShIQSCJkl2GrgM1CVghjTQVVozO4AjRxdNpKxlYCopNqXiPzcyVoLr1l1l6ChUpQSAG1BKeF9whzvHFKCi7S1O69VzTlBZGnoljiZq07Fj52f3N7o56Qp8LTJOjZtppnU47CGZoIVpKF6wW1B9C0MRyZZ9wjPNMSxGRJWorKgVKJJ1ICksqXKlqGk8+xSelbiPATKys6VIEwhBVrSNIOlesTHfdOoO1O8a2YDZWWmikTClQWtYVpB\/KBlBjtYjqBcOCBrg8lRL0BKlMiYmYkGvdwwwwS\/6od+ceg8yZz\/aZ\/8AjTv9RUenRDIkFRYCB4dHluTpTWZtcC\/8os08LOUeIzsT0goPhhm\/kXSsQkNLSNLE8IO3M7v4V+MWKODUE3OzfPbL3yMmrWnU7Us1sE5K3ApQ+PTlTaLVLgcL3y9CC0Y3T1NO1YElwSSBpFemzu1fOPeFwsl8xwXlZfMzoCjUuBVuu7vHiainwrf3Y5bcVksyNKQoMlwVJNXbdgSG5k+Xw6lJRfaeXz8ESZxzlzG5WXPeoF1FyATwsktzpSM+rj4Lsq6lnZZX53eeStmzqMZt3WS57amDI0kAKATQsOZuH2HTpHtDFdfDNdpbvTuZzU7OuZCZimLHUbhJsOnQ0N94tSowS4mrW3W55lknkjKsRUBn2eh3Y+BB+2nKPFSk03fwOVDJm81RbhTUnmb2BI3EQqmpTcqjysrZeLyYhbT34EelK1cSWUNrfG5FYnnN04pU9OZ03OCdtzT5OyjxFiRTk7WPslrfziWLbp3Vn9A6jcVlmvn+xtZZgzA2Lv7hTrGdhXOfE4Su1qrHkl3CWJmpQQVJcEig2cmvShv03jRzcGov35ndKDqZXN0zguoLpUWBrcbUtYsRSOIrspPX1PHDq3ntrobFfqKBdm523Y1I5\/gxxOneF4572+thFOL4kxDHZOlYJDBQ9x6jkIo1qMUk46Nbmnh+ktqnr+TmcfgFylFKkkEbENFVNNXRtCkeg9C5HhO0yfBp54WUP+mCk4yTOJRUlZnP5fJSFFExehVqlnHTmI2o4mM4qxhywjjJ3fmWOK7KXLUCtJJTpFQT61qO\/GoefUvE0us6xk9rUurQ36EYFQKpigRqt4C3nFPF1+tnloW8HQ6qGep1WYTJgVJRLIHaTClSinVpSJUxbioALoSHNKxVLZSSs6xSkvoQF9kFhBCtSicN2mpKbn506GdmSRdoAaVj1LnIKVtKE4pBCSywcPrAc0PGSARR6XEAayMXiCJROkLmS8OVHQpk9opRUAnV6o5+fKPAbSMznakAs7oGnQXmAzly5iwX4dKUhbC29CI9B50zKUVYqeB+fnf6io9OjqMoybQnUoHxsAaFnO7R2pKnJJ2u9N\/kjExmMc7wp6bvm+Q3jJRShkIbfkzjvfbF\/DVuNpOXNeJmRV53lcSlTCFKJAQniUS1SzBhyD87xbqRTtlcmlFNWTu9CfDS3XVwnSagXc0AIa3N3LvHleo6cLwte+5G7Ws+fvIlVJATpB02bpy\/dzhByvmrqxEpuT4tSM4kqIB7rMDTiex6Ch69aRz1UaTlJy1d89iVxXD3r5fkZExhQ9C1TS4jmdFVmm1ks14kKbWRkLJFXA25D+cV61GN7xSu9Xv\/AF3B3Stc3ThrlRapFXoWGwDi715HlFSeOUI8NNcndWzT++RLCndXbS1Xn+CGdK0vpAFbUH7xSLuHr9Yk5X09+bPJN8VpbGZEvbTyPOiRX97\/AM44xNR8VoS2sr5K795I84s\/mZYBR0m\/U2AdmNmHKOr\/AOhOWTX10y1End5abA5CiCzC1Xa73tHWHipU1NbrbL5bnEkQomBSTd7WIPi1CR1FImUpxbVrRXv1OmnGRKZZUGJBFCx+wNataxA69Om01Gye\/LxCzN56AojgAFKNswBI8fc5jjBt0lwOXO2e72z5ZB1LttK3h9RSTLUC4ACdQDClFOzbAmrjpF6aj8O+1yR5xz9QlYIGY2riBDAl21WvUB+TRBWxkaVNVHmu46i6k7QS1y5DcrEGWaEWbyL18DzNIryoxxlK7vzX49+pxCTpyfD3lbjwiaSghiHY08fFhvyiWWCvDvSRcw2JnR7UndPVHJY7DFCmjNaadmb8ZKSuj0f6CJfK8CP\/AG0r9mOWDOaejcua7ge6CbTyPGk8mI4P0PloLsPcI9c29WeKKWx02FwyUBgI5OieACAB4AIAymAPPOV5eFYrEzCHCJs01Dh+0Uz9Bc+ER1ptWS3diLEVOClJpXyf9+RazNZoaAVDBmdvEbCNGj1NJpRWbybebvnl4XPl5Sb10+RiYlISlKQSTVb+r4e1TfrHVNVKtdyna0fh78t\/wSS6tQVm+Le69LCypOrUGCgaMTZiX8R+6NG97KTtbU4U+HuJ5SmINmBF2bwp+6KmIgpR4Vd8T5Zfo5Ts275mBNBJAA1JoX2BD22ob3jqNNKLzdnp5bvf7B5RXebyqsobXo34vHEo27M87vJfM5d8yN3ZQHCSKtfcX8\/dE0pU6a4I5NI64ZWz2NMNKDqbuvs9DRJrtWFSu0lln+vdz2TbWew7iCwGmtOGtX3o9OUYtCm5VZKeSTV3suVnbM7m0lFL3z9SCrMAPV2tzZrRp04x6xvO+ayyXi\/sQ3srCysYywgrSCdQAapSxJYu1RT3xIsPCTUmrvLXu\/BYjDsOUU8lb1JUzQ4\/mXIGx9YWvElWi6kWsrWt66shs0b4kFSgQqqnJNBVwosG+FN44wnFCEo2+HJeCR7KSbcnr9xULJUCEpVRid2F286+ETVMoNJ2\/Z2orhsxhCwp6hwaAPS7D3HeIOr4HFLNNZ6Z5e9COS4dgxk5QBAU7VomhDuwsWcW+yOcLhqX\/U4bPv2f5JItvs7GZYBLhNwCPAB250u20dVZxpJJy8eeZE03kvkSJlLfUr1Sz3Z+IDoXH3+FWdWjUi6dFK7TdtL7MktJJN6LzzNp0jtU6Lk+sSxSxo1WqT8WiCNanhpqTbSWyzTduXdb1JqXFL4bNvd5WX0zEsPK08L1ILP9lnIHQxqyrpwc0rru5EM58fqKekOXgytQZ00N6uaEbN+8RlVp8cuNJ2fhlbbxNfo2trSfkfZ\/QUtlmCf6NK\/ZiJmruSIzHtZhTqKZaSzpuou19kvSlT03sqjww4mUpV+KbithpciSA4UsEbiYo\/BRIPnHiTeR1LhjmQZXmmpRlKPEKg+0nm2xG\/iOdPK1HgzPaGI6zs7ozmuNVLnSlawJQSszQWZiqWhK39XSVOTbTqewiuWSHK80mOvtfWmKKAeHRL7CXNSkhqmpd935NAGF+kJCO07IaGPr8WsYb5S2nT3dIbU77s0AWWAxSlmYlaQlSFAcKtQIUhKwXKU+03lADiYA+DYZaRMnp3VNmuKihWRex8Iswotw6xPNPS1zF6UclUT2t9xxCSBZwQFBrNb3UI8o9xEliJrhdnms+evzM2zirvxJcXJJJOp1FLmlah9vxbnFTB14KCUl2U7Ll8\/oWK9KSm+J3la73+gpIkkLIFaC1BR3rsKi8adeolR6x+j1u\/v3IruPE7RzzN5mG4yEm5YElwByp736eUR08fw4dVJLNLNaElWmo1XTVrXtlv5is1bVJcEh2T1IJJrRqeUaNOakvh2\/o4jG+mq7yM4kBISFaiqqUl08JJrvTQHpfpEFJOVTjlFLb34E0qNt8t\/H9m+AWCihYlzzapLfG1PCkd17NcM1k+8grR4Z5k2HoouQXpU11VUXrZ6\/7xFWTnCNoteW37+h67yWfvkNSJ2oaQkuakkUKSRTpXwvGbXw\/BPraj7KWS0z8N9ieCUqShH4m83lp9u8SxSpmsjSAObjYjYHwp++NDBxoxppwb9+9TmVFRb4nn3FNjJSQ\/zo4VAAFO5cMzOEhmcUrvFpVE7ZP7epcpKSTyWmz+feMYfGJQoBYKSBd6OakAPUvRok4k0QVKEpxvB3+thrDzkuC6SVlhWgqTe5ofhEFZOot8uW5DOlLOPIsMJMLqEsKATWqWd6nxBNGEZmPhHhj12rdtxGNS7cHdWu81t703EZiWJGplK4gEji9V2O\/LweNfijZc+fkcRzztkssx+YOEOl+ou4UOl7v0MZdGrJ1dXa6y2Ss9+Rwso6Ilwq1cUtIBJs7UIBdntR6\/gVsXClU4a8pOKTz9cr889PUmoVJx4qSSbl7du+w1hpY0qS6tLFYSzsTpAJqGVv5nmIy6+JnGrGrGK4o9nle19uX6NDDUITpOm5tKWel0vF87+htiwAEpUyiEhJAdJBD7NyIexjvBurOcqtLs3bd3Z8r\/PbMixaVOMKc2pWSVllbW1++xTZiooAL0IcgCoAf+XlaPo8HVVXibVmmvBlCFPO3vzIp8\/VLUk7pJ6ukVfcEGpEc1sLFXktFf55onw7lGvHPdH1b0cWRleEb6PL+yM7c+ke5yGGxOqWqWSOJLcVnbmASPERtV6XWUVbuMChV6qu3LQu0Y4K1EOnWtyQm61FCA4ehOpKReiL0rWsqDtLUs8UsQnKOSEMmxajikHxfwY\/e0WMdFRpIh6Pu6p9DMpKhxJBcaS4BcG6S9x0jFNwxOwstfeQhVQeJINQGBqLtvAEYkSSsjRL1hAB4Q\/ZqdIS7d06SG6R6CaWUupgxcAlmcsGLkcQYgOHs20ASJvHgPPuHnjt54LflZorz1rb7TF\/Cu8JRvbfIyulINqM0i3mmjNpLJtu19qPvtQxXpQSkpN8Vm\/FXtZ+C25XMpzVslZ2XmLysZ3wFDUQxtUXYdCIuYnC05TjKSyT07+b8DyHHBO2Sat5ciOXiWo5CmqwOzA0GzkR3Vwza2dtOfjfnqcqMv46DxsgJLqN7uKBm5b16Rk8H+ypOpCyjt63f4RIneMYQd2\/eRBiQbb2LWuQ4jRwcocNk8nnnyIpO0\/D8lLh0qlA94BJ7rEuGFjcWNo0UlJZaFybVV7Z78h7ATgUksNVSRuHrt1MV8TCUrWdvf4K1aDjK2xleHDAsaEguWDAuXranxiRVk5ON1a2m+Z4pyHkSwKAk7gl9zXrekZEq7qf9WKS3Wr0\/R44q\/Zfg9DXHyChW6jR32u5vUV90S9GYiNWlwx7K0yJK9OUJ2nvn4lTOloK9RSQ4JuSCU0ChZmNx1HjGpCLjHhvd\/YljKUYpL7FROlzVbqcEum9NW24rzuTBp2L8J0ova3PyIsJgCokgjhUB0IfmPvvHMYb8iSriYxVnujrkzFIQbkhmAFN+8PNv94p1KEalRZrhafjd8mYsHHNaPLw7\/0QTJKlKSogDSQeR0lj5X+6LqnBU3nlnr9BxKKcVuhuXd9Jpu\/MOK+W\/WMqvP8A1pKSs9VvZZZbnNNcKva46uWUtMDMnVqIs5JGm4LvflGNTrKtxUba6LdWWpoVKTpcNSK0upPZtvRd5HhcSEqDamJqqhUwqj\/M8Wa3R86lJyla6WS79\/Igw2IhTlbPXPn3eZpisVqKg11FVquzV6sfw8WMJgqlKFOaeVrPPK2uXmcYit1kpZZN37+WZyuczVay5OkhknUQKAFXdu9PdG4uyl4F3BwXVrnv9jfHSFJShZJSGKlJJPeN\/J6sYhxVT\/W7EmBlGVVrW2j7kfb\/AEQRryvB9cNL\/ZjIZrHLY3AnDzVKMsrQS7C45s9xF6hi2o8EtChWwicuNEis5ksyJKyql0DY6hVQoyq+IB2EeuVO\/FJ3CjUUeGKHvRXKVazNWGJsOQ5RBiMQ6r7ifD4fqrvmdHmeVdqoqZLiXpQVCqV6woKFKWuKxWLApLyaakqUNKldoFAlbawJuvjCZTpLEgEldzYGPQYTkKnUVCWStKUqU5cNiFzikHS5SUra4qkeQG2N9H9Zm0l6VJnBCSKJUuVh5aCAzDT2SrW1Bt4AaweWqTP7QhHemErBOtYWQQhY00SmgFT3E2rHgPPCsXoxc97dvN\/1FRLTqOnLiRxWpKrBxZfSJ7qudIDpO5O45cqHl0jYilVhfms7HzValKGT13\/IrisYkrISwUkuX4XDFwXuPdeJY5ZXJaVCSjeWjLBGJCka9LggWr0It+KxBwtTj2rL6+\/mVnBRbjuMJlPbkHY8tm8IhrVFGfDNZPLQ4gpSeWxkK1MKm58+b8qRHw0qEnPhyWWWwfHPv3K6eoB0zNi6SLUNxzNYu0pwn24Ne\/oWIwldOHn75DWFSaAVe7UIJqB7lEV6RDiZxSc5LTn75kEryfChpctWhmDBR1kbClxYV+0xn0a1KnW4nJ\/Dkn53t328yR3cMlo8\/lr3ECZhSKFRKVU1HSHLOoeR23EXOpVTK1lJe0\/DY4Us1n3jCtJdurDYACgrc0\/3jNpqpB2eavys27q7y2O5yhLNZcuSVtPUpcxkrcFBIZvC9LXpz5CNynOM45Mkw84WakR4CSoLfm\/FXeyW8tv5xK7LUkxFSLhZ7bDKcAoEgOgElWrmaEU5VfnEH+XScbwab5XI6lVpJ1F6lhJkE0IoKnlcGpegNIpYjGU3DjpuzeS8