{"id":301,"date":"2021-03-09T06:00:30","date_gmt":"2021-03-09T05:00:30","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=301"},"modified":"2021-03-09T06:13:50","modified_gmt":"2021-03-09T05:13:50","slug":"ano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/03\/09\/ano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13\/","title":{"rendered":"\u00a1El Universo! \u00a1La Naturaleza! \u00a1El conocimiento! \u00a1La ignorancia!"},"content":{"rendered":"<p style=\"text-align: justify; text-indent: 22.7pt;\">\n<p style=\"text-align: justify; text-indent: 22.7pt;\"><img decoding=\"async\" style=\"text-indent: 22.7pt;\" src=\"https:\/\/astrojem.com\/imagenes_voltaire\/vialactea.jpg\" alt=\"La V\u00eda L\u00e1ctea en el Universo, la V\u00eda L\u00e1ctea es una galaxia\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">Estamos en la periferia, a 30.000 a\u00f1os luz del centro gal\u00e1ctico<\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">\n<p style=\"text-align: justify; text-indent: 22.7pt;\">Nuestra V\u00eda L\u00e1ctea tiene ya una edad de, aproximadamente, diez mil millones de a\u00f1os, y el Sol tarda unos 250 millones de a\u00f1os en describir una \u00f3rbita completa alrededor del centro. Los procesos de intercambio de materia y energ\u00eda entre nubes interestelares y estrellas pueden parecer lentos seg\u00fan la escala humana del Tiempo, pero sin embargo son r\u00e1pidos seg\u00fan la escala de la propia galaxia.<\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">\n<p style=\"text-align: justify; text-indent: 22.7pt;\"><img decoding=\"async\" src=\"https:\/\/sites.google.com\/site\/elespaciovm\/_\/rsrc\/1468871565867\/las-estrellas\/evoluc_estrellas.gif\" alt=\"LAS ESTRELLAS. El Sol - DEL UNIVERSO A LA TIERRA\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTJXxeEQajt0rnABbsESzEfD3Y5_rk77IMGfZBEQ8GvXlgefn7xbHGYRsS2_z8_dWAJ1ks&amp;usqp=CAU\" alt=\"Ecolog\u00edaVerde on Twitter: &quot;Tipos de estrellas https:\/\/t.co\/DnIXprdR12  #curiosidadesdelatierrayeluniverso\u2026 &quot;\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQmFWtzh-LxvfKLaLN9sLx_QS3fH0NO8lmkM-5J07lrOX1bpWlYdK6xIHiSEs9fwth-0ec&amp;usqp=CAU\" alt=\"Stephen Hawking | Neutron star, Planetary nebula, Stephen hawking\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">\n<p style=\"text-align: justify; text-indent: 22.7pt;\">Otro aspecto clave es que las estrellas tienen distinto tama\u00f1o &#8211; o, lo que es m\u00e1s importante, distintas masas -. Cuanto m\u00e1s grande es una estrella (cuanto m\u00e1s cantidad de masa tiene), mayor es su cantidad de reserva de combustible nuclear que ha de consumir (convirtiendo hidr\u00f3geno en helio, por ejemplo) por medio de la fusi\u00f3n nuclear con el fin de mantener su forma, resistiendo su propio peso que genera una fuerza de Gravedad que trata de aplastarla.<\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">\n<p style=\"text-align: justify; text-indent: 22.7pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUUExMWExMXFh4XFhgXGB8gGBghHxkYGx0gFxsYHiggGRslHRgaIT0iJSkrLi8uGCAzODMtNyotLjcBCgoKDg0OGhAQGy0lICU3Mi8tNSsvLS0tLS0uLS0yLystLS0yLS0vLy0vLS8tKy4tLS02LSs3LS0wMC0tNTUtL\/\/AABEIAOUA3AMBIgACEQEDEQH\/xAAcAAEAAgMBAQEAAAAAAAAAAAAABAUCAwYHAQj\/xABIEAACAQMDAgMEBQYMBQQDAAABAhEAAyEEEjEFEyJBUQYyYYEjM0JxkRRSc6Gx8Ac0U2KSk5Sys8HR1BVDVNPxcoLD0hYkY\/\/EABoBAQADAQEBAAAAAAAAAAAAAAACAwQBBQb\/xAApEQEAAgIBAwMDBAMAAAAAAAAAAQIDEQQSITFBUfEFEyIyYXHwQqGx\/9oADAMBAAIRAxEAPwDw2lKUClWXQuoDT3luld0K4AxILW2QMJBEqWDCRyoqZ1bqlzwNaZ7KuHfYrmBN+95iJIECfhQUNKsj1rUbQveuYJM72kyFEEzwNv6zWdjrV4LcBvXSWWFO9sHehnnGAR86CqpVlZ6zqFM964cEZdiMgieeRMj4gUs9a1Csrd64YIMM7EGDMETkUFbSpv8AxfUfy93+sb\/WrLq3VNSxW8We2l5ZXZcOwlfA5AB8JLqTtxG4YgigoKVZXOtaghR3rg2iMO0nJMtnJzH3AVm\/Wr3bVe9d3BmJO9sghABMzgq340FVSrIda1G0r3rmSDO9pEBhAM8Hd+oUs9Z1Cme9cOCMuxGQRPPImR8QKCtpVlZ61qFZW71wwQYZ2IMGYInIrV\/xfUfy93+sb\/WghUqyvda1DMzd64JJMK7ACTMATgVnqutXmIK3rqgIoPjbJCgE4PmRNBVUqyPWtRtC965gkzvaTIUQTPA2\/rNB1rUbSveuZIM72kQGEAzwd36hQVtKsrfWdQAw71w7hGXaRkGVzg4j7ia+WOt6hWDd640GYZ2IP3ic0FdSpv8AxfUfy93+sb\/WpGs61ea47LeuqrMSo3tgEkgQDHFBVUqyvdZ1DGe9cGAMOwGABPPJiT8SaXOtaghR3rg2iMO0nJMtnJzH3AUFbSrW5qnuad+47PF23G5iYlb0xPEwPwFVVApSlAqy15XtafB3ds5nEd67iImfjPyqtqy19s9rTtiO2RyJ+uu\/ZmY+MRQVtKUoFKUoFT9KyNbuLcdlKrusifBvLIGDCDG5ByIyig44gVusXmRldSVZSGUjBBBkEHyINBppVl1O0x26g9sLfZ2i3gIwbxIV+zAKsBkbXXPIEC2hJAAknAA5NBhSuu1fsetiyLuo1K2wTGwW3F3gcW7\/AG2YZ95Qyj1qn7Gi\/wCo1P8AZk\/3NBU0q07Gj\/l9R\/Z0\/wBxWy3a0I967qW9Isov6zdb9lBT0q5Z9AOLeqf77ltP\/jasO\/ov+n1P9pT\/AG1BU0q07+j\/AJDUf2lP9vWY1Gh\/6fU\/2pP9tQVNK67p+n0Ny0iize33Lzbv\/wBhC9tbSBi2NPO1u6cRk2hHpUXqGl0Fu4yH8qEQZDW3GQCOAo4PrzXOuOrp9fI5qlXXUtfZ7K2LC3Ngc3Ge6RuYkBQFVcIoH85pOccVS10KUpQWSFfyV4BDd23uJOD4b0QIx+J+VVtWSWyNM5xBu24ggnC3uQDI+fNVtApSlAqdr\/c0\/wCiP+NeqDVlr7h7WnXEdsngT9dd+1Ex8JigraUpQKUpQWfRemflDlN2yFncQSB4lXxR7olhk\/cAWKqbqz7E3GZx3UAtoHuMQQqgXLltzPmFNpjPmI8zFcxYvsh3IzI3qpIP4ipekbUXT27Zu3DtjapY4A2xA8oMR6GKDZo9Oqu1q\/bZTcXbbZpU22LAq5HmpgqecMSMgVO1\/Uzpmaxpd1nYSj3dpXUXCMNuJ8VpJH1YiABu3MCah6pdTqV7zhrgHgDQPKMADmC4yB9oTzWHUAWQXLrv+UFodbgMsm1djqYzwQZM+6RMmArSaV056LbNteQxRW3STllVvEPTPlByPe8O7ntTYKMVIgj9wR6gjM\/GkxpXjzVvuIR6UpRYUpUjTWGuMFRSWPAH4\/IAZnyAoI9KnHpl7cV7TyG2nGAdxTJ494ETPIpY6bcN9dOw2XGuC2Q2NpLBczxzQdf0nQJbRWQAsbKKzD7Rb6dvWCFu2E45QgjO1qj2n1qlWtKfENQ5uCDwiW7VuSfMRdMSffrp101tWFu0ClvcdoMyFdywnd5qLm3P3HmH4v2l6gt66rJG0WkAgRDMO5cBnn6V7mfurFgt15bW\/v8AezimpSlbXSlKUE63\/F7n6W3\/AHb9QaskuE6ZxiBdt8KAcre5IEn58VW0ClKUFl0G1YbUWl1DlLBcdxhztnPHHpOY5g8Vs6hbti1Zl2Li2wG1QUP013O4sCP6NVNWWust2tO207e2RMYnvXcT60FbSvtbrVh2wFJwTgHgAkn7gAT8q7ETI0UqcdOizvuiQYhBvMyw5kIR4RlWIhxE5r5NgeVx\/juVf1Q37f8AWuCFVn0fq1zTG41uNz2+3J8gWViQPP3YziCa0flNscWVI\/nsxPl+aVHl6eZ+EZDWRG23bWP5u783nfu\/N+7LeRIoJHTuvX7ATtOFKFih2qWXeu1trMCQCPIH481tu+0l5rlpzsi1ZFhU2+AoLYtlWzJ3LMmZk4iBFeusYRhMRzbQ8bPVc+4PvlvzmnNeo3Rw0RHAA47ceX\/8kPy+JoOp0aEWbcsrg21MqZwd0SIkEEPbIjm2YkN443V9GLlvA8ayVI+0OSpz\/wC4HPPnuDGJ7Pdda2xVwX37FVu5sNuCgBBJ2xtVcGBKISYUg9JcvXrTFS7qUaI3NKlSvA5EFExyNq8\/anHeHlZqzhydUfzDz1UJ4BPlgfv6j8azTSXDEIxniFOfd4\/pL\/SHrVp1t7lq74bjhDDJ4jAHgjbB4BtqB+jX0FVf5S8DxtjjJx7v\/wBV\/oj0qEvTraLVi0erNNBdMRauGeIQ593jH85f6Q9akaK1qLbh7dt90ED6MkEMu0gggggq8R6N8arSa+USddY9oOoqht7TBXas2gAi+YQABAGB25HEARWzpuhu67Vm5q1BHaZrhEKcJstkhM++bY4z8a5Dy4+ddZ7G9PU2r2oZSSrLbtny8SuLmByQpX+lweKry26aTYdFp9vcm+yosku+4DaDMkQSfP4zIz4gX4PqFp7t25cPaXe7PAu24El2gQ3GD+r1E9jrbyW9PqGuQ02yiA53M+B8JWe5P82RnLct0u0EXuHDnKkAE21BjubSDuG4FfUAE+a1l4sxWk2iPLta7lAPTbottcKFUUqCWxlt20KDlidrHH5pqFXc6sraspZYCHi\/qApJgOPoyv59sIWuYJKm\/wCori9TZKMynlWKn5GK10v1eUrV13aaUpU0Fqy2xpn2MzfS253IFjwXuIZp8\/SqqrJLTDSuxUhWu29pIwYW9MHziq2gUpSgVO1\/uWP0R\/xr1Qastfc+h06wPqyZjxfW3cT6UGnR2AzeJgqgSciT5AL6kkgYmJJOATU27qZDKo2WzyoOW499uWPhBgwoMkBcxHsn6HHAuqX5zKnbPigxD+WN3OYr7H7\/AL\/d8OPKMb+J+mVd\/KBcSDFYipWpXAPy\/wBP8\/w8uKy03Tr1wA27VxwTtBVCQSAWIBA5gEx6Cs2anReYhKs7hCpUxenXjMWrh2ttaEPhb804w3wqHVKRSlKD7XT9M6p9F4u5cuhjuzu+jCTIkyuyDgiCGPADbuYq46XpdUhW9Zt3QV8YYISMTkSCGEH7sx512J0hkpW8askdXtNe2vaQlNsCdu5oZzIUEtHPr7jGTBNUNdoul2WrayVZR9IrqUe225jBBPnBYMCMKCSNoKVvWOn75dB4hhgOG8p8oIgg4E7SYEMFq6\/y1LPiy9E9Ex29HORRvvmru57LatB9LZNj46hlsg8+4bzKH8jiawT2fvtADWG9FGqsE\/JRdk\/IVY1Kau86JoBa0lq4Nxa9LuDwNrui7RHmCDOfeXyMHldV0HVW1LXNNeRRyxttt\/pREfGa7q7pBZiypLG1KHdEkgkeQ4OI9AQDM+LJzbapr3l1V+1LodNatrDXrl7co+0qgMpGeAzMPgSpyYmsOn2EfUqjz2bfjbPiS1bQsWQj37b20II9T8c6\/aG7bOs0yoVJTYLjLkbu63PqduyROCCOZqxt6c6fQm4wNu5qTttgQe3aUq9y4g5Np7naEei3OQc8x11Ssft\/1ZTwp9VqXuXXd\/fLG4Sni2FiSXt877DTlcx+2pbTd3V9vdAe\/s3ATG54kAc88V0nTG7Fi9fYAEeC0AR4S0M7Wm5NpgUtkDj8p8ua4erscd5kvPbTsOoewV+2dvcRiIDHOyT+TAKjCd3j1KLMAYJ4rm+q9PfT3WtXI3rEwZGQCCD6EEGoVKuVp1v+L3P0tv8Au36g1ZJcnSuIAi7byBkyt7k+dVtApSrC70q6qbyuIBI3KXUHgsgO5RxkgDI9RQV9WWvVezpzu8XbI2x5d27mf8q0aHSNdcIgBczAJAmATyxAmBx58DNTuq9OuqlubbfRoyOQJVSL94EFhjB+NBD0N0SVYwjjax\/NzIb3WPhMEwJI3ARNSLqFSQcMD68Ec5+BHM+XwxV1cWH7tvzNy2M+8SyDg+YGwCOVG0L5iRs4l9WmvuhaNot4eH9f+X7J\/D4QLDpXtTf04t9sWw1ozbcrLqIuiBmIm854mYzAAqE48PyP7D\/p+r4QK405kflElFzoPaK9aa4yhG7l1Lrhhgsjl14IIEk49DUTqnUnvuHeJCqgAmAFUKIkmOJ+8k+dQKVjTKUpQK67p\/V9a9lbNq2hVimkVgTuJeCqBi\/ns8sLuPu7q5GrPp\/WtRYG21dKqG3gYIDQyyAwMGGPHwPkKDpeoda1LahnvoPpUUOig4V2F22wAYlbgLhgN+4SBgTVoenJZQXLzB931KWyCtxSB43aBFplWAsKSAfqwvg5a7169qUNu4FaWVmePGSAFEwwBEALgfmj0q46VeGztG3ua4VNpgwDKTtBWeGVjsJLFArDcCG4oyR6sOeO\/wC74HF25+TXmXTaInubbexApCNG57gL3GDAodxLTPERUC\/0fRi\/pkF8m3cA7zd23Fs9tGI3DAhmIzIxAJIMaOt6gSFG5WUQ28AMPG3hKiYC8EepIgDFaOhWhc7loxuvLFsYH0gINvbPBZpt+kO3pU6WnXdow2max1LbpvQltOrflj27gQXGFoQ+zbduXCrB5ICWCwYBgwuWjw2OlXqt1QN7Lde2iibwVixUBR9I43KGcxII9\/J82896dpCbV69vNvYFtrGCzXDt2\/cbYuk\/+mODXZ9TZN5S4NyEXbrCYBW2jsoOZh7oUYOdhzyTn5O7XrWPXa5T6jS6PUaxrdknSsL222V3XLLqHgEbSbiNtAOC8kn3BXQe0t9tVfN4hj4tieJEayFPCKV8amSTGTuMgExXIeyWmW5fcbQR2ztDH85lQTEbp3x866To\/R991rr2LLW0Pcc72O4IpbZDXcS4W35AzwIIqWSYm2pnS2nZA9r7bJs0yqBasgltohWuMxZ9pJO3YTsgnHbJyMVx91AACDMjI9P3\/f1rr\/aBvcb6Pe7MxKsWDbmJWN043q2QQPfgS1a+k9K0V1LbX9QUYswP0iLCy0QCDjHnt97EjieG23clYiHG0rZcWCR6GPI\/rGD8q11epWSKv5K5DSxu25EceG9GfOaratX0lxNM+9GSbtuNykT4L3E88iqqgV0t4jT6R0DAtf7ZKtbIMQ5YowlHQMFAbdOT4VOa5qul1FtF0hCMASUZgb1t1PhIZkQNvRmO3Bt7lAILASKCl0Orey4uWyAwmJUMMggyrAgggkZFbup3Cy2SYk22JgADN69wBgD4DFV1WWucdrTjaJ7ZO7M\/XXccxHymgrq3aW+UYMpIIMyOfl8a0V9qVbTWdwLXXBdvcT3GxAmFaPEufIcjJwVkkggVVStHqAphpNtsOoJEj5eYPiEyJAkEYr5qdOUMEhgRKsvDDyImCOOCAfhU8uWbzEy5EaRaUpVTqVp9MzSYwMsTwPv\/ANBmpDdNifGsjJw0QeGBAyPuqVpvqkPkJkgZRpOT+cCu0EegFZKY+G3xeHO2ftL+dbPmPjV9aV13Z7ZJ3Ol7Y6xprJKpodpceFkffP0TICk5EFi0ggnzjEVXtFefUkbdOLQRnlEgsCzEqGVQCu22qJG0fVk+Ziw0eluNaiyjbyxLFAW2LA8SR5MTiSADJ5XcsI6JkMHZbZDEG4k2ckZBYbr7bD6bYHEDZXeIiXK5rTDnLbQf84mPlwau+nMGBgw21gFExlTI8gTtBEn1zNZdd0SqVL3ba3Cg32xva4p2sV7h2hdxARTmQWyvNaNDrrFmYtveJ4LtsX7Q8SpLQVOQrg\/Gqb13HZO9ZyV3HaVxcspdCkLe743NcbJQqu4lvFudftSTAjxQIIqJb04Zgw95Qrcwy4DTIgkYiVAIn7qt+idRZm3IO2+xdvhBgS6hkZwWx3CAZPA3SwDV0rWrl0JN24wYeJGkBfC4ZVxtgz5CY8LboBPnZuRGPe\/MPPtyIpaYnzCl6l7ONqFe5pbV5bV5y1xHUE7lUHeq2Qft3LyAeQQ8kmKXqfSrgt3r2pYXbhKLbltqzN12JErkLZYR5m9iWINd2\/TrhARmTatoEDxQGYlzLmCYLNzBk8Zrn\/a7obPZt7UO\/wCkbAgWwrFQkHkkq0tOTt5AxHFzOrJ+XaGzDlm0oXshowmpthdl27xc7cFbWUK7jt2sdwY+CYhRuyY7bV9POis3lZrNtbj7UXaNoWA5xs8RL7FGB7\/yHmXsVqO1rVdQZVoEiWEmJOI84ORyYzAr1L+E7XRp7KkTcJkKhG7xGJnyxsP41RzJyRyq1j9Mx\/v4eni107eRda6qbr7kGy1EKsLByTLIMbiTJ+R9KpWMniPgK+s8\/AcwOKwr261isahRa0y+UpSpIp1v+L3P0tv+7fqDVkrg6ZxtAIu25ImW8N7mTGPgBVbQK7W7q7tjpiru+sO3aSp2q\/cfwqokAgKZLHJOBtU1xVKBVlrkHa053Ce2RtzP113PER85qtqdr\/csfoj\/AI16gg0pSgVP0j717LEAEyhJgI3HocMIB4yEJMLFQKUGbqQSDyKwqwS53RtYk3QsI2PEBwjcEmJAMk4VYiIh3EIJBBBBgg8g+YI8jQbNPqGQypj9h+8HB+dbh1K4AANuJjwrieYxioVKlFpjxKM1ifMJdrW3FbeGO7GTmY4meYgfdAq9sdL1zKhCIFOxlK9oFe6VCt4PEpPhMxIAB4FcvUwdQvDAu3AIC4c8L7o54HkPKubkmlfZM13s9qrbDfaZi7ui7fEWZHZWwsmdyNyM7TTTdA1G4F9NdCAgtuBtgicje4gY86i63qd28EF24zi2CEk8Sxc\/eSzEknJ+QrXoEQ3ED+4WAbxbYnElirbQOZg1xJ2Og1Qtaq7eW3pgj2wqKL9gBCNh3BRcIWWQmBujd9rIPc+z3V9PfDpba0hDYUbmkOUC297LDsrZBB8phYry\/pd\/QL+UC4txrZYCzIBu7dt0SCCFVtxtMfKFIz55Nq9JZdG0rXlbcQzkKxVdoHhRgAxLFoMggBDhqzcjjVy11Plnz8emWPHd7ilu3chgQ0idwMEE5M7ThgeRHzPnr1fR1feSoOJj1YCAx+7yWPDk81xHsR7UWlVbSvcuXrl7xm5bVVW2EBLQrtBVVIG3EAyuM+p6eGGCGU8FTgj1UjkHma+O+pY83EtHfszYcVsdtS8W6Z0x7WrVZgBiIhYlpChCFENm4OG4iCIJ2\/wr9SY3blg7SLbKu4ET9WNpgEngMvik\/ECK9M13TE\/Krd0rhWUiDAEMJJkYzGcZUcgmvE\/b\/U7r+0rDgAswPhfEAjOVwSOIkiK9r6fnjlXreY+Y+XrROqOTpSlfQKilKUFkqAaZzuBJu25AmV8N7mRGfgTVbU63\/F7n6W3\/AHb9QaBSlKBVlrrrdrTruO3tk7ZxPeu5jia+dFuWlvA3QCm1wJEgMbbC2WXzUOVJGcA4PFS+uXbBCG3bdVKubUuPCvfvbQwKkkgfzqCjpSlApSlAqwUi6IMC4qgAloDhcAHdgMFiDIEJEFjmvr6DQZMpBg4I5rCrH64cE3x6KSbvkePtgQePF4iTPNdQKUrJmJycmgxrfpbDXHVFyzsFWTAkmBk4GTWirHoaqdTYDubSG8m64DBQbxLBjhSBmfKKCVd9mtUu+bLeGMxgzcS2As8tvuARyCGH2TGm70HVASdPdjxcITGxirTAxtYEGeCCPKussn6O3HU+2xZQwNxWCAWbV8bFBUIFvBkA4DKOMk8V1DW3Lpm45ciQCfizOfvlmZp9WNA6bqjauLcBIKmcefqD8CMH4E88V7t\/Br1lLgbTbi91Cbgbaq7kYrBIVoBlwZgSLijJDV4hoekXboXYAd\/d2icntWxcYQMztOB5mui6H1m5o762XuODp7jD6JmIP59sqsbwG3H3hw0NkGsH1DiV5OKaT8I2rt7f7XaxLFnc0neeyIUHLys8zhSxn5x5V+ceu6hbl52URLEnAHy8hAAxifvr3\/2ksM3TrzB3kAva2klgI+1BYsJltsnyXyr847AGIJkA5jzExia836BWsUvEeazMLbb1DRSlK+hQKUpQWSXWOldSxKrdt7QTgSt6YHlNVtWrNbOmfYrL9Lbnc4afBe4hVjz9aqqBSlKBVlr7Z7WnbEdsjkT9dd+zMx8Yiq2p2v8Ac0\/6I\/416gg0pSgUpSgUpVl0TUW7d0NdXcmy4PcV4ZrbqjbHIVtrlWgnyoK8V2N7S2tUoYDa5yGES0jMg5ZgQZySxJYQoYLj1Lr2hNtls6QKxtkLuVZRitpR4pJcAC8ZOSWQ+WKDpuvNsgGdkzjlTjK5GcDEiYGQQrCdLRHlVlrNoia+YRtVpmtsVYZH7yKj11HVwl6zvU2+4nkpglIJPh8oOYhVAI2iCVXl6WjU9ksdptHd8pSlQTKUpQWGj6tetAC3cKRMQBPi27sxOdi\/gK36nrl64qKxBKMzAx4iXJJJ+Mk8RzJk5qorYjkEEYIMik+B79\/BN1tdRpPyVjLohIPBZSzSYOSVYwSMZFeZ\/wAI3RjZ1LsYCtxAgbgqfEnInGAPuyYPsf1+5pbq3ADsBCvtXG08k7RloWc+QYeZr1D210FvXadbie9tBOWzwQDtHBIiTxHrx83as8Hn\/c\/xv5\/lpx1+5Sa+sPCpPH6qxIqfq9IVLeEqBjMxhR65kyp9PF6VCzz8q+jraJjcM8xMeWFKUrriyS2RpnOIN23EEE4W9yAZHz5qtqdb\/i9z9Lb\/ALt+oNApSlAqy19w9rTriO2TwJ+uu\/aiY+ExVbVlrwva0+Tu7ZxGI713znn4R86CtpSlApSlApSlApSlButXSpDKSrAgggwQRkEEcGpdy2LoLosOJNxABEZO62FiFABkR4QsyZxXVts3SrBlMMpBB9CDI5oNVKnXrSuu9AqkDxoGMjPKBslSCMAsQVYmBFQaBSlKBWZU4+PH7P8AKsKUGaNBmvSvZr2sIK2743AkBZG0eSgGSNpxn3t0HJg15sF5+H68gY\/Gpei1zJgR6CeBkHPw5\/E+pnNyuNXNTUwtxZJpbbrPbjQqG3qpIIDq0eHMDMgLEJEf+kRmuLvwCQBweTzXf2b41GhgwNvA3EAgE4xmIHED4zg1wOsneQeQY\/8APxqrg2npnHbzXsv5NY7Xj1R6UpW5jWSXCdM4xAu2+FAOVvckCT8+KraslC\/krwTPdt7gRgeG9EGc\/gPnVbQKUpQWnT+iXru0hGVH3bbjK3bJVWJAYKZPhIx51u6r09wlsja6ojKWVgVMX7wlTPiU8g1W6XUvbYPbdkccMpIYYjBGRgxUnqd0stlmJZjbYkkySTevEkk8mgrqUpQKUpQKUpQKUpQKUrJEJMASaDdpr7IwZTBHzGRBBBwQQSCDggkGt+osqy9xPIDuJHunA3YxsJK5xBbbGATC\/bW\/T3GQh1xyOeZEEYyQQSD8D8aCPSuk1XQQydyxJG1WZMSJGduZIkHGY93cWBFc4wio1tFvCNbxbwxpSlSSZ4j4\/q8o\/wA6MpHOP3mvgPPxrK48mcfIAD8Big6X2f15XEhdykMAnkWBmREDyAE+8wEFhVV1zT7LjD05xHmYnHJGfxqPob21gQJbyknmfgRGPWRVt1ZkddyAEjGIiDxgAEExx8his3T0Zdx4lsrPXimvrDnzWNZt90VhWlklbXNI9vTPvETdtxkH7F70Pxqpqdb\/AIvc\/S2\/7t+oNHClKUCrLX3D2tOuI7ZPAn6679qJj4TFVtWRey6Wwz3FZEKnbbDA+N2wTcHk3p5UFbSrIppto+kvbpMntLEQIx3fXd+IrOwdMquC907l2g9lcHejT9b6KR86CqpVlZTTT4rl4iDxaXmDH\/N8jBpYTTBhuuXisjcBaUEicwe7jFBW0qd29P8Ayt3+pX\/u1svJpSx23LwXyBtKT+PdoK2lWTppoWLl4GPF9EuTJ4+lxiB8qzY6Y21XfdkMzE9lcghAB9b5bT+NBVVkP\/FWATTbT9Je3SIPaWIgzju+u38DSymmnxXLxEHi0vMGP+b5GDQZdC6kNPeF0qXAV1gMFPitsgIJVhKlg2QcqKtNb7S23ttbtaVLO5AkhhAO923Dwjlb11IJOGSI2ZqbCaYMN1y8VkbgLSgkTmD3cYrX29P\/ACt3+pX\/ALtBL6T1Y2\/C2V+6SPuBwRIBiRlQQQQCNvX+3cPdtldre+FDDYxDEDxATO05EzEmCYEO+umLHbcvBZO0G0pIE4k93OKlHWWA4ZHuKNioy9ldrQB7w7viG