{"id":22972,"date":"2019-02-18T11:01:59","date_gmt":"2019-02-18T10:01:59","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=22972"},"modified":"2019-02-18T11:01:59","modified_gmt":"2019-02-18T10:01:59","slug":"queriendo-erradicar-la-ignorancia","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2019\/02\/18\/queriendo-erradicar-la-ignorancia\/","title":{"rendered":"Queriendo erradicar la ignorancia"},"content":{"rendered":"<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.abc.es\/media\/ciencia\/2019\/02\/18\/FilamentosUniverso-keEF--620x349@abc.jpg\" alt=\"La imagen de ordenador muestra los numerosos filamentos de gas caliente que llenan el espacio intergal\u00e1ctico. \u00bfEstar\u00e1 ah\u00ed la materia que falta en el Universo?\" \/><\/p>\n<p style=\"text-align: justify;\">La imagen de ordenador muestra los numerosos filamentos de gas caliente que llenan el espacio intergal\u00e1ctico. \u00bfEstar\u00e1 ah\u00ed la materia que falta en el Universo? &#8211; Springel et al. (2005); Espectro: NASA\/CXC\/CfA\/Kov\u00e1cs et al<\/p>\n<p style=\"text-align: justify;\"><strong>Dicen haber hallado la pista de la &#8220;materia perdida&#8221; del Universo<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.teorema.com.mx\/wp-content\/uploads\/materia-universo.jpg\" alt=\"Resultado de imagen de La materia perdida del Universo\" width=\"471\" height=\"353\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Para deconcierto de los astr\u00f3nomos, por lo menos la tercera parte de la materia de la que estamos hechos permanece oculta.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\n<aside><\/aside>\n<aside>\n<h4>Noticias relacionadas<\/h4>\n<p>&nbsp;<\/p>\n<ul>\n<li><a title=\"Encuentran la fracci\u00f3n perdida de la materia del Universo\" href=\"https:\/\/www.abc.es\/ciencia\/abci-encuentran-fraccion-perdida-materia-universo-201806202254_noticia.html#vca=mod-sugeridos-p1&amp;vmc=relacionados&amp;vso=encuentran-la-fraccion-perdida-de-la-materia-del-universo&amp;vli=noticia.foto.ciencia\" data-voc-vtm-id=\"contenidorelacionado\">Encuentran la fracci\u00f3n perdida de la materia del Universo<\/a><\/li>\n<li><a title=\"Una misteriosa emisi\u00f3n permite encontrar la materia perdida en el Universo\" href=\"https:\/\/www.abc.es\/ciencia\/abci-misteriosa-emision-permite-encontrar-materia-perdida-universo-201602251941_noticia.html#vca=mod-sugeridos-p2&amp;vmc=relacionados&amp;vso=una-misteriosa-emision-permite-encontrar-la-materia-perdida-en-el-universo&amp;vli=noticia.foto.ciencia\" data-voc-vtm-id=\"contenidorelacionado\">Una