fAj6qaqcMlb9omUwJUh2JJBdiA1XY0p73pFOTaj1dbWK02b7ss7c9g7X4oPLbnYllY0pTo3ctRmcNXrQU+xorT6N66qqsckkrrm1nl3Fuh0h1OGlRSu28nyW+3h5C0xSmALgABk7E1IUxPjbnGhGMYPrI9ptu7S0WWXqU3JuPDoklld28bcyvxmYFO6SUhjU8L916PUv74vrDxs29b3v4\/rIkhR6y2qW3fzKqdiJpUVEamYM1AOJ+rfyrE6hZcKXgXacKUVZZa+\/EZywlTkuwACRparhzyenkIOVmm9CHEJRyWtyuz\/HhTISaD4neMnEVusl3LQ1cDhuphnq9fwfffQH\/wBMwP8Ay0r9mKzLZbYjCJXcCPAKIyWUC+kQA\/KlBIYR6CSPAEAEAEACYA8p5wf6zP8A8ad\/qKjo6HMqzPTwqdvG3URPRxEqXgVsThlWXJ8zppOATOGoDXS4Ykb2\/fE9TpKnTaTyzWpjKjiYvhhF+REqSuWkhxUUITparXs\/U2i9CtSrZcvAgbUmmyXBagl5jC7A+9zz5\/GI68eLON780RVXFy7OYwqaFBmJ0lw5ccXLY+MV4YedKo2ms1Z2W6332PJydlHxtmQ5th0TU8JapcHiIKS7JqGeGDjWhenUV7aSW67\/AALEKkaclJbp3XL9GMuUQlmbSSxFAoDcMevw98+Jpzk3blnfx78iGq1fiv3+BN2hDsWFAatvy3ZgfdFaFKEpcMkr52eufcyON1GyZtNIU4AbYje3PnXpfaFCHUZ1JX5d36SPbq+SsZUoCpskAe6z8zWPKNPrISUXm\/H5aCTbnewhj544qqAFTXbqRe9W6RfpwaiuK17Z2J6cO12VrpfUMBOdAOnQAXuA4A25UpCpHjTi98vA8qw4Z63LKZmOtQqlxZqt1cmppetYzMP0ZDDQlxSupWvt5eArV6k2puNrae2QupRCgDU1Bpz2FHeLLowhDg227iu3m75jgsE6gwD1sxA5VLE9bm1YyGuKTnn2nbvyfflZr0LEWlaLayzz09oQxh1AJAJKmNBybkKk0HnGthqUqV7uyWt3cjhnK5kS1s4AdtzSlSHLPE3W01KyeuyXvL0PEk78hGbloUGBbU5NnJNn5gV98T8aezJ4YlxztoSYfC+sosEjSEu4agJJ3VT\/AHjipVaV1l4nMqjl2YK7buVOZ5olKezl+Z+H4O7xm1sRKbdnkbWFwahadTOX0OdWpy8Vi+emPQM\/+WYH\/lpX7MeM8G048zFlCFBKU0KyHci6Uj7z7jE6pNR4mV3XvLhRMuUoBxPL\/pJSR\/0gGPOFPKw4ms7mMtzETXFlJoofYRzBjmpTcHmd0qqqLI0zKdOTMlJlrlhMxRQdUtSiGlzJjgiakeoAzb3iMlMYTO5cxwAoEFQIdKu6gLuhSk2PP3QA\/ImhSUqFlAKHgQ4jwEkACYA8pZz\/AGmf\/jTv9RUdHQoIAsMtzaZJUClTfjrHE4RmrSR40mdPhc+lzWK+BX\/T8Kve7+MeUE6GSzW3MycZ0fKo+ODz7ywXhEkgpUktQEHYt3ah35CLlPpKStxRdt3+fAzp0Z0rxk8+RAlBFS9Gdg4PiL9ffGnNwlFPXdFdy2MSpO5Yl6mlWezb7c4cc4ttLL3t+D2U72REjClKgeJQJKqAbCtN6OaM8eOrCcJJNXtv36EvFxq3kOS5rBQYioL2cciPE7iKqo\/7OJvbJW0b1zIZO0OFc\/fcZlL4gQNSipyX2PrJ5q\/3jitRbpu74YpZLfwdtjunK0k2s\/v+QxUwAEKD1Hq1o4qm9tvtYRDgabk3UirWXv3b0Db4mr+eglMwzrdtmFi1Q1PjTrGymkld5nsalo27zE6QoAhSyEg3uSKUraOY1YzTcD2M1fJZ8iQS1JL3BYMB1d+m7mD4Z5J5+RzxRkrDiQl0qd1DyZ71FehtGW51UnCccnez3fvbU5jaOj8SZCmeu9dKtNNvt+MUJrrJxtG3JNN57+LJE7Rf2yE8XPlpataMwcdQ7cxtSNChQxEr8WUX3+ml\/wB7nip3+ETROmzFABOmX6ylUfwBqB167RcUlTu5Z29SVUqcVreWyMzcww8pJCuNTMlKSAA3Up+zlGfXxtac11WUd7\/gvYfo7ji5Vbp7fs5zMc5XMoKJ2A\/FfExFKUpvik7s0