5Q0HzAqHRETuFf24i3VCjpVpeTS\/Ye+PETm2pxjaMXBJGcwJkYFYhNNtP0l7dIg9pYiDOO767fwNTWK2lWSJpoabl4mPD9EuDI5+lziR86+2V0oI3PeInMWlBI9PrcUEBefuzmrZ9QW07KSCwIJ8UmJAH658\/MfAVF7Wn\/lbv8AUr\/3alX72nL3Cty6q3GJgWUwCSQPrfjFQtXq1Pstx36dx79lMRXyrK8mmnw3LwEDm0vMCf8Am+Zk0dNNCxcvAx4volyZPH0uMQPlU1QlwnTOMQLtvhQDlb3JAk\/Piq2rC7dtC0yIzsWdW8SBQAq3B5O0+\/8AqqvoFKUoFKUoFdMntFb+g3W7hazbKKd6+GUVJQbIG0h7gPO5xJO2TzNKCZ1XVC7eu3QuwXLjOFBkLuYmJgTExwKh0pQKUpQbLZAIJG4A5Hr8JHFdR\/8AklgXrtxbDKt2yLLIrKqkC3aSPCkgEoxO0g5X0M8nSgVttWyxCqCWJgACSSeAAOTWqt+mvFHVwASrBgDxgzmPKg1upBIIgjBB5Fb9boLtkhbtt7TESA6lSR6wwGK6K37Yubd1HtKS9trashI27kCH3t0iAuBAMHzO4Q7fXLJFxrukS5dYFUbeQlsBUVAtuDO3Z5tkGKCH0DWpY1Fq69sXktuGKHhoPxBHxg4xmRUr\/i9pdLc06Wm8RJ3MwPLWTJAUZXskD4Xn+dDSgUpSgUpSgueidVWwt4MrN3LbIACoHiR08UqTjfuwRlRM4Iz6z1a3ds2bSI6i0WCl3BhTGAFVRyCxJEksao6UClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUH\/\/Z\" alt=\"Las estrellas \u00a1laten! | PALE RED DOT\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las estrellas \u00a1laten! | Informaci\u00f3n y Actualidad Astron\u00f3mica\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">\n<p style=\"text-align: justify; text-indent: 22.7pt;\">Diagrama Hertzsprung-Russell de pulsaci\u00f3n. Las enanas M est\u00e1n localizadas en la parte inferior de la l\u00ednea diagonal de secuencia principal, en color anaranjado-rojizo. Las ubicaciones de las diferentes clases de estrellas pulsantes est\u00e1n indicadas con elipses rayadas. Fuente: Lars Peter Rasmussen.<\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">\n<blockquote>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">&#8220;Se suele pensar que las estrellas est\u00e1n all\u00e1 arriba en el firmamento, inm\u00f3viles, quemando su combustible nuclear de forma confortable y silenciosa, pero la realidad que hemos descubierto a trav\u00e9s de su observaci\u00f3n es bastante diferente. Las estrellas \u201crespiran\u201d, se \u201ccontorsionan\u201d y \u201cretuercen\u201d de diversas formas, alterando su radio y temperatura superficial, lo que produce cambios peri\u00f3dicos en su luminosidad y velocidad en su superficie, que detectamos con nuestros telescopios e instrumentos. Estos efectos se conocen con el nombre t\u00e9cnico de pulsaciones, u oscilaciones, y la t\u00e9cnica que intenta extraer toda la informaci\u00f3n posible de estas estrellas pulsantes se conoce como astro-sismolog\u00eda o, en el caso espec\u00edfico de nuestro Sol, helio-sismolog\u00eda. La nomenclatura responde a las t\u00e9cnicas utilizadas, an\u00e1logas a las de la sismolog\u00eda terrestre, que extraen informaci\u00f3n de las ondas s\u00edsmicas propag\u00e1ndose en el interior de nuestro planeta para derivar la composici\u00f3n y estratificaci\u00f3n de la Tierra. La astro-sismolog\u00eda analiza las frecuencias de oscilaci\u00f3n de la luz procedente de las estrellas, que son la huella dactilar de la composici\u00f3n qu\u00edmica y estructura del interior estelar, as\u00ed como de otros par\u00e1metros f\u00edsicos fundamentales, como su masa, densidad y edad.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">\u00a0 \u00a0Por Cristina Rodr\u00edguez L\u00f3pez (IAA-C<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>C)<\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">\n<p style=\"text-align: justify; text-indent: 22.7pt;\"><img decoding=\"async\" title=\"Curvas de luz de estrellas variables en el c\u00famulo de estrellas M1. Fuente: Lee Jae Woo et al.