misteriosa emisi\u00f3n permite encontrar la materia perdida en el Universo<\/a><\/li>\n<li><a title=\"Descubren la \u00abgalaxia oscura\u00bb\" href=\"https:\/\/www.abc.es\/ciencia\/abci-descubren-galaxia-oscura-201608251858_noticia.html#vca=mod-sugeridos-p3&amp;vmc=relacionados&amp;vso=descubren-la-galaxia-oscura&amp;vli=noticia.foto.ciencia\" data-voc-vtm-id=\"contenidorelacionado\">Descubren la \u00abgalaxia oscura\u00bb<\/a><\/li>\n<\/ul>\n<div><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/espacioteca.com\/wp-content\/uploads\/2008\/07\/materia.jpg\" alt=\"Imagen relacionada\" width=\"353\" height=\"353\" \/><\/div>\n<div>Esa &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; est\u00e1 en el Universo pero&#8230; \u00bfDonde?<\/div>\n<\/aside>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Un equipo internacional de astr\u00f3nomos cree haber dado con la llave que permitir\u00e1 resolver uno de los principales misterios del Cosmos: <strong>d\u00f3nde se &#8220;esconde&#8221; por lo menos un tercio de toda la materia que hay en el Universo<\/strong>. Su trabajo se acaba de publicar en <a href=\"https:\/\/iopscience.iop.org\/article\/10.3847\/1538-4357\/aaef78\" target=\"_blank\">The Astrophysical Journal.<\/a><\/p>\n<p style=\"text-align: justify;\">Esta b\u00fasqueda, que dura ya varias d\u00e9cadas, no tiene nada que ver con la <a href=\"https:\/\/www.abc.es\/ciencia\/abci-visto-hubble-invisible-y-misteriosa-materia-oscura-201812220239_noticia.html\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>. Muy al contrario, la <a href=\"https:\/\/www.abc.es\/ciencia\/abci-encuentran-fraccion-perdida-materia-universo-201806202254_noticia.html\">materia &#8220;perdida&#8221; <\/a>a la que se refiere es perfectamente normal, ordinaria y del tipo que conocemos, solo que los cient\u00edficos, sencillamente, no logran encontrarla. Algo que, dicho sera de paso, se ha convertido en un enorme fastidio para los astr\u00f3nomos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/9\/96\/Chandra_X-ray_Observatory.jpg\/1024px-Chandra_X-ray_Observatory.jpg\" alt=\"Chandra X-ray Observatory.jpg\" width=\"431\" height=\"388\" \/><\/p>\n<p style=\"text-align: justify;\">Ahora, sin embargo, y utilizando el <a href=\"http:\/\/chandra.harvard.edu\/\" target=\"_blank\"> Observatorio espacial de <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> Chandra<\/a>, un equipo de cient\u00edficos del Centro Harvard Smithsonian de Astrof\u00edsica, de la NASA, afirma haber descubierto una pista que nos llevar\u00eda directamente a la resoluci\u00f3n del misterio.