qOHp0laC\/JVqU8ck5iAPRno1PKMnwihcYSWR9SC1RxLRnOSsavsJqEFWsyl6ClWlWsIJSQpwxcDcDnR42cTR\/1JowsLW4a1pF5MzCqiFKImLUoPqUlLIQnSCAUoSyQasNSlHeKtOKg0p6stVZuom4aIS9H8cTiR1SX+B\/HjE2PglBEPRsm6jO5n4ZEzTrS+lyP8yFIPjwrUPOMg2hUZNJZmXe\/aLfu6G1anbTRrQA9KSEgJFkgADkAGH2QBlKwXYgsSCx3Fx4wBsmAPKWc\/2mf\/AI07\/UVHR0KQAQBkKaAG8LmK0GiiIHEoRkrSVy4w3pKXdYfntEqrSUbIo1ejaM9Mi2RneGWNJBFLkA1u\/WK\/HiOPi48vMin0coxXBrzv7+phJlKqJjEPvUv1IpGrTxMm+1ZplCWHrwWcPfkbiQogaFBvKp8hWJp4qlZt\/QhWT7cRpMlaaGhKSDTzsdnER9fSqK6s7aXZxK8W4tPPnyFpEmhSZmpy9SHvbp5xPOsoNNZruVz1viaaVhlMtI1MRQtpf40uHb8XpVa01NcKeavfbwOXFpXlrcJgDUcCwYVjqnLh+LNvPX87eJzm3dGBOKndKkgWcUfejlvFo84FF8Sle++\/qjuSez8kRzMdKAbVWjlj8G++I2nxXbSXq\/uTLB1JRSUW\/ka43P5OjQksAOQ1Gm6gBR9oqUqUYVHOcuJvxsvC5f8A8OtKKhZKK8L\/ACKWd6QJS+hAHXnFmeLqSyJY9Fw\/m2yqxebzF3UW5RXbuX6dGnTVoJIRUsm8eEprABABAHpD0Sk6spwQ\/wDayv2Y8Zycp8mTJmFM1wh+FVwByPKNWjjFKCi9UZNbB2m5bMcXjcKlJCZiVEghg5LKZwwv3RezUj2Uk5KcnoeRp8MXBLUa9D8tUVmaQz0AOwv7z90VMVieudtkW8Lh+qV92dPjcPOM0qSV6UjD6QFsCe2V2zh6\/NtenKtqhcE8AjFp0qmdoshSe0SNICuGaFFGqcXTqUgtwBgKO4gemknAYipPapmLRhApQmD1Jx7ZPeICtBuBUEsXgCfFYXEnXpVMDJnGWAtnVqR2T1rQKoaVL7QA1l8ucJxKten53UVKBSXmJMns0g8LIcGg6uawPDzNnP8AaZ\/+NO\/1FR6dCkAEAEAEAEAZBgCRE08zADMrEL9owPLXHJWPmhmmKpapjyyOXCL1ROcfNLPMUfEvHSk4\/C7HMsPSf8UH\/iE0WmK98HJz+J3OVhqSeUV6EMzGTPbV748vsd9TTX8V6Ck3ErPrGB2kloKrmq5mB6RFRgDEAEAEAEAEAEAemfQL\/wBMwP8Ay0r9mPGcm2cYZBd0gwBSYbBS9XcELnSSOtwEsBNA0eHI1AGYAIAIAEwB\/9k=\" alt=\"WMAP 7 | Francis (th)E mule Science's News\" \/><img decoding=\"async\" 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\" alt=\"El blog de Antares: diciembre 2013\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Podemos concretar con de manera muy exacta y resultados muy fiables los \u00faltimos resultados de los datos enviados por WMAP. Estos resultados muestran un espectro de fluctuaciones gaussiano y (aproximadamente) invariante frente a la escala que coincide con las predicciones de los modelos inflacionarios m\u00e1s generales.<\/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<img decoding=\"async\" src=\"https:\/\/luisjonu.files.wordpress.com\/2018\/03\/city.jpg\" alt=\"Materia y Energ\u00eda oscuras | ME GUSTA LA F\u00cdSICA\" \/><\/p>\n<p><strong>Hemos hecho el reparto sin saber, a ciencia cierta, si la materia y la energ\u00eda oscura existen<\/strong><\/p>\n<p style=\"text-align: justify;\">El Universo estar\u00eda compuesto por un 4 por ciento de materia bari\u00f3nica, un 23 por ciento de &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; y un 73 por ciento de energ\u00eda oscura. S\u00f3lo falta por confirmar el &#8220;peque\u00f1o&#8221; detalle de que, la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; existe realmente. (\u00bf)<\/p>\n<p style=\"text-align: justify;\">La expansi\u00f3n del Universo, su velocidad, no se corresponde con la cantidad de materia que vemos, y, un buen d\u00eda, alguien tuvo la ocurrencia de idear esa &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; que no podemos ver y que es la causante de la aceleraci\u00f3n del Universo, y, como no pod\u00eda ser de otra maneta, todos los astr\u00f3nomos y cosm\u00f3logos, que no pod\u00edan contestar a la pregunta de por qu\u00e9 se aceleraba el Universo de esa manera, se agarraron a la &#8220;dichosa y salvadora&#8221; <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> que les solucion\u00f3 el problema.\u00a0 \u00a1Por el momento!<\/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 <img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/www.amazings.com\/ciencia\/imagenes2\/9266_web.jpg\" alt=\"\" width=\"517\" height=\"519\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Simulaciones por ordenador ha ido facilitando el conocimiento necesario para saber cuando y c\u00f3mo nacieron aquellas primeras estrellas en nuestro joven Universo. Para que comenzaran a brillar aquellos primeros astros hicieron falta el paso de algunos millones de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">Sobre unos doscientos millones de a\u00f1os m\u00e1s tarde, se formaron las primeras estrellas y galaxias. Con el paso del tiempo, las estrellas sintetizaron los elementos pesados de nuestros cuerpos, fabricados en supernovas que estallaron, incluso antes de que se formase el Sol. Podemos decir, sin temor a equivocarnos, que una supernova an\u00f3nima explot\u00f3 hace miles de millones de a\u00f1os y sembr\u00f3 la nube de gas que dio lugar a nuestro sistema solar, poniendo all\u00ed los materiales complejos y necesarios para que algunos miles de millones de a\u00f1os m\u00e1s tarde, tras la evoluci\u00f3n, apareci\u00e9ramos nosotros.