\" src=\"http:\/\/revista.iaa.es\/sites\/default\/files\/reportajes\/ojoobs_2010_v27n4_289_f004cropped.jpg\" alt=\"Curvas de luz de estrellas variables en el c\u00famulo de estrellas M1. Fuente: Lee Jae Woo et al.\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">\u00a0 \u00a0 Curvas de luz de estrellas variables en el c\u00famulo de estrellas M1. Fuente: Lee Jae Woo et al.<\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">\n<p style=\"text-align: justify; text-indent: 22.7pt;\">Esto hace que la estrella sea muy brillante (secuencia principal), pero tambi\u00e9n que est\u00e9 sometida a una combusti\u00f3n temprana. Aunque el Sol tiene una esperanza de vida de unos diez mil millones de a\u00f1os en esta fase estable (ya lleva aproximadamente la mitad), una estrella que tenga el doble de su masa s\u00f3lo podr\u00e1 mantenerse durante la cuarta parte de ese tiempo, y una estrella que tenga 30 veces la masa del Sol vivir\u00e1 s\u00f3lo unos diez millones de a\u00f1os, luciendo un brillo igual a 30.000 soles, pero consumiendo su combustible nuclear con una voracidad impresionante.<\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">\n<p style=\"text-align: justify; text-indent: 22.7pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Museo de Astronom\u00eda y Geodesia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSG5qGgYZpaj4QE_Ud1w_10_XM5H_ODpHsv_K2QAC6LTDrWeAOXXcStyyqAifharZy29uc&amp;usqp=CAU\" alt=\"Los misteriosos anillos de la Supernova 1987A |\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRhcBoTty7FjIopkVKjg5FhikV2mWMHfhjkASFDPHDXFa_dr_lz7pNdqguF9gip_zMVZ6Y&amp;usqp=CAU\" alt=\"Una nueva era para la supernova 1987A | Cosmo Noticias\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRP_NDwg7LtyvI2G1pbD1T55gWqzereYI0D9HX1scEavkWWkqqdXiX4UKoat2MaU-tJJgM&amp;usqp=CAU\" alt=\"Esquema de la captaci\u00f3n, por primera vez, de las etapas iniciales de una  supernova\/Ofer Yaron\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\"><span style=\"text-indent: 22.7pt;\"><br \/>\nLlegado a ese punto, la estrella se colapsar\u00e1 hacia adentro, implosiona bajo la gravedad de su propio peso, ya que, roto el equilibrio que la manten\u00eda estable entre esas dos fuerzas antag\u00f3nicas de la fusi\u00f3n nuclear y la gravedad, finalizada la primera, la estrella quedar\u00e1 a merced de la segunda que, literalmente la aplastar\u00e1 y comprimir\u00e1 liberando una enorme de energ\u00eda gravitatoria, y, la estrella explotar\u00e1 convirti\u00e9ndose en una supernova.<\/span><\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">\n<p><!--more--><\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"72 Fotos de Galaxias\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Galaxias y La galaxia espiral M101 \u2014 Astronoo\" \/><\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">\n<p style=\"text-align: justify; text-indent: 22.7pt;\">Galaxias como la V\u00eda L\u00e1ctea, que tienen la caracter\u00edstica de ser espirales con unos brazos bien definidos y visibles porque est\u00e1n rodeadas por estrellas calientes de gran masa que relucen con mucho brillo, y, cuyo significado es que son estrellas j\u00f3venes, ya que no hay estrellas viejas que tengan gran cantidad de masa.<\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">Dado que una estrella\u00a0suele tardar algo as\u00ed como cien millones de a\u00f1os en recorrer una sola \u00f3rbita por la galaxia, y las estrellas brillantes que borden los brazos espirales brillan intensamente durante s\u00f3lo unos pocos millones de a\u00f1os, quiz\u00e1s diez, se deduce que estas estrellas se forman m\u00e1s o menos donde las vemos ahora. La radiaci\u00f3n ultravioleta, en presencia de nuevas estrellas es abundante.