{"id":24898,"date":"2021-01-10T08:50:34","date_gmt":"2021-01-10T07:50:34","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=24898"},"modified":"2021-01-10T08:57:55","modified_gmt":"2021-01-10T07:57:55","slug":"%c2%bfenergia-y-materia-oscura-%c2%bfeso-que-es","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/01\/10\/%c2%bfenergia-y-materia-oscura-%c2%bfeso-que-es\/","title":{"rendered":"\u00bfEnerg\u00eda y Materia oscura? \u00bfEso que es?"},"content":{"rendered":"<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\n<figure><img decoding=\"async\" src=\"https:\/\/static4.abc.es\/media\/ciencia\/2019\/12\/27\/energia-oscura-kUSC--620x349@abc.jpg\" alt=\"\" \/><\/figure>\n<p>&nbsp;<\/p>\n<h1 style=\"text-align: justify;\"><\/h1>\n<p><strong>\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\u00bfY si la energ\u00eda oscura no existiera en absoluto?<\/strong><\/p>\n<h1 style=\"text-align: justify;\"><\/h1>\n<h1 style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUSExMWFhUXGBgYGBcXGBoXGBUYFRogFxkaGhgbHSggGh8lHxcaIjEhJSorLi4uGB8zODMsNygtLysBCgoKDg0OGhAQGS4lHyUtLy0tLS0tLy0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0rLS0tLS0rLS0tLf\/AABEIAM4A9QMBIgACEQEDEQH\/xAAcAAABBQEBAQAAAAAAAAAAAAAEAAIDBQYHAQj\/xABQEAABAwIDAwgFCAUJBwQDAAABAgMRACEEEjEFQVEGEyIyYXGBkQcUI1KhFUJTYrHB0fAzcoKSsiRUc5Oi0uHj8Rc0NUOzwtMlY8PiFoOj\/8QAGQEAAwEBAQAAAAAAAAAAAAAAAAECAwUE\/8QALBEAAgIBAwIGAQMFAAAAAAAAAAECEQMSITFBUgQTFDJRcSIFYZEjgaHR8P\/aAAwDAQACEQMRAD8A2GC2Ak9IjW\/nen4vk+mNK0eCR0E9w+yp3ECK4MYfimdL1uTVycc5S8nxcR\/jXM9o7NcaUQpCgOJSY86+geVDAymuJ8qVqQ50VKTc6KI+w11v0\/M5Jwl0I8ZCLUcsdr5+\/kz1KpHX1K6xntMT560ThVYfIQ4HAubLTBEfqmPya6J4QKlR42Zm\/Quoc+qfZr\/dVr4Gg3mVIOVaSk8FAg\/GigsZSryvaAPoz0E\/8KT\/AEr38VdDrnnoJ\/4Un+me\/irodYS5YhUqVKpAVKlSoAVKlSoAVKlVByt5X4XZ7ZXiF3glLaOk4uLWTuEkDMYF9aAL+mrWAJJAHbavnXlP6Zcc+cuGyYZsgwR03YHFahlBPBIsd9c6x21H8QqX33HDrLi1r+BmgD7H+UWdOdb\/AH0\/jRKVA3FfEgSNP8KuOfxmC5tSH3Gs6Q4nmnvmnTMEKsbdU0Do+xKquVWOQxg8Q84kKShpZKVAELtZJBsZMDxrgnJz01Y5khOICcS3PzoQ6B2LSIPinxq\/9IfpKw2P2elrDKUlbjiedbWMqkIbGbUWIKslwdAaa5Ezlgr6E9CW1ee2cGiZUwtTZ\/VPTR5BUfs189KNq+p+RmwEYPCsthCQ4GkBxQEFShKjPHpKV51c+CYl9SpUqzKFSpUqAM\/gcQMqe4fZUzr4Arm+F5WJSpSc3VUoX7DFTYjligC5BHYb+Brj48c3FRad\/R0ZeHj7lJV9oP5UbQEGuM8qUrK8xScvvbvHhW4xeNZxKoZxCM30Th5tZP1SeirzFVOPWGTlels\/XBSD3EiD4V6\/Dwy4G248nQ8nwniMKj5qTX\/cMwNKta7gMM7cZZ4oUBr2C3woJ7k17jn7w+8fhXuXiYPnY8M\/0vOt4VJfszPEUdh9prACFEOI9xwZgO46p8DRC+T7w0ynuP4gUwbCf90fvD8a0WaHcjzS8HnWzxy\/hnVMZyXwbezUPMqBWpIVlkFKyrVMHXhxrk22cKG3SEiAQFAcJ3eYNWLWyygA4h0BAM5ASQSO\/wCwChdo4tL4WrLCkQUnepBIBCu0Ez3Eipg05fjx1LyY548VZebVLqlvf0ntsd49BP8AwpP9M9\/FXQ65x6DHQNlJBP8AzXf4q6D6yjjSlyzxE1KoPW0e9S9cR7321IE9KhlY5HGezjXKdr+mwAlOHwipBIl9YTBFj0ET\/EKaVis6\/SrG8g+XTONYTndQMSAecbAKYv8AMBJzJiBMntjSrzbXKBnDsOPrV0W0lUceA8Taigsz\/pN5fN7MZhMLxLg9mg6DdnV2D41807U2k9iVuPuuqW4sgLlV1TcAJ3pEaaC1E8pNsPYvFu4h9UKUT2hKdAgRNotVNQNDkmDBNtCRfypopyAbwJtre2+fzxrxA4Dj+b0hkq205TElQVqCMuWI33majAzGLA27Bw\/x86TKZMX8BJ8qlR0FJUpIUCJgq6wVIBJSQQd8T30DIFAQL3vPZwrQcgtn89jWwYKUAuEa9Ww\/tKTVGogpMCLgi+64Nt5MjyrpvosdHq7gVGZtZGbeEKAVBPCQo1nlk1F0Z5ZVFgjyMI3thlC4aYQtpTyr5Eq64B90EhA4XOlfSqVAiRcV8f7exQTjVPJU28Q5nPzm13zBMcIhJ10N66D6JfSZ6utOCxSv5Oow04TPMEmyCfo9w9227So3STCKpH0BSqH1lHGl6ynjVFE1KofWU8a9oA+Q9pvKD70KI9q5\/GaGViVnVRo\/ajLRfe9quedctzUwc53571AcI39Iv+p\/zK3xv8F9Ip1YEatNn8osUyMqHSUfRuQ42ezKuQB3RQvMs\/Sr\/qv8ylzLP0yv6r\/Mq7oVFq9trDOMuJcwLSXlRlcZlsJjflOYTxAsfKqNp1Q0UU9oJEeVT8yz9Mr+q\/zKXMs\/TK\/qv8yk2mC24JG8U7oHz4rI\/iinh18254R2vtj\/AL6g5ln6ZX9V\/mURhtmtrQ4tLyobSFK9luJi3tKWmPwaebkr3P8AkYcBPScxDI7S4XFeTYUTTcStlKShrMsmMzqxlsL5UIBMCYJJMmNBvj5pr6VX9V\/mU9\/CNpJSXVSIn2WkiY6+oqjP7O1+hs\/+mp\/pXf4q3FYD0UuBOz0hKiRzjlyMu\/hJrWKxJ4nzrzS5ZLLOvIqpVij7x86YcWr3j51NCCsQ+sKISlJHEqIPllNcT9Iuyyzi1LyhKXvaAAyM2ixoN9\/2q66vEdtMf2M1iAlT6AUJzRmEzmEGB99XHkTOAMuqQoLQopUDIUkkEHsI0q45U8tsRicIjDO5TCpKxYuAaZhpbssZq55YcjUsqK8Koqb+jUZUj9VXzh3376byUThHmDhHhDiipUK6JVJgFtW+MoBHYbU8stMbolyrc5shBJypBJOgF58BrT1NxaRcA6XB928QZN6222OQy8OhTzSwooWFCSlshs6yokAFJAuCNSbVkl7NcmczXf6wx\/5KzjJS3RrGSktgdTvQykC0gRY3Myo\/O4CdK8Uom+YaAeA0GnYPhV1svkpiXkB1KWygnKCpYvK+bBETPSkW4E6Xo5Po+xaiRlQldgEFczJCZChO+ZnSDTGZRBE6kD7t9JcScum7jHbWlb5D4tSM2VGoEZhqrLYmdwUon9Q6yKosYhTTjjRASpCihQSZEoJSb77zegCEqndHEC0VK0+pIU2FkIXBWkGArKCUg8Yk+e+mX6QMSb5lTIi+sxJ\/Co0xQB4TF\/8AWvR2zHZUr2GKVLBjokgwQRMxY7xUal6\/hw0oA7h6HOWvPtjAvqJebTLajq42PmzvKRHaR3Gun5q+R9nY1xh1t5o5XEKCkngQd\/YdD2Gvp\/kztxGMwzWJRosXHuqFlJPcQaTEy5zUqizUqRJyXBckApxayOstZ81E1bOcjExpW72ZgxlBirBWGEVyY580knqZ1Xkww\/FQX91ZwflDyQyyQKwuIYKFFJr6T25s8FJri3LLBBKpKfKx8D+NdDwfiZTeifJn4nDDQsuPZdV\/oyIp7jcQdQdD93f2UQzgec\/RKCj7h6K\/AGyvA+FbHkdybUg5306\/8s7ovJ4KHHd4mujR4HKiu5K7DzDnFoknqhQskcSDxrfbN5ONFl8FtN0gGwEwQeFaHB7KGUKmUnSLeB4GrbBbN9msJ3jfTbVGe7OSP8km8xdCQA30juBI6qSNLmLisC8ysuFKh0yTI7Tcnu3zX0c9sY82G9Cbm0zwnsrAcqOTTRzBKYKrLWmxtuH1ezfRyNOuQz0ZLCcCADPtHL7td1ahT1ZTkRhizhebJmHFmeIJkGr5BKjCQSTuF688vcxsIU9XrKVLMJBJ+zvO6hNt4pnBMl\/FL7EtIIzuK90HSuPcpOXWKxUpCyyzNmWlFKY+uRdZ7TbsFKq5BbnacRtnA4Yw\/iWecHzM6ej3iZNVO0eXGHcsh9s8AFCfAVwVIG8bo4Qd3fTFRVKddAcDq2O2tnUEzqQPOuZ4t8rcUskyVEgzfW3lRfJd1XrDaZMXtuskn7qr0yQT5mN5vrxMU5y1JDS3NxhOX+XDpZWwp05MilLc68iDPRJ3771j8fjlOlOYABCQ2kAAQhPVBIAzEcTc04Y9XMln5ubNoNYjrai1JsIS4nP0kggqCFTbXKFH8isIxUbpDjCK46kmGx68iWlPLbZSorSEiYXqCIKSTPbahxjnEmUuOA8c6hN53GvMStK1qKE5UySlOuUaxO+2\/sqE3NWUEN4pw9HnF3gddUQIy79BlEdw4VNjsCpEKUlQzXlVyonUzvmhmHSkgi0RcG9quNr8oXH0tBcQ0AEyAR0TIkaHxqJOSarjqNVRPyM2EMbiAgxGpSAQOwd3Zwrd8svRYG2C4xdSZJjU2k2jS3hWO5E7ZVhsWMS51FqIUqIAVqZG4e0H7wrtO3uWOH9VWptwFRSSIIMWtcdsUO7EfN+BKErQp1JKJBI0zAagGpdquoW6440FBqQkZpOUEdFKlaTCT+6eFF\/Lr3PJWslaUOpdSg2jKsKEWtIEaHWrnEekLEKkIaZCDmgK5xagFyDK84k9M3gazrTrewvajHrTob3uJGomJB33BHhXTPQlygyPrwaz0XRnb7HEC4H6yRP7FZPbfKrEYlpTTiGgCsLOVKwoEFRGqiAJWbbpAEAAVTbMxqmHm30dZtaVjtymY7jp41Qj6umvaDwWMS62h1BlK0pWk9ihI+2lUkFls5YyJ7hRhVWO2ZtxPVnQkeVqtF7ZTGoriQnUUjp5PCz1bIm2y6MprivLx4EHxrfbf5QgAwquVbd5RvKWcjhHl+Fe\/wABjbn5nQrxP9LD5XV\/4SKPANkuN9EkZ0k2OmYV3Pkw44UgKRnExChcX3HWuS7I27i1uJQHjGplKbAa7q7Dya2u6Q2FXzQPM612DlSe5ssHhEkQBAi6Tp4VY4fCBIgUxlw6UUDXmbZRX7QwpUCEan4jhWG2rg1BagpJ1NdJUay3KPaC03SkRx1rTFJ8EyRmtkbMBSVLVlRmP6xI17u+isTthtlJS2AkbzvPea5B6RuUWK9ZyJfWhORJyoUUiTMm1UWBx+IU28pTylJS385ZN3DlGu+MxjiKepKXAtJY8q9vHFPh9YS6gE5EFRyhAOUhQEEEmFSDoRVE9m5pvMklvp82ezN0tO2hnVzFhoAbQDAidZnWa8TmMCJ4eNrVjzya\/R66ZmfiZnxqAgR22iDbtmpVJEa3\/wAPz\/juhO80CZb8kUzi2hxKh5oUKrWxuM93cKL5NvZMXh1HQOonuKgD8Kbj8NzbzjZ+Y4pHb0VEfdT6ErkhLcJzSNSIkTbfGoFxBi9+FMBi43fnfTwRFpnfSSmBNtdN4jiO37jSLPEEjpAkRadOtIItxE+E1I8pBIyJKR2mTE2ndPdaiPU1qSp5LUNkkSBKEGM+XMdFQnfeg0mgB6m7kpkgCToMvxvuprVyASBffp40VszEoQslxtK0FK0kcCpMJUOBBg+dCpTmVuEnuSmfsAoYFzyiaS0pTSVofkN5XQD0QBISk23GDI3VW4pp5Ps150gR0VSACRIHC40pmIBSoA5ZTaxzCxjUEjtsYp7mKWQrMc5WACScxsAeNiAAPMVKtIGQsrE9MkCLECYI08JqNsTYmPM38KU9leDjVATNG+bWNyoINt8\/nyqNI\/J86SUk2pyEayQLSDcyRoBHGgDu\/oqxxc2c2lWrZU3+yDKfgY8KVYn0TbbDKcQlZsS2od5CgfsFKlRDRXuco1NvOpMwHXBbsWRRCuV5jU1Q7VwD3PvQy4QXXDZCiCCs9lC+oPfQu\/1a\/wAKuGKEoptLhG8c2SCqMml9h20durc41Uk0R6i79E7\/AFa\/wrz1F36Jz9xX4VstjPncds7F804lcSBqOIOtdk2LiwrmynQwpO62vhXGfUXfonP3FfhWw2HthaEBpSHEkAAq5tWVYGm63jr8KpMzmup9FsOggQRT3XgkEnSuZ7E5VFDMQSrRIyqMAXUbXi4o5O3s7bpWoJsIEx5A3rLyg1F3tHbRvJsbZRa341ktrbULKSsOHKZud+8gjjVbi9uITIzJnhmHx4VhuVnKMuK5oQUfPANldgPZrPHxnalFbE7szfKzanrOJU7lCZAAgRIG+N1QtQMMJ+c8rdM80gR\/1aDxoGaxkR+Z7aPEDDMEiRz78iYkBDBIndOk15pcs0A8OpOYZurMSNQD86N8axv0qbEOZ1qUhGUGTlTJgazfzpnNBx0hpBAUTlSTmyg6AqtMcaNxWx32RmIgQbg7iLz+d9QUVqwJOXq7s0TG6d091QEUUpzMALAAk6aTxOpFhUKVlMxvBHgbGmIjBi4rT8tcKoYj1nKQ1iUoeQofOzoSpYHaFFVZlSSNe\/z0rUYxJf2Yw6DfDLcYWCfmr9s0f+on9mmLqZ09n+IpymyIBB0BvaQRI8CKjFSstlVgJPZrSso8DqsuTMcpM5ZOUkaGNJ7aTiSmUqBBE2NiCLGRuNtKaoaTReEZUoLcSR7MBfSIvKgnQ6mTMUXQAwVrOvboCOzfw8a8WNTPlb4VO\/iZWpSE5MwiJKrFOVV1Em9z41CpMW1iRYyO8caAPGwD+dKc5rER537b0gkg3EEHQ\/eDpR+Lxa8S6OilKjlHQSEjoiJgVNuwK00h\/pWwc5EPBnMJgwbjWNO3fWZxWCUgJUoZcxWNZ6TcTaLajzmnYUDG5PCp2lKEJBSc9tArr2\/ZOvbeoVARpBA1ucxn4WnypgpgWW0cG\/g3VMr6CxGYSDqJGnfXlCKfMkmVE6klRJ3XvSoEfQynKiU5THF3PfUZVWeP2r6JfI9S6jUqmzTksk1YiNS6jJJsN9EnCGnoSGUF9WosgfW4+H291UlbEyn5XcqG9nNc0np4hwSoA9UbpO4D4meFctY28\/iMS1nUIU4gEACLqA33qu27tFWIfceUSSpRjsT80eVebDUBiWCdA63\/ABinq+BpAuIdK1qWdVKKj4mTTPyKkxLWRakHVKiD4GKiqShVctgHBEi5bxCSbac8gj\/4R51TGrvk4jPz+GmS6yooA3uMw8nxIQpP7dABXIx5AxaSsiDv01ubfnSu3ct8Hg14MKBi3zQFHTgSK+dEKKSCk3FwRrarh\/lJiFt82T2TekUP2Y3gudUl9b3N5LEJyqK8wtAKplM3kC\/gbJWG2OlKJcfUogFWUmLOBJF0SDlBIHAmYMA5htAyE5oUCAB2b76gzFMdV0RusZnUmbxawsNe2mJo0ahsjKDOIneAZ0BiJToSADwkRN4k2WvDKffwTCiWMU0hCCu0YhAC2yZuAXApPc5vrIFMDdf4fn8a8aWUkKSSCCCCNQRcGgRKtBFiCCCQZ4jdR+xMaWlh1KglSbjMCQuSOjERAiTO6jtvp57m8UggIfPtBeEYhI9oIAMZrKH61UIH+E0SV7MqL6oLxboWpSoAJM20E\/dUKUXIJG\/tvuAjjpTS4dCZ+Olh9tJIMxb4UlsqA9Lpgp3TpEG32U9pIMEyBmAtBgamxMzw40TsjAB95LSlhvPMKylUGCRYd0W40O9AEJVmAPWAiZ4+VMB7mKUpMW6KirNbOSqBdWqtPC9T7EdQh5KlH5wEcQdb7ogedV\/58K9Qk\/HXS\/ebUqA+odlY5heDElPVi\/5+FfPHLEJ9ZVl0PwpuE5TPtpyA9nbVW6+VqzE9Ins1oAjBneYn82376nbwqyOoqL3CT\/pRnJ\/axw2JQ9qAYcFrpV1\/xHcK7dhnWlqzHK4AmInQOCQey0EVllyOHQzlk0ySfBwfA4FTmaATETeNZ7OylWxKzgH3ucZzc6QU3hISkq0MX63wr2t4ptWVqR0NzU95pqUzXrup7zRmDarLH7V9CfI7DYSrNjASNKKweFnSrbD4eItWgkilGz5rLcrAVqCE9VIMeRjzN\/KulLwljWU2ls4lUxJmSAN1XBlUfPG1dlRJFUtweBHwrqHKLZeQqSYkEiNT8NKxTGzELdcCyoJSgr6MSeklO+3zvhWZTRBynQPWFrAs7leTwh5IcI8Cojwqprf4fk6jFtICEvHmEqSFZmwpYzZ8gG8guG+gCwCRamJ5CGCS2+AJF1MG85SNbd5gWmdJZNGE1qbA4pTTiHUGFIUFJ70mRWzRyFUSUhrEzMES1bfe\/Az\/AKUK\/wAlWkNpeIf5tVpluypUnKRqD7NW6O2gdFTt1hsLztk5HOm0nUBtQPRnihQUiPq1Woi3abjQdl\/zFaTFYBsstsoUsqKnFM54nOnLmbkblgiB7yfrVmJv93+FAD1ggncRbWfjvqbDNiemFFI60WyzZJJgx0oqINlRJET36Adh3ADwFanF4PCtrcbDK4Cik+2UMwSbSAmN00DMk+2UmCIOsd96jiuqY7kapyFutoOVCEZlYhyyQBlSYZkkAgeVRK5AIBIU0gEIUq2IcUTlBIAAa4gD9rfBFAqMNsHGI6eHeMMvQCr6NwdRzwNj2E0Ni8Gtpa0LgKQYUJuZ3jiCN\/AjjW2f5GNpS8rmrsEhYDyogIQuUkt3JDmhjqmq97DoxIDfNLLiWlpbPOAqORCloSegM1xAk6GnYqMklMmB8YFPK9DY3m4nwPlPjTNDBBkG4+6N1XnJDk5644UlxKEpuq\/tCPqp79+lS2krYNpK2V+Lwa222lmAHQopyqE5UqynMBcGRN9at8FyeexDL2MSgLSgkLSiEEGJkJA0FjAFCcsdlDDYpbSJyQlSZMmCIMnfcKonZGKDOGWtD\/TUrIpkTCkkSFEggC9qlyVJlR\/LdFAUknq3vYfcK8QSTHGvM++Bx\/PZXijViJSkFRymQJIJhJIG+J17ATSL0pCSB0dN0SZPf41689mSgdEZRFhBN5lR3nt7qhA7O2gYge2i8BtJ1hYdbcUlYjuIAgAg2IgC1DLdJAB3Wq\/5HbKOKfbSoDm2ukuwmJkJJ1MnjuBpCYTt\/a7mJWlTicpSkJy3ibkmDpM6dlKukY\/YrDygpxsKULTcGO0jWlWkZJKkZKJYK6x7zRrSnwfZoCk5Qbx1gq4meEbqCXqe+rLAuxWGP2r6LfIc3isVlSpDIVLYOUgJhcqnVci2W19dbQbnBYrE842hxoBCiuVAHopCZTJzGDNu2d0UNhcR21aYd\/fNaDRZKiKz23lEJPu\/CrQ4i1VuMWlVjPeDB\/xpoDlPLBv547ld40Plbw7awGFPtHv6E\/8AVbrsm2dgc5PNqSSdUmxPZG\/wrkPKPYOMwbqnEBYSQRmSLgWMK7LC\/ZTlHqg1ItOTbLrhW23ieYSAFGVlKVEkJ0BG7f2CrlOyXlBQO0RJhRBcVBBKgZ6WspE8L8JPM\/l3EfTK+H4VZ7I2niHQUKWvKbh0D9GqO7pJOhGo1HAylY7N01g3ylP\/AKgIXlUFFcKTZeXMSolIuTl3yZjLVLt1hbKUtes862VOQgKJCCgiCRMSQvUb81V+OU61g+cdPtgstpXY2UQsKSYuMqFCfrGs8du4jc8o\/d2aUUFhu3z7JgjXO7EcfZ0MsDEgrTAfF1p050DVxI9\/3k79RvFA4zHuOxziyrLMTunWPIUOhRBBBIIMgixBHCgRcIxvOttYdRaaQ1zigspPSKkicxElROQAAWk1f7SaUX3LG7irwd6tbVWbM2UrGpUqAhwR0wOi4SJ6aRofrJ1m4OtQY7DY3DdcvIHvJWopI7FJMeBo07BZtfkfZ4V\/vDikiLZFX6QkWbFoJuDeZgZbsVsfASR6y5AywooICpIBH6MxAzX3SLGDOIwe3nUklTjq7DKC6uJBBuJuCAQR21dck8e48+9nU44jmnFloKUsKAUlWRKSTJI6I7xSGXL2zcFzcpeWVc2oiEqgrCUwm6NJBMjXOdMtVeycOpTkAEEodvcR7Je+r\/kzyH2k+vncU68ygnNkDigtUmYgGEJ+PZvroieTaoAOYgCACSbeNaRg+SXNHIttbAL6S4AA+BfQB4AancF9uiuw0b6KMEYeeUIuEAkCfeVfWOr2Vr+XuBGFwa16KWQ2nvXr\/ZCj4VzXZ23HmW1tIV0FpUIPzSoRmTwPwpZ4al+JlK3GkPxePb2hiyp11vDpQlYQ4pOcOJCiUAjSYNZTSb2B3b+3juqz2jyZxTDaHlsq5paQpKwJGUiQT7tuNVnRyTJzzpHRyxrM6zuioUdJsqqkeIUAb3Hl+eNJR4fn8imxThHA6Wvv\/O6mMe0uDmGogiQCJngbEd9MKte2Zi07zTzlmLxETEGTxF7A28KO2HsR\/EqhpuU6FapCE96uI4C9AAmAwi3lpabTmWrQf67t9dl5M7EThGQ2DKjdaveV+A0FRcmuTjeETY53CILhF41yp91M7qu6RLYqVKlSEJwXPfT2HIqZTWtNLNTj9q+hvktMI4oiQkkdxqwTiFcD5VQ82CWgpBUIgq50ICOkTdMgmx+ztqJTCD\/yVjf\/ALwAReSD0rDsGl+yrEaRzGQB3n7qBdxlx3igsTiiUo6BREiMwVoBvB7aDQslSe8fbTAbi8TNRox7iQL5heyhmHx08KjKKctrojx+6gRGcNg3FS7hG83vJSmfIj76lGysGqyVZexSSI8pFNaav5\/ZTObq1NoKDtp8hmncKhKshbKioKzQbgBJSd2ivOufbV9DuJF8M4hafdWcqvMCD8K3LpUUJSVEpEkJkwDJ0GlMZav4K+w0nK+UG5y0ei7ambL6uP1ucbj+KfhWg2N6IVghWMxDSE+4hYKj3qVAHhNa\/mqkW1ZPd\/3GlaHbLDAbKwTCA2hSAlIMBMq0udBc9tTK2hhk2CFr8AB8T91VjLV\/BX8JpoaqvMZNHmNYwijm9QwxJEyttKj9gqx2BtFGHS4lGHaTKejzaEthJ03C+o8qFca6v6o+005hmyv1fvFQ5WURqxrp1cWf2jSxCjOp6qd\/1RTwzUz7N\/2UfwilYHM+XuJc51LSuoBnT25uiZ7iD51ncFhi64hsarUE+Zua3fpH2aS206lJJSrIYEmF6fER+1VfyS5MYlLqH1JS2lO5y6iCIskaG+pjurVNaRHQHXVJAQFKyhKAEyYgIFo0qg2jySwj4UtbICpHSR0DcGZix031pMQ1fwT\/AAiklroK\/WT9iqysdHOn\/Rqz8x5xPeEq+4U0+jFCVEKxCyASLIA0Mbya6EWalxLXTV+sr7aLGYzZ\/IXBt3KFOn\/3DI\/dECtI02EgJSAANABAHcBRfM0uZpCBqVE8zS5mgAalRPM0qADQ1S5qjkNWHcK95qpx+1fQ3yVxZoTaDIyElRSB84TIm27vq85qocWychhGc+6Yv51Qis2ez7IES4CpXSOadw3EcKIaa6Q9mNR7\/Hvo3Bsnm05hzZlXRGm7hUrbHSHSOo40wKjmj9EP7f8AeozD4HMkHmpudM\/Z21NzH1j8aouUiAFN+0IsdyuNKXApcF4jZd\/0R\/t\/jTPksfRH+3+NZPCxmHtTv3K4GorfSnyVWVv5M9\/k2StnCB7PdxVx76SNnpnqDQ\/OPA\/WrJOgZUe1Oh3K940sKBm\/Snqr3K9w0W\/kN\/k1XqTfuo\/f\/wDtXqsO1A6mnv8AafrVj7fSnyVUz0ZW\/anqncr31UW\/kLZqUNMz8zQ\/OJ3HgqoyrDjUjwDp+wVmsLEn2p6q9yvcNQ2+mPkqlqfyF\/uax7EYcR3e69+FJrF4fpQFae47xHGsziI6HtT1BuVxNLDxC\/anqHcr3hRqd8hZojtDD+4v9xf3mvX9pMSPZuaJ+YfdEfPrLoTNg6o9yVGicYwUkFThQMqLrlAsgb1EUXJjtl8jajEK9k7Ye59YC3T7ahO1mfoHv3f\/AL1nEY7DhLk41qyBMKK46aBPQzbyB41WL5RYQGPWVqHFDTn\/AH5arTN\/IWzcYjarU\/oHTZO470g+9XidrN5VH1dzVNr3srt\/M1jsfylwiVRzjxOVs9XJq2kj3txFQf8A5UzzSymbKbHTU4dQuOqlJ3VShMf5G0Vthv8AmznmaPfblSjxJ+2uVvcrTBIWyBG9rEK+12uxMouDx++qUWuRqyu5mlzFWGNS7k9moBUi5vaDO7jFVUY+QczXaNRED6szIPgaSdqyk7JeYpcxROzw+FKDqklPzSNScxMm1rEW7KIdTJpgV3M0qO5qlQAU0jojuH2U7m6IYR0U9w+yn83Uw9q+hvkE5uosW30FdIpt1hcp7RarDJTXGAoFKhINiCLEVQgHZqBzSYVzolXTMmfjRTbdx0d44\/jTdnRkCSEtqElTaSDlk2JA0nWjEIuL7+2gYHzX1R8fxrL8sEwtv2QV0T79r9ihWyydv21Ubd2CXylQdyQCIgmbzxpSVomStGKwYOcexG\/6TgfrVDf6Af8A9P79ahrko6lUhwK11WpO4\/UNCHktit3NftPun7GRWeiRGllQ8Dlb9iOqdzlukfrUsJOb9COqv6T3D9arPE8mNoEICHMGmAZnn1XzE2kxoRqKGa5JbVzEnGsAZViEIy3UhSUmebmxIOu6qWN\/I9DAEgnRgE9gd\/vUTisOpKUZmEp6PzytEdNXvLHf40DifRztNz9JtAKHBTj5HlEUx70W40pbAxTXRQUnpO3JcWuerwWB4VflL5DQENYxpJObm5yOGEpfcMBCibolPxnhVW7yiYT1cK85\/wDrW2PMuE\/2aNwnouxqSScU1dDies7qttSQeruJB8Kh\/wBlWO\/nbX7zv92qWOA9IBtXlKuG+bwIBLaTKi8uJJtCSkGI+NQ4PlNiyHf5M0mGiRlZcBJCkjVSyd50NXmL9F+NVkjFNDK2EnpO3IJM9XtprHo0xbYWFYxnpoyJlbg6RUkiJTc9E6XqkoIekyGJ2xinOu0sjhnxYH7oeioNooJWD6mknm2LkYif0KLfpd2nhxrY\/wCyrHfztr953+7U2K9F2NUoEYtrqNJ6zuqG0oJ6u8pJ8aq0FGIwqTke\/kaR7MbsRf2zVv0vjbhwmhsqv5mnyxP\/AJa6Ax6LsaEuA4trpICR0nbEOIVPV4JI8ah\/2VY7+dtfvO\/3aepfIUY\/aSTzn+6JPQZvGI+iRwd3aeFJlJ5lz+SJ67VoxF7Of+7Nuzj3VtsZ6LsapUjFNAZWx1ndUtpSfm7yCfGkj0X40NrT601JU2QcztsoXPzd+YeVLUgo586lWU\/yJJsd2J\/8tfQr6BzSiSEjm1SomAkZDJJ3Aaz2VzNfopxxBHrbWnvO\/wB2uo4zBh7DuNBYhxpbedPSAzJKCoXvE8d1TJpjozexcOlxDiWsY2sygksuZimAqJykESfPKaI+QnpB9bXI3wrSBbr9k9575C5Nej4YVLg9YUvOppVk83HNZrWUqQc\/ZoKs18lRByuLndmMpBEx0d46Rt+NRSWyBKhI2S5lcCcSqFWT1jkhZUb55JMlJIINJOyHgSfWlHXUKtJP140PC2UbrGRrk0AlaS64c4SCZFsqs1rcSdZtXieTIGjrm\/eD1pm5TPzj8DuFAwjZez1tZs7qnAQiM02KRCjJUesb7q9ojZOygxmyqUcwSIVoMgiRbU7zSpCL9JQhjnFJEJbzG0mEpk0N8tYS\/TTYZiMipAImSMtuHfbW1OZx7ZbCVJJBSAQQCCIgjXSoFNYQkk4dEnU82iTaPvrCGfHpW\/Q0cXZO5tXDhaW96uby9GyudzFMHQiEGT3caFZ5R4VSkJCVdNSUp6G9Zgd1sp7lDtglx9hXWaBjKBKUmAmcvlmMcJNRJThQQRh0AggghtEgglQI4EFSj4mr9Ri7haWBJe2ey+9iEp9svKl0gKk5OiBCrbt1WPy5hLe0ReCOiRIJyg6ePcQdL01RwxklhJnXoJvTQnCiIYTbToItfNbxvR6jF3D0se\/tzCIShalpyrEpVlMRBgm1pykDj50\/E7XwyHOaURmGoyzl6OaTbfIAiZJA1qFaMIQkHDpITOUFCIEmTHC5J8ac56spSlKYSVK6xKEkq3XO\/QeVHqMXcGlhuBxTLwJaKVAGCQNCQFRpwIonmU+6PIVW4bEsNyG28kxOVKRMCBoeAAqf5URwV5D8aPUYu4NLC+aT7o8hS5lPujyFCfKiOCvIfjS+VEcFeQ\/Gj1GLuDSwvmU+6PIUuaT7o8hQnyojgryH40vlRHBXkPxo9Ri7g0sixW1MO0stuEJICTJSYhZyjpRGsTwkVE5trDBK1Dpc3kK0hBCkhzqkhQECLknQCTXuIdw6yFLaCiNCpCSR4mmo9VCSgMJCTEpCEQcvVkb43UeoxdwaWQ4vlHh21KSpCiUqKbJBki1r7yFAfqHsmHbq8A4tKXkha2FpdSMqhlUBKSDYKsdJPdailowhmcOgzMy2gzIAPmEpH7IqRx3DqJUpkEnUlCSTuuaPUYu4NLI08oMHlCisCRN0HhO4eFtSCBJBFSO7bwoRzmZJRnySEyAQQkk2sAVCTp8KjCcLEcwiP6NHCPsAHhTleqkQWEkZs8FCIzG2aONteyj1GLuDSxz22sMnJcHOlK0wnVCjGbTQangKnwOPw7xKWylRABIykEAkgTI7DQ5VhiQospkJyA5EyEj5oPDsp2Gdw7d22ggxHRQlNpmLdpmj1GLuDSyz5pPujyFLmk+6PIUJ8qI4K8h+NL5URwV5D8aPUYu4NLAXtuYM5m1KGuQjm16qkAdXflVHEA0FsraOzsOyGsOAG0hSkoQharEc4bkfWGp1MVYNnDAQGRBOY9BJlUkyZ1PSN+004Lw2nMpuIPQRcREd0ADwo9Ri7g0sMwL7TyA43CkGYMRMGDqOyiOaT7o8hQLOPaSMqUFI4AAC9zYGn\/KiOCvIfjR6jF3C0sL5pPujyFLmk+6PIUJ8qI4K8h+NL5URwV5D8aPUYu4elhfNJ90eQpUJ8qI4K8h+NKj1GLuDSz\/\/2Q==\" alt=\"Resultado de imagen de Expansi\u00f3n acelerada del Universo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Expansi\u00f3n acelerada del Universo\" \/><\/h1>\n<p>&nbsp;<\/p>\n<h2 style=\"text-align: justify;\">Consiguen explicar la expansi\u00f3n acelerada del Universo sin necesidad de recurrir a la misteriosa fuerza que atormenta a los cient\u00edficos<\/h2>\n<p style=\"text-align: justify;\">\n<footer>Reportaje de ABC Ciencia<\/footer>\n<footer><\/footer>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\n<aside>\n<h4>NOTICIAS RELACIONADAS<\/h4>\n<ul>\n<li><a title=\"\u00bfPuede la Teor\u00eda de Cuerdas explicar la expansi\u00f3n acelerada del Universo?\" href=\"https:\/\/www.abc.es\/ciencia\/abci-puede-teoria-cuerdas-explicar-expansion-acelerada-universo-201810092014_noticia.html#vca=mod-sugeridos-p1&amp;vmc=relacionados&amp;vso=puede-la-teoria-de-cuerdas-explicar-la-expansion-acelerada-del-universo&amp;vli=noticia.foto.ciencia\" data-voc-vtm-id=\"contenidorelacionado\">\u00bfPuede la Teor\u00eda de Cuerdas explicar la expansi\u00f3n acelerada del Universo?<\/a><\/li>\n<li><a title=\"\u00a1Sorpresa! El poder de la energ\u00eda oscura aumenta a medida que el Universo envejece\" href=\"https:\/\/www.abc.es\/ciencia\/abci-sorpresa-poder-energia-oscura-aumenta-medida-universo-envejece-201901302052_noticia.html#vca=mod-sugeridos-p2&amp;vmc=relacionados&amp;vso=sorpresa-el-poder-de-la-energia-oscura-aumenta-a-medida-que-el-universo-envejece&amp;vli=noticia.foto.ciencia\" data-voc-vtm-id=\"contenidorelacionado\">\u00a1Sorpresa! El poder de la energ\u00eda oscura aumenta a medida que el Universo envejece<\/a><\/li>\n<li><a title=\"Peque\u00f1os saltos en el espacio-tiempo, posible explicaci\u00f3n para la energ\u00eda oscura\" href=\"https:\/\/www.abc.es\/ciencia\/abci-pequenos-saltos-espacio-tiempo-posible-explicacion-para-energia-oscura-201705172002_noticia.html#vca=mod-sugeridos-p3&amp;vmc=relacionados&amp;vso=pequenos-saltos-en-el-espacio-tiempo-posible-explicacion-para-la-energia-oscura&amp;vli=noticia.foto.ciencia\" data-voc-vtm-id=\"contenidorelacionado\">Peque\u00f1os saltos en el espacio-tiempo, posible explicaci\u00f3n para la energ\u00eda oscura<\/a><\/li>\n<\/ul>\n<\/aside>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Un equipo de investigadores del Instituto de F\u00edsica y Matem\u00e1ticas de la Universidad Federal B\u00e1ltica Immanuel Kant (IKBFU) acaba de publicar en la revista\u00a0<a href=\"https:\/\/www.worldscientific.com\/doi\/abs\/10.1142\/S0218271819501761\" target=\"_blank\">International Journal of Modern Physics\u00a0<\/a>un art\u00edculo en el que aporta nuevas ideas dobre el llamado Universo oscuro, que abarca cerca del 95 por ciento del Universo que nos rodea y del que pr\u00e1cticamente no sabemos nada.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/francis.naukas.com\/files\/2008\/03\/dibujo13mar2008aceleracion.jpg\" alt=\"Resultado de imagen de Expansi\u00f3n acelerada del Universo&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">Seg\u00fan explica Artyom Astashenok, primer firmante del art\u00edculo, \u00abel hecho de que nuestro Universo se est\u00e1 expandiendo se descubri\u00f3 hace casi cien a\u00f1os, pero no fue hasta la pasada d\u00e9cada de los 90 cuando los cient\u00edficos se dieron cuenta de c\u00f3mo pudo esto suceder exactamente, tras la aparici\u00f3n de poderosos telescopios (incluidos los orbitales) y comenz\u00f3 la era de la cosmolog\u00eda exacta. En el curso de las observaciones y an\u00e1lisis de los datos obtenidos, result\u00f3 que\u00a0<strong>el Universo no solo se est\u00e1 expandiendo, sino que lo hace de forma acelerada<\/strong>, una aceleraci\u00f3n que comenz\u00f3 entre tres y cuatro mil millones de a\u00f1os despu\u00e9s del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>\u00bb.<\/p>\n<p style=\"text-align: justify;\">Durante mucho tiempo, la idea dominante era que el espacio estaba lleno de materia ordinaria, la que da forma a planetas, estrellas, cometas y asteroides, y de enormes y difusas nubes de gas enrarecido de esa misma materia que se extend\u00edan en el espacio entre galaxias. Sin embargo, si eso fuera as\u00ed, la expansi\u00f3n acelerada del Unverso ir\u00eda en contra a la ley de la gravedad, que dice que los cuerpos se atraen entre s\u00ed. Dicho de otro modo, las fuerzas gravitacionales podr\u00edan ralentizar la expansi\u00f3n del Universo, pero nunca acelerarla.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Expansi\u00f3n acelerada del Universo&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\u00abY luego lleg\u00f3 la idea de que, en realidad, e<strong>l Universo est\u00e1 en su mayor parte lleno no de materia ordinaria<\/strong>\u00a0\u2013prosigue Astashenok\u2013,\u00a0<strong>sino de algo que llamamos energ\u00eda oscura\u00a0<\/strong>y cuyas propiedades son muy especiales. Nadie sabe qu\u00e9 es y c\u00f3mo funciona, de ah\u00ed su nombre, pero el 68% del Universo est\u00e1 hecho de esta desconocida energ\u00eda\u00bb. El restante 30% est\u00e1 hecho de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, que tampoco conocemos (27%) y de la materia ordinaria que nos es familiar (5%)<\/p>\n<p style=\"text-align: justify;\">Desde que fue postulada, numerosos grupos de cient\u00edficos han tratado en vabo de explicar la energ\u00eda oscura, y ahora los cient\u00edficos del IKBFU creen haber dsdo con la teor\u00eda correcta.<\/p>\n<h3 style=\"text-align: justify;\">\u00bfQu\u00e9 es la energ\u00eda oscura?<\/h3>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Efecto Casimir\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Efecto Casimir\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Desde hace mucho tiempo, los f\u00edsicos conocen el llamado \u00ab\u00a0<a href=\"https:\/\/es.wikipedia.org\/wiki\/Efecto_Casimir\" target=\"_blank\">efecto Casimir<\/a>\u00bb, llamado as\u00ed en honor del f\u00edsico alem\u00e1n Hendrik Casimir, y que se manifiesta en el hecho de que\u00a0<strong>dos placas de metal colocadas en un vac\u00edo se atraen entre s\u00ed<\/strong>. En principio, eso no deber\u00eda ser as\u00ed, ya que se supone que en el vac\u00edo no hay nada y la atracci\u00f3n no puede producirse. Sin embargo, seg\u00fan la Mec\u00e1nica Cu\u00e1ntica, en realidad el vac\u00edo consiste en un bullicioso hervidero de part\u00edculas de vida muy breve que aparecen y desaparecen constantemente y que son las responsables de la \u00abmisteriosa\u00bb atracci\u00f3n de las dos placas met\u00e1licas.<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan los investigadores,\u00a0<strong>lo mismo est\u00e1 sucediendo en el espacio, solo que al contrario<\/strong>\u00a0que en el ejemplo de las placas lo que se genera es una repulsi\u00f3n, cuyo efecto ser\u00eda precisamente el de acelerar la expansi\u00f3n del Universo. La idea tiene profundas implicaciones, ya que de esta forma no ser\u00eda necesaria una \u00abenerg\u00eda oscura\u00bb para explicar el fen\u00f3meno. En otras palabras, seg\u00fan Astashenok y sus colegas la energ\u00eda oscura, simplemente, no existe.<\/p>\n<h3 style=\"text-align: justify;\">Los l\u00edmites del Universo<\/h3>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Los l\u00edmites del Universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT5YWTKhBwyNmcN6NDu9Xmh2WPMEd_wSoI-3RyFgLL8bZe4ELru\" alt=\"Resultado de imagen de Los l\u00edmites del Universo\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Sin embargo, eso implica tambi\u00e9n que estar\u00edamos ante una manifestaci\u00f3n de los l\u00edmites del Universo. Por supuesto, eso no significa que el Universo termine en alg\u00fan lugar concreto, sino que puede tener<strong>\u00a0alguna forma compleja de topolog\u00eda que hasta ahora se desconoc\u00eda<\/strong>. Se podr\u00eda hacer una analog\u00eda con la Tierra, que es finita, pero ilimitada. De hecho, podemos empezar a caminar en cualquier direcci\u00f3n y, siguiendo siempre en l\u00ednea recta, terminaremos regresando al punto de partida sin haber encontrado l\u00edmite alguno. La diferencia entre la Tierra y el Universo es que en el primer caso estamos tratando con un espacio bidimensional, mientras que en el segundo lo hacemos con uno en tres dimensiones.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El Universo sin energ\u00eda oscura\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTLVzpHq0NuC4ch0KxnIxj_kNAaPJBkAG19-HQJVt8HnuYkg-e6\" alt=\"Resultado de imagen de El Universo sin energ\u00eda oscura\" \/><\/p>\n<p style=\"text-align: justify;\">En su art\u00edculo, pues, Astashenok y su equipo presentan\u00a0<strong>un modelo matem\u00e1ticamente s\u00f3lido de un Universo sin energ\u00eda oscura<\/strong>\u00a0y en el que el propio espacio produce una fuerza de repulsi\u00f3n, De este modo no existen contradicciones entre el hecho de que la expansi\u00f3n del Universo est\u00e9 acelerando y las leyes de la gravitaci\u00f3n. Naturalmente, ahora habr\u00e1 que someter la nueva teor\u00eda a todo tipo de pruebas. Si finalmente es correcta, resultar\u00e1 que la energ\u00eda oscura nunca ha existido y hemos pasado casi tres d\u00e9cadas persiguiendo fantasmas&#8230;<\/p>\n<p style=\"text-align: justify;\">Comentario:<\/p>\n<p style=\"text-align: justify;\">Parece que finalmente de impone la cordura&#8230; \u00a1Energ\u00eda y <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>! Una idea que vino a camuflar la ignorancia de los cosm\u00f3logos en relaci\u00f3n al movimiento observado en la aceleraci\u00f3n de las galaxias. La &#8220;materia y la energ\u00eda oscura&#8221; me parecieron siempre la alfombra bajo la cual pod\u00edan barrer su falta de conocimientos sobre la realidad de un Universo que a\u00fan esconde muchos secretos.<\/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%2F2021%2F01%2F10%2F%25c2%25bfenergia-y-materia-oscura-%25c2%25bfeso-que-es%2F&amp;title=%C2%BFEnerg%C3%ADa+y+Materia+oscura%3F+%C2%BFEso+que+es%3F' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F10%2F%25c2%25bfenergia-y-materia-oscura-%25c2%25bfeso-que-es%2F&amp;title=%C2%BFEnerg%C3%ADa+y+Materia+oscura%3F+%C2%BFEso+que+es%3F' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F10%2F%25c2%25bfenergia-y-materia-oscura-%25c2%25bfeso-que-es%2F&amp;title=%C2%BFEnerg%C3%ADa+y+Materia+oscura%3F+%C2%BFEso+que+es%3F' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F10%2F%25c2%25bfenergia-y-materia-oscura-%25c2%25bfeso-que-es%2F&amp;t=%C2%BFEnerg%C3%ADa+y+Materia+oscura%3F+%C2%BFEso+que+es%3F' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F10%2F%25c2%25bfenergia-y-materia-oscura-%25c2%25bfeso-que-es%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F10%2F%25c2%25bfenergia-y-materia-oscura-%25c2%25bfeso-que-es%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/01\/10\/%c2%bfenergia-y-materia-oscura-%c2%bfeso-que-es\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F10%2F%25c2%25bfenergia-y-materia-oscura-%25c2%25bfeso-que-es%2F&amp;title=%C2%BFEnerg%C3%ADa+y+Materia+oscura%3F+%C2%BFEso+que+es%3F' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F10%2F%25c2%25bfenergia-y-materia-oscura-%25c2%25bfeso-que-es%2F&amp;title=%C2%BFEnerg%C3%ADa+y+Materia+oscura%3F+%C2%BFEso+que+es%3F' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2021\/01\/10\/%c2%bfenergia-y-materia-oscura-%c2%bfeso-que-es\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F10%2F%25c2%25bfenergia-y-materia-oscura-%25c2%25bfeso-que-es%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F10%2F%25c2%25bfenergia-y-materia-oscura-%25c2%25bfeso-que-es%2F&amp;title=%C2%BFEnerg%C3%ADa+y+Materia+oscura%3F+%C2%BFEso+que+es%3F' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F10%2F%25c2%25bfenergia-y-materia-oscura-%25c2%25bfeso-que-es%2F&amp;t=%C2%BFEnerg%C3%ADa+y+Materia+oscura%3F+%C2%BFEso+que+es%3F' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=%C2%BFEnerg%C3%ADa+y+Materia+oscura%3F+%C2%BFEso+que+es%3F: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F10%2F%25c2%25bfenergia-y-materia-oscura-%25c2%25bfeso-que-es%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/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%BFEnerg%C3%ADa+y+Materia+oscura%3F+%C2%BFEso+que+es%3F&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F10%2F%25c2%25bfenergia-y-materia-oscura-%25c2%25bfeso-que-es%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>&nbsp; &nbsp; \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\u00bfY si la energ\u00eda oscura no existiera en absoluto? &nbsp; Consiguen explicar la expansi\u00f3n acelerada del Universo sin necesidad de recurrir a la misteriosa fuerza que atormenta a los [&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":[230],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/24898"}],"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=24898"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/24898\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=24898"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=24898"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=24898"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}