<\/p>\n<p style=\"text-align: justify;\">&#8220;Si conseguimos encontrar toda esa materia perdida -afirma Orsolya Kov\u00e1cs, autora principal de la investigaci\u00f3n- podremos resolver uno de los mayores enigmas de la Astrof\u00edsica: \u00bfD\u00f3nde ha podido esconder el Universo tanta cantidad de la materia que sirve para fabricar estrellas, planetas y a nosotros mismos?&#8221;.<\/p>\n<p style=\"text-align: justify;\">Para realizar su trabajo, Kov\u00e1cs y su equipo decidieron volver a considerar una de las teor\u00edas m\u00e1s populares al respecto: la que dice que la materia que falta est\u00e1 oculta en los tenues filamentos de gas caliente que llenan el espacio entre galaxias. Dichos filamentos, que forman parte de la denominada <a href=\"https:\/\/www.abc.es\/ciencia\/abci-revelan-donde-estan-y-como-filamentos-telarana-cosmica-201804170843_noticia.html\">&#8220;telara\u00f1a c\u00f3smica&#8221;<\/a> resultan muy dif\u00edciles de estudiar, y no aparecen en las im\u00e1genes de los telescopios \u00f3pticos (los que estudian el cielo en el rango de la luz visible).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/b\/b7\/The_Quasar_Without_a_Home.jpg\/300px-The_Quasar_Without_a_Home.jpg\" alt=\"Resultado de imagen de H1821+643 es un cu\u00e1sar ubicado en la constelaci\u00f3n de Draco.\" width=\"300\" height=\"300\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Este no es el cu\u00e1sar llamado A1821+643<\/p>\n<p style=\"text-align: justify;\">As\u00ed que los investigadores decidieron tomar otro camino. Y recurrieron a las observaciones hechas por el telescopio espacial de <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> Chandra de un cu\u00e1sar llamado A1821+643. La idea era que si efectivamente toda esa materia que falta se esconde en los filamentos intergal\u00e1cticos, podr\u00eda estar afectando de alg\u00fan modo a la se\u00f1al del cu\u00e1sar, modific\u00e1ndola. Si hallaban esa modificaci\u00f3n, podr\u00edan partir de ella para trabajar &#8220;hacia atr\u00e1s&#8221;, comparando la se\u00f1al esperada con la realmente detectada.<\/p>\n<h3 style=\"text-align: justify;\">\u00abEn las fuentes de agua\u00bb<\/h3>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/i.pinimg.com\/originals\/17\/76\/86\/1776869547f162c5634770f579980c1c.jpg\" alt=\"Resultado de imagen de El agua est\u00e1 presente por todo el Universo\" width=\"340\" height=\"255\" \/><\/p>\n<p>Hay una nube de vapor de agua en el espacio que tiene 100 billones de veces la cantidad de agua presente en la Tierra. El m\u00e1s alejado y el embalse m\u00e1s inmenso que imaginar podamos. Y, donde hay agua&#8230; \u00a1La Vida estar\u00e1 cerca!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Para simplificar en lo posible la b\u00fasqueda, los investigadores se concentraron en las longitudes de onda espec\u00edficas de la luz de <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a>. Seg\u00fan ellos, en efecto, esas eran las longitudes de onda m\u00e1s capaces de mostrar los efectos causados por los filamentos. En otras palabras, se plantearon utilizar los <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> emitidos por el cu\u00e1sar como una herramienta, en lugar de quedar abrumados, como es lo habitual, por su enorme brillo.<\/p>\n<p style=\"text-align: justify;\">&#8220;En principio -asegura Akos Bogdan, coautor de la investigaci\u00f3n- nuestra t\u00e9cnica resulta similar a la que se podr\u00eda utilizar para llevar a cabo una b\u00fasqueda eficiente de animales en las vastas llanuras de \u00c1frica. Sabemos que los animales necesitan beber, as\u00ed que tiene todo el sentido buscar primero alrededor de las fuentes de agua&#8221;.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" id=\"zDfqaWyuR50MbM:\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMSEhUTExIVFRUWGBgYFxUXFRcXFhgYFRUWFhoXFxcYHSggGB0lGxcVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGxAQGy0lHyUtLS0tLS0tLS4tLS0tLS0tLS0rLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIAI8BXwMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAACAwABBAUGB\/\/EADYQAAEDAwIEBAUEAwABBQAAAAEAAhEDITESQQQFUWETInGBMpGhsfBCwdHhFCNScgZigpLx\/8QAGAEAAwEBAAAAAAAAAAAAAAAAAAECAwT\/xAAkEQACAgIDAAEEAwAAAAAAAAAAAQIRAyESMUFREzJhcQQi8P\/aAAwDAQACEQMRAD8A+HqFRUqERRWFEhlK1SJo7x+YQBGlUVcKyLSqECooFEgIiQwiCEBCFStRMCK5VIqYVJAx\/DUX1XtpNMl7gGgkxqJgfOY90l7C0kEEEWIOQQmOYWnIBEYM56EWWniGtfTNY1Jql58RpiTqMh7YAm8gjYwcG1UIwJ1B4BBcJA2nP0P2SETUojZs4LjRTn\/Wx02OoT8iceyQ4HPvOPstPMKzHua5oiWMDxf42sDSR6kT7rOakWGOi2u1TINFDiDrafEc0tbDXAmRkaWn9Iuem6TVDtVxv6gn3sVQYJGiT1kYuQcbfyulT48spuaymJfP+0tmpAz4ZM6P1SW3jJTVuIenO4yq5xGpxJa0NFwbNsBO\/wCDASSbRF\/z+1QEI6NLUY3gwIOwnbtKyq2UKIsqTGXa7oBJ65A32khKUMZYJCuUMqwiwGuFkLGkqNEro8m5seGqCo2lSqOGPFaXtwR8OoNOdwVd+iOe4RlbOX83fR1+GGhz2lpfEuDTkMP6T\/7h5uhCzcVWL3FzonoGhoA6ANAACSEm\/AGgxuh8UgyCgUcEOToAhUN4