<\/p>\n<p style=\"text-align: justify; text-indent: 22.7pt;\">\n<p style=\"text-align: justify; text-indent: 22.7pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"text-decoration: underline;\">Mec\u00e1nica celeste.<\/span><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i1.wp.com\/www.valentinadeandrade.com.ar\/html\/imagenes\/mecanica\/image08.jpg\" alt=\"Qu\u00e9 es la mec\u00e1nica celeste? | Notialternativo\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Ciencia que estudia las interacciones entre la materia y las fuerzas que act\u00faan sobre ella.\u00a0 La est\u00e1tica se ocupa de la acci\u00f3n de las fuerzas cuando no hay cambios en el momento, mientras que la din\u00e1mica se ocupa de los casos en los que s\u00ed hay cambios en el momento. La cinem\u00e1tica es el estudio de los movimientos de los cuerpos sin referencia a las fuerzas que afectan al movimiento.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Estas ciencias cl\u00e1sicas se ocupan de los cuerpos macrosc\u00f3picos en el estado s\u00f3lido, mientras que la mec\u00e1nica de fluidos es la ciencia de las interacciones entre fuerzas y fluidos.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Tambi\u00e9n tenemos otras ramas de la mec\u00e1nica, pero aqu\u00ed (f\u00edsica, astronom\u00eda, cosmolog\u00eda), procede explicar solo algunas.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"text-decoration: underline;\">Megaparsec.<\/span><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Un mill\u00f3n de parsecs (10<sup>6<\/sup>).<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"text-decoration: underline;\">Microondas.<\/span><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Radiaci\u00f3n de radio con longitudes de onda de alrededor de 10<sup>-4<\/sup> a 1 metro, iguales a 109 10<sup>13<\/sup> hertzios.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"text-decoration: underline;\">Microondas de fondo.<\/span><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Radiaci\u00f3n de fondo c\u00f3smico - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La inflaci\u00f3n y el fondo de microondas c\u00f3smico \u2014 Cuaderno de Cultura  Cient\u00edfica\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Referida a la radiaci\u00f3n de fondo de microondas que inunda todo el Universo como consecuencia de la Gran Explosi\u00f3n (<a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>).<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Es is\u00f3tropa, es una emisi\u00f3n, de radio de microondas proveniente de todas las direcciones y que corresponde a una curva de cuerpo negro; sus propiedades coinciden con las predichas por la teor\u00eda del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, como habiendo sido generada por <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> liberados del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> cuando el Universo ten\u00eda menos de un mill\u00f3n de a\u00f1os de antig\u00fcedad.