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcThUnVOE092J__vxun6FWrxRkNQPo28g5AXEQ&amp;usqp=CAU\" alt=\"Qu\u00e9 es un agujero negro? | Euronews\" width=\"627\" height=\"351\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cuando esas primeras estrellas agotaron el combustible nuclear de fusi\u00f3n, tras unos pocos millones de a\u00f1os, explosionaron y se convirtieron en enormes Agujeros Negros como en de la imagen de arriba que es uno de los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> m\u00e1s grandes y masivos descubierto en la Historia de la Astronom\u00eda por un equipo de Astr\u00f3nomos que le han calculado una masa de 17.000 millones de soles, est\u00e1 ubicado en el coraz\u00f3n de una galaxia muy distante como indica una Nota de Le Monde que public\u00f3 la noticia.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" style=\"text-align: justify;\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ6IB84lUDqKUf2BwRN-uPEpZVWyRs8-BmErg&amp;usqp=CAU\" alt=\"Blog de Emilio Silvera V.\" width=\"348\" height=\"261\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTpu1Yy5w8r54q8M36XQYPOQWrITlOxvrpfGg&amp;usqp=CAU\" alt=\"El curioso parecido de la primera imagen de un agujero negro - AS.com\" width=\"350\" height=\"196\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRjLDiab5ZWbISPvliEUgqNxTGPVUVEgpFpYQ&amp;usqp=CAU\" alt=\"Astronom\u00eda y Astrof\u00edsica : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS-p8vZn-1_VaQFhBMWFSLv8-N6bBNGR7NOcw&amp;usqp=CAU\" alt=\"As\u00ed es como se forma un agujero negro\" width=\"330\" height=\"185\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRJySTWqfLwOmNAj9QHYuPzV6kMbqBnM2kVqA&amp;usqp=CAU\" alt=\"Descubren un agujero negro invisible a 1.000 a\u00f1os luz de la Tierra, el m\u00e1s cercano que se conoce | Ciencia\" width=\"313\" height=\"208\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRbX7RVSU91sZQ5ezHTNV-ai9Wuf3pzFFTGwQ&amp;usqp=CAU\" alt=\"Blog de Emilio Silvera V.\" width=\"316\" height=\"210\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Lo que hemos llegado a descubrir en nuestro Universo es mucho m\u00e1s de lo que pod\u00edamos imaginar. Las sorprendentes im\u00e1genes y los sucesos que la producen mediante complejos mecanismos que, tras muchas observaciones, simulaciones, Modelos y estudios hemos llegado a comprender, nos habla de un Universo din\u00e1mico y eternamente cambiante en el que, cualquier cosa que podamos imaginar&#8230; \u00a1Podr\u00eda ser posible!<\/p>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera v.<\/strong><\/p>\n<\/div>\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%2F2024%2F03%2F14%2Fdesde-la-noche-de-los-tiempos-%25c2%25a1queremos-conocer-el-universao-2%2F&amp;title=Desde+la+Noche+de+los+Tiempos%26%238230%3B+%C2%A1Queremos+conocer+el+Universao%21' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=Desde+la+Noche+de+los+Tiempos%26%238230%3B+%C2%A1Queremos+conocer+el+Universao%21&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F03%2F14%2Fdesde-la-noche-de-los-tiempos-%25c2%25a1queremos-conocer-el-universao-2%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/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>\u00a0\u00a0 Tambi\u00e9n nosotros somos cuantos de luz. Estamos hechos de &#8220;materia c\u00f3smica&#8221; elaborada en las estrellas \u00a1El Universo! Gracias a la Astronom\u00eda, la Astrof\u00edsica y otras disciplinas y estudios relacionados, estamos conociendo cada d\u00eda lo que en realidad es nuestro Universo que, nos tiene deparadas muchas, muchas sorpresas y maravillas que ni podemos imaginar. \u00a1Son [&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":[234],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/15660"}],"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=15660"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/15660\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=15660"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=15660"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=15660"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}