JEiDByOh7IIVBFCjbGVCsFMa20ze8iMDrKoU7XcBHe\/yVqDCxQTBTk26fYZumCm2NRJi4Hci\/TuEs1rQLJqMV9zFfwA4qgjJlNfwhH5ta\/1SWOUrcdhddmeFRREKnN36rOhlQrhUmUkRVgAAoMrT\/jj\/AKhJNp37q3jcexWNNrAyLEjaVt\/zqf8Aivoin5zUY8POQ1rKgc0bRLguUUQlNyb0ACtM0kQbifti31S4UNUMiisBRAEVwqhEgCoUBVlUGp7AOLoUTaZkCCqj9lYi2snCIUyt\/J9bKmoPpsMT\/sAc0wGuDYLSJMjPeYR80LHQ7WC506gym2m0HVgAWMi8x2VxhasVnPFAkwIJ9fvKSuty00QKjazSSWEMI\/S8eZpMZB+E+vZc6u0TZEoUrCxbHETfK6DeN\/0+EQCNWtvUEt0uFtiIn\/xXOlW0SojKtBR0qDRHikNDcQfkYGXbX79kLKTQ01A+HNILRpiSTNthEbrW91A8M2dXiB7hpBHwlstfE5Dg6YiZHVcsyBHuPTr6Lq5L1E0XxFAyZEHJn222yspatjKwIAiLRIytLeVOfGi4IBLrlrbmS4tB0gDM9Cs5YVLcB8q7OUWq4\/tdF3LXku0jVYkaTtq04z7dwd0pvDFubEZnp1UrBL4HyQAokBJBXoOF53o4epwzadNxqFsudTDngtJsCZjPb5rzpN08i4tUJEellG9AFzy7LRAoSqUUgXKJrkCsITA0cMzU9rZA1ODZOBJiT2CLi6TBUe2nU1MaSGvMjWG7gRI1ZAOJEpNN20TP5ZARJVv5AElQBRQKAGUzGB6J7qxjTNvt+QkUzGfbom1GFowbwZOLif4W8JyjHTE0NpUhvbsqbwLnYEj2Cdw1enio2QAI0kAza5JBlW2u0D4i4asEAQIEnqbzYdO66UsNJS\/37M3y8MdThS0wfoZz6KvCj4hY2sRPyXW4jwdQcwGC1xIc4CSJjTI6R7ytHMuBZVdT8Gm9jy0B9Nw3wHUzMFrh1MyDmxSl\/Hi9Qew5v04toJDvS28gQZ7X32VGj5deoRMEfqmMx0XQo8g4ipqc2i4tEan6XBrZdEl2M91mbw0M1amx\/wAgyeh2wsowlJtV0U2kZ2UZ+H2G9r2Qzafnb9\/n8kTHFrpaS0gG4MG4IN\/eEGglZ78QwSSqhPp0ZyYxsfyyZxXC6A06gQZkA3BBNiOv8pcHVhZkbO26sN7KFFKhIYMI6LfMLTfHXsq1fnvum1uKmdLWtBjytkC09SSclVpbYBChMxgd4xkCcpvDUAbRMgxcC4g5npKy06i0cOzxKjGgRqc1sCZyMTuVtGUVsnZurcXTJ8QMdScHfDTA0hpgWm7SOvU7LJWFO5YDF41RMd4Q1i3eQZuPS295nqsUpyy14JRGuqmc490suOFFCFjt7LG65Ed5Wvi+EaGNeyqx8gFw+F7HX8pac+okemFzwmbKuTkLoVC2nhQzSQQ62o2tMxpH\/QB37pDKkXFjthVUrEgAnE2A7C\/dC4xX5DZXiAuvYfZb+atZTqaGVNbA0CYsC5jdcf8Ay1LmFy2U2g0zIk2IP\/N9\/UeyrHbugYhhvFhm\/sRldLguNr8HU8Sm\/wCF1nDS5pcL9SDH5lctjtOwMyL9wR\/fstHD1dPmN3fCG+YWIPmDgbQdt59UosGbDzuqahqzpJMkCQ2f\/EY6x8oSuZVRIcHS9wOvS6W3JEDcWi0keyHh3NyRviT+CDC6nMqVGtSD6ctrF5JbEhwLWz5p2dq2GCV0OLcO7ZnpO6OC2oZL5MzOqfMSZkykOT3i8dEupTvC5pprRogCUKPSiLIzZZ8bGKhSFpoMaSNRgbmJjvG6bzDhRSdoFSnUFjrpu1NMjqQCN7EBDx0FmKFUI4C1Or0vCDW0v9ky6qXkyLQ1rBAb6mSZ2SoZlFglyicUKTYERBDCNoSSsC6Zzabd7XHT5X6qajGT2H0+wCsGB\/QITNAiN\/otYwb0JsQEcfyipN7kdYEn5K6dImycYN6CzXwVSAZucAaQ4EE7zfMEdwOyfw1MOc3\/AGhpLoDnSWt0gGSBLthsfosTYbUAOpo3i5x2ibrOalogbXi62eVRXGtomrO1xnOH1WhhJcAPOSS0OuTJa32ExgBFwbqTmOdrDalOHMpvYNLxbUA7qACb\/FNr54tOuRBBNhHsSSR3ycrRw9cW1DUAR5ZF4OOoGQksrkHGhupos+mAXEXNoF\/Nbr6LRwNHh3U36qj6VUXpyJpvv8JgeQ5vcGItlJ4jitciAARI1C4BuGNd0GBYYSqXDlzg2QBGScA3kAptOX2h12ZnSbomuJhtsgXMDpcmzQvRcAzh6Dm1TULnMAIboB1PJjDwRABm+YPouTzLjX1qjqj3S51yANLW3Ng0WAubbIlilH0SkmVx\/A1KBDajC0PGphM+ZuQWnBHdJ4bgqtZxFNjnkSXaQXRkkk\/NA6q4t06nESPLqOnoLdULHlsiciCInIIwcEAm+yx4soGpqEtdtNjsd4jeyAU\/T1XS5NzJlAv10WVmvYWljyQATcPaRcOBwfVZDWAJ02FxfJEz5o3xhJRV7HYfCcC58kAkDJ2XVPAO4amKstlxLQ0GXAtyXf8AF4gZPtdfKOcVKOrS9zWH4mNeQ0icFt+gvmyz8XxRqmT+\/T+l2QhBRTXZm27OW517qoVvaqC4X3s0CAVFE1yhAiZ9t1SjfQgZTKLr7QczhA5sKBJOmM0VuHIdpUFDruY2mc42mVGvvLt89ei6jeR1Rw7OKMNYagY0EE6jmRaD6d1uoqromzltpjVcECYNpgb2O\/uuhzjjaLmtZw9A0wA3W5zy9z3Cb7NaL4A90niGim2Q3UHiQ45F4MgSB5tQv2WNz3b\/AJ3+6HrQLYBNz90\/h6OqSZgRJuYk5MLKAT3WyoQKbQDePMIgzqNpA80C8k\/ZTFq7YMTWfeAbDBiLI28SS3QSdOewPVZSVFH1Hdoqjq8t4+mwk1qQqgtIDS5zSCRAcHDcWsQR2XPrOBc4jEmN7Ta+6lITjOyZUpuMucDc3MWJ3k9f7VbkhdDeV8ydw7\/EYGF4+EubqDZkEhp8pPqDG0G6x1KhcSTckyScklSs0iLZ\/LJcrOWmNBByolQKipbAiJgVNCJphOP5BghmeypqNzUMocaYHRrclrMotrupuFJ5hr4sYjpjIz1SaNem1j2mkHPdGl5cYYN4aMk9SY7bpDqs2vpvAO0oAU7XgDHtIt1Ad+fNUx\/SyHVvCGLExYR9Zj7H5KudO0FD30i34gQZm4j073VPqWaRYixM59trKcRVc4DUZgQLizcx9c\/wktEgo5VpBQVWpOfzdLKIlXHZTL+zYdAqwVZahUoBmr8\/MKeKcIdoVBVbXQDHViqQq1Sk32IMI6ZG4WdG0fJNT+Ao0VNBPlaRc5M222CEC8Cwda8ddyg0k3ANhftsnUQWwSBB\/wCh7K078EIfa3QmUVFxkRc9P2TuI0E+WY\/L3+a28q4Lhnl\/jVjSDWam+XUXuBH+sAYJvfAQ01uwWzlug+n2SyFrbTmSAAMbnOBPXupW4cuAc0OP\/XlwZO+9oRLG2r9GmY1UK4VrnoYKtU5E1hOyEgZ0HjS+iS2bN8rgdJaLZm4zbsvSjnVOpSLKjNLmkFhgFoO\/lERJjC47+T1qVBnFOA8JxLaZcRJjOlhMkCZxG65Lq82Nhjey7YZFjv8AJlOHM3+KPDdJLS06XC4FRmoGOphwJi3zXMkgo3oCSTfKyyMtE8UiYJvm+fX6qxWP\/Tu19ohJKZQdBmJz9VkpboqgC0RM+379EMq3BUQoYy2OXQocSIa15cWgkETgEj4ehzkLn0qhaZGR6fum0Hnb86LTFNp0KSN3OKLA7TTq+M0AFr4LYb0LD8JmbAkXm8rlLaQL3x3ysZCMq6EiBUUYpGMfkSh07rNpooMAQOu9se\/5hauN5fUotpue2PFZ4jJ3bqc0H3LSsjQm8RWL9MuLiABfYN8rQO0AJoQhxQpmnEINKUosZcKImj3VP6dE60BBhWxw3EoQUTKROASmvKEHFvX6R3SwE0OA79kp6cqQFsbJACJ7gpRtJ9vmlkI6h+w9LL1AFNBUDDe2MqKfoDaD231g+oN7Tb3t8lVeP046dO07oAE2jwj36i1pIaC5xGGtG5Ow\/eyvwQmF1eXcfSp0qrX0BUqPAFN7iYpdXBo+JxnewyuZEFVCOhhEpjAtHKeFbUqNY6oKYJvUdcMAElxAuYANt0vjqjdbgz4ZMEkEkbEwrT9YqH8NzatSa5lOrUYx\/wATWuIaYM3Hrf2WB75U1BR8TYyLfa\/1Uyl8BRWoomjqgBCY2paIRFr1gNa8gWJ9sevqutyPjBTrsqODSBpdocHaXQPMDffze64ocmU6l8xbb7LeM\/klo6HHctcJc3TpJMQDYmfL29cLBU4VzSWvBBaYNsEbL03KanD1PCpgVTULtL4I8P4xD4MSImZjMp3OOWzVLOHYWucC0NaS7UC3Q+HREGTaR8Ubrp+jjyJyjZnzadM8hSpSfz5fZdPlrqbXCWeI4ggNsBqNmzP95CCpxbmuaXMZpaSCwAMO+qC34T32tlbf8zhXUKoFJ7XvcwU5hwaBqL72n9Ak38y54OMWW7ZyeYVzqicE4kCetysrIHeRFxv2\/lW9wmwgD5n1VEBZSfJ2ylo1cPTDmOkG0QSQGgzeSetlmdYxZQ0ycXT+W82rcPPhuAkEGWtcIcNJ+IHZKcq8GjNU6oY3i3XZE6uSSTeewH2WzgmUH06gfUcyo0aqYiWP6sJ\/QehuDi2VnJrsaMBuhKtzFRKljBTKRhCAn8O0T5iQACcE32HaeqcFsTH8OCDraSNNwQYIP7LIHxIgGRFxMXBkdDbPqtldppCOrWzv8Q1AT1\/tYBcrTLWl6KI2mT6xaDfaMHorNB1oaTOIEz6Rldbk\/Bip5dNzYONmi2ST2k5XV49lHhqrqIcOJEDTVY1xlzgDpaNXmEGJtebHfeOBVcn2Q5vxHk69HSdMgm2CDkA5HqltEHutPFBxJc8mZi4vvaVncFzSjTNLCptkxIHqhemtJi32\/dU6mLnHb+Fo4\/1FYAiDn8+6HsmspFbOX06YeHVJLAQXAHSXDcBxBifQpLFJhyRidSnf59k+m8BhBJaRdoiQ6SAfSBv7LRzio2rUc6lRFKlJ0MaS7SNpc4knaf2WN9IgA397K4xe2kFmdQBUrB3XL6UE47fkq2G98IAoSq5bsKHaouiHGv0Gnq8hcHlsD4gC0Gc4JWdrlSp5G+hUP8UdAmUuPqMa9jXlragAeBbUG3APUTeFkBUSeRvTCi9Sbw8EjUYEiTBMDcwMpKJqlN2M283fR1xQ1+GBANSNZ6khtm+gnGSsCtypDbsCBWo1XCEgBVgqFUCl0AyUbnCfLMdzO3YDeUoFE0K0wHtdEbd\/T7LscPzmppcwO0hzdiZJEHObxPquLEK2Oi\/7fX2XTjyODM5RTOrxrDUbT1DzBhDdMuL4e7Iixjp0nJXMrCA2CcSQREEkyAd7AGe638ZxT3CnUJAN4a0aR5XTqgAASSZA6J3POYM4htHTRp0TTp6S5pdDy3USYMw4k9VeWn0hRPP6kbTZA4KALiVpmg2S222f7CtzQRIN+hz6hLkphpgCSQCRIAM2kiDGDZVfgCS1UmOeoWiFLivBg03wm1zqAPQAYAxjCSWo6TjibHbayI\/DERrbTthaOE4cuOPKLuvFhfJ9Fq5dwQqhwgy1kyMWIF+mfVd3huD8VtVzdT3tPmIbpEgxfEXxMC66MeG1bZlPJR5erW1TOJk3udh2MX23KQAXWAn\/APF3eX8hpvDzWrigWTZzXEExLW6mgwT6LBXoEOcGmdIj\/WCQREEk5xe8egUThJvZaa8NVLmjqTopuHlg+cC5EWAx27+6XV453iF7RDSQ\/wAsAtiBAi4LSIHzwVz2VxF5LhGkz06ztEp9ENMtLTLhaDJDgMmxz0C0+s5LvroONHQ4DhWV3OpurGnOpzP9Zqai0ExDTIxsDnFlygwXgz849brtU+CYA0F2m0h4aScOiALmTay47nCScGcYW+aDVSl8ExZt5RzR3DvlrKUuboPiU2PbcFpdL5g3Jtb5LPX4sOMkM7wwNjvpbA9h0WWo+TJ\/P5QFc31HHoujrM5q5tA0QGaSdRIptD5uILyJi4t6LJU4ppJhg0zIa46oHTVafVYtSY1wm4tNwLGJuAdklmfgUF\/kQbAdxkZ+\/ddjhufxQNAspkatYeW+dt\/ha4bGcFcJwE9lTmwkpzW30FAkqyqCY8ze3cLJK0yhZVBREkAJKsKBEBlCVgLVyrKgU0AdJHI2CAKwSDIMEbjIK2ulQgXqgF0+dPpOc2pSkB7Ze0xLagjWQBhpJ1N9SNlzJUe2MKFRVhXpKO+hCyqRaVWlQxklMaUsImqougDlGx2REz9LoAEWrO047+60TJI2+8R1+yvh3iTO4P5hSkFRcY02zOIPT3VcmmpAdjjOTsJb4NUVAWNJ8pboe6fI8m3vMG\/RZq3D0GCPE1OAE9NV5DYyPXstdEaeHLAfPVLSewb8I9TJWfj+TVGUm1nGnDiRDarHOEQPMwEkZyujJjcUnW2ZxfJnKLhB6+33SitFanYOHuOiTC45xd7NUCrlXqUBCihhgJ\/C8I6o5rWxckTIGBqNiRt81mY6Fq5dxEVGnXouPNBMRvAVpr0TOnw1N1IiDo0kOBB8ziBuRtvHqjfz1wY5jDpkjDQCQMkuBvcm15ysHMqwa5wpuOl2kmdM2AO3STg+qwMqEGbZnAj5Yjsup\/yaXCKS\/JnwvbOrxHMqrqIplwLA4mQIMnaRsYwe3aMdOsaTwWm7TmCJvgg7diEh1Qn+Nvkox5mRn86rGWS3ZajSOhxnDiodVOA60sGTm4EZxbusQJBD9I8pAIuAb4MfscLTTquDxUpy02iP09rnrgrZW4GqaPi1Q8ML3Ma4jyhzYJBtcjWMd+i1lBNkLWicPx+r9LWuI0YOlodIIYJjDpM9FzuKpw4iLgkQMSLSO0hBSeBcTIvmwjf7K6rnGXHcz87qnJSxpPbQ0qehBOyGVHNQLibNAlAVUqiVNgMDkwv22SGlEXLSM9CaBAUVqipGE4ISr1IU5NeAQIygRJRAtxQBGRZAnPsEG2UxjZSxZG2qcK416JkcxKWmo3y2WUJZVToENokSFpfVYdjjaxmLe2P6WMWVaklk4qgoYYVwUmUbHEJKSYUWQppTiWQIDpi+ImTjtEfVJc4Wtfe+fTpZU0kBeqFbSJv+FLUalYGuib4PtldHlPKnVhXqtI00Ga3TpuNQEAnJvNuiw8La+4+5VuqFrYaSCZ1bC9o9I+\/ZdPF8UyL2V\/mOBkZ6+6GsXF2kk5wc\/ZIa+DcT2UFXOe3z3UPK2qb0PiaGcM\/w3O0mJAJjFj7xcXwsJXR4DmjqNVtVsOI\/S8amubEaXtw4Hp2Wes9r3OIbp1EloBs2TjuFOSpOo+DRnaArkKi2LFUsShmqc7CMIQqKgTbAuFYCjRKcAIOdVojGbzvhOMbExTW9Tt6+ytoTuJeXGSb+gAiOyUQQVfFJis28ICCDMGQYHmkzOBj0PdNr80cGupNM0S\/WGHAdBbLQDAz9Aq5dwbqsBmQHEkmIEX\/dTieVVBTfU0gCmQ13muSddx\/9XD2XVKDjDRCkro5h9O3zVl5FldIXB6rv\/wDqPiuEdo8GkWVPKahmRqjzQ2A2CfMIH6o2XIlq7otnn2gnAn+rlLcEwnof29UDlEkNC1ERCorIopEhUQB\/\/9k=\" alt=\"Resultado de imagen de Filamentos intergal\u00e1cticos diferentes\" \/><img decoding=\"async\" id=\"gF2gQzmxvQ2loM:\" 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\" alt=\"Resultado de imagen de Filamentos intergal\u00e1cticos diferentes\" \/><img decoding=\"async\" id=\"wBEjlcMvVYJ0KM:\" 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\" alt=\"Resultado de imagen de Filamentos intergal\u00e1cticos diferentes\" \/><img decoding=\"async\" id=\"hKz_NmYTKcY1TM:\" 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\" alt=\"Resultado de imagen de Filamentos intergal\u00e1cticos diferentes\" \/><img decoding=\"async\" id=\"srhrc_htkuSyQM:\" 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\" alt=\"Resultado de imagen de Filamentos intergal\u00e1cticos diferentes\" \/><\/p>\n<p style=\"text-align: justify;\">Una clase de mater\u00eda o sustancia c\u00f3smica invisible a la que llamo sustancia c\u00f3smica y creo, que es la precursora de la materia normal, la Bari\u00f3nica que podemos ver y emite radiaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">El resultado fue positivo. Utilizando ese m\u00e9todo, el equipo de astr\u00f3nomos logr\u00f3 identificar <strong>17 filamentos intergal\u00e1cticos diferentes.<\/strong> Y a partir de ah\u00ed, utilizaron sus observaciones para calcular cu\u00e1nta masa se estaba ocultando en esos filamentos. Los c\u00e1lculos sugieren que, por lo menos en esa zona concreta del Universo, <strong>la masa faltante s\u00ed que est\u00e1 oculta el interior de esas enormes estructuras filamentosas.<\/strong><\/p>\n<p style=\"text-align: justify;\">Todo un logro para la <a href=\"https:\/\/www.abc.es\/ciencia\/abci-descubrimiento-historico-ondas-gravitacionales-abre-nueva-astrofisica-201710161727_noticia.html\">Astrof\u00edsica<\/a> y un paso decisivo para descubrir, por fin, el &#8220;escondite&#8221; de por lo menos una tercera parte de la materia de la que estamos hechos.<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F02%2F18%2Fqueriendo-erradicar-la-ignorancia%2F&amp;title=Queriendo+erradicar+la+ignorancia' 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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