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBUVFBcVFRUXFxcaGx0aGxobGx0bGx0hHhobGyIhIRseIiwkHSEpIBoeJTYmKS4wMzMzGyQ5PjkyPSwyMzABCwsLEA4QHhISHjIpIikwMjIyMjIyMjIyMjIyMjIyMDIyMjIyMjIyMjIyMjIwMjIyMjIyMjIyMjIyMjIyMjIyMv\/AABEIAMIBAwMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAADBQIEBgABB\/\/EAD4QAAECBAQEBAUCBQQBBAMAAAECEQADITEEEkFRBSJhcROBkaEyscHR8ELhBlJicoIjM7LxohSSs9IVU4P\/xAAaAQADAQEBAQAAAAAAAAAAAAABAgMABAUG\/8QAKBEAAgICAgICAgEFAQAAAAAAAAECEQMhEjFBUQQTInEyYYGhwfAU\/9oADAMBAAIRAxEAPwD5EIKVClGYAEVr1cmh0YMKQVSZfhpylfiOc6SBlZqFJFe7wThSpAmoOJC1SXOdMsgLIYtlKmHxNrZ4YwFRuA7O4fo7O1HYn1MQI19YJMy5lZMwRmOQKYnK9AoijtdtYkSMvw1pVz10tVx6RjABBkJU+Ri5IYNV9hrV\/OkeBAJNWoSHc6UFBc223aJtapJdujaV9fJowaOKNWP5+4PpFlBcDpHBH77OPwx0gMSI6cSp\/sxoeDDMlaWTzZSCdCnY2q+tO147E8PqoDUbagR3BVJExAIoQHZQJNf\/ABtY2jVzuFLW6paFKCDzdARqY6pTUGrHULRhMKiho7EFi7efSILlqXMBqeXuwFB5aQxVhVJmKSASXoGe5LU1\/aCKlkKCijIWZiC6qfFXe+l6RV00ZK2UVSnKnLk1cuXp87RXRIcqt6gWGj3PS5hzLw716fQ\/aAS5IJL9W8mFajR7PUQsopmcBUuXQl2YE11sGG5rbYQSRhSwLcoo5HK7ZmezkaXixNkAsG1HzP2izw7EKBIIzSgrMZZJyKLGpAILtq+0ZJroVxrsSYiWMxAdgaE0p2\/eKxQ513hrOkmpIAo9O0URLyozFIIUFNzVGgLAuGJet+sLliBqicvCulaklByFKS6gFKzkgFKCylNqQCzvSNp\/CH8IqxAWzBh8Reh6fvGHwx1Ojt3LPGs4H\/Ek2SMqJhAAPu5b1+UQUHVoUVcW4SuXNVLKSVAkN+esIcSmtm+UaDiuIUt5iqkmp\/ucj5H0hBO8+u0Wlj1bMVlRFZBs47nXXQNE1rLZRYsT1Z2+cRKb1Zu9e1POrWjhyK2FHqqsSWd3YDyLOBA00qCzVFWO9OtIkEx7LmqS5SWdJSeqVBiPMRJqgg1Df7+8WkFAlqfmWolKUupJQ2Q5jTKoGqcruGJ1D11iwq\/sxAb6+ojxBAIJSFAGxdj0oQfQwDEI9IPZg9aXaz1OnzibA5d3Ls73oK09N6wNowDwI\/6\/PysFlYcqClBmS2aopmLClzXYGD4XCeIyEuZq1AS0uhKSObNmUohjQNpfpFZKgAaHNRjRgKu4Z3sxBDVvGMcpA6e9etd7x0eOfwR0YxYVhVJyGYChK050KZ3TmKXAB3B9IGEsxUOU7N9bV3jxcnLlqlWZIVymzvymlFBqjrBcHOXLWlctWVaS6TR3tRwQ9dYNmBiLEljcsfnSIKSXL\/E5zd3r7x6h4IQyZZbMNPaJJQCOsWsNUFrPUNdnY7gsTSCIlBKg9Qagw6x+SsFeivg0gnKdaXauh9YMlICuYUsex18osrw4BoxBau4Jfy8q3EGxMgZXKSCFBC1PSoOjahtdOtOiPX9UF43FkMKGWNFAkdHABFPy\/Sv0jhHFVTJXhy0BAWGevMoDc767R8+w8o5QqhUCEaXDkGu41FmG8auXxDw5a0KZOQZ0hyACSTldrnK1AaN1hsyWSPRaEPYp4rhTLUVqGXN3ulTFgbgQvw6DzGhYA1I0odfbWL\/H8V4yJSlckxKjLUgA2IPNme7gBvOAcPyuTMCilUstlyguzg1BsVB9YrCTSpkpKmNMNJlFMsFZSaiYSHSKFilqmmhb6QHDYNOdQUFKTzlJByl65TV6akM9qiLhwzy1sK3fuGhxguFqWoJTzMCHAI\/UBY1tvCynS7C2jLKwgBciiQ5+X0MCwWCIkFeX41M7Fq9ewIjT8b4WqXLmBuYnKP8AkT7mK0vErVKl4dNJYy5idyS31PaEeR2uI3HkrMnxWVyhIuq\/QCn0hQuUVKy\/gF\/l842nFJKSsJSNWHb7fRUIsbJCSSD\/ALimB1yv8XmaxdvkTePViRZKVUozgAjoRY+cGw80pBqw1eDSMLmJVcD3ivi75RVttTBpJbIuJBE5wsFKlkjlYkJQXHORrR0gFvj8jWxMtQyuGzJzguC6SSBZ2qk0Nem9+fISJctKFKM1WYTE6AApUnQOC5uTVGlIHIwLlgHOpgJOevAr0LjLb897QdEorKE5UC6AaJzGpBUXqeZgTskQ0xGFYBIYgbBqliRZyxpXaF2Il5b3+UCeOKQLKJ7UiK0uXCWBJa7U0BN2j0h+0W8KrIlSjKC0LSqWCsqCQvlOYFLOUuk5S4rXSPPyIZAMMuWM\/iIUslBCMqsuVdGUqhzJAd00d7xX0NTuB+Wp8okqhZ3bUWMeKA0L+u3X08okE8UQ3X80iUqeyVpyoVnAGZQdSGUFOgvyksxOxIiK7mjVtt0jwjqLA666WuIxjrbgsx+3ZtIPPwkxCUrXLmJSsZkLUkpStLkEg61ax36RXiSphLZiohIYAk0Duw2FT6xgEMvWOiTj8MdGMSCYuHDJ8JUzxJYUFhAluSsggqzijFIbLfURTSfODywCwpe5LfmsExBNDFnw3DiPZM4pSpKSQFjLMFGIzJUAKOGKQb6d39Qgg2\/fvBQ8V7D4Y5apVo5CqaCgf9Tu27Q1QgKTX4Sxf+UkUP3EK\/DsRVxUVpUhjvYFxvF7h2K8N0qDpV6g287WjphpUykU0xhhsGsgoUpgguCK5c2oDihLV7QfCIzy1IUV0ul+U0YOLZg7PcA9ItYDHGWnwwEFK\/hWakA3RmuEkawx4dLUhaUhYIWQUpUygFOU8yTRw+U7hT6iByp\/9s7UlKJmZaVJDNzI5SqzpNUq8jrsWhlipilpJ8QfCUkqpmysoJfUuwA1Ji9xpailSkhmOVSQB8PNmD6EGo3u9nSYZJcyySQaitHFQW6ir7kbQeVaRN0vJEyyqWd8oVvVGv8A7Uv5w0l4VggCyVGW\/evs3uIlgESxLOZ6qcACzkIU52yqRBxKyy3IcpyO38wXkUf\/ABPrAWQ3130PcFxRMuXN5A5AAcnlqWbWkOOHYlUtImNV8reSlV94yaEoUJiQSFEsCTZu3eLuFxr5QxZ3Adv5K9WBUYWW1oX6htx7FKmApUQkkmnYsB58vrCfAy8xmLDMTSmg5R2pBZ00rmLUHJZjqSVn7hJ8ovYjC+DLShNS7GupD27Ae0aM0tFowSjQhmSjMzzKBAPhgvZhzHez+ohf\/wDjxNSuYcyWISlmbKzUDO9q94fYnh6lhGUEJDAptQGwfcj0SIjjQgBQAIQHASLt5a\/UxWMnezSikZTinIlOTlDZUtcAUJpqbecKpGHKWLcyqJ6f1Q941PQpQADBOhqzD4AwsC7kXJgeAwcyYs5daKUQGSliGq4CmJ7aWoXktbOWcEihhuHuSEOon9WwrdrHpDvCcLZLAU+fnt1jRcO4OAkADLL31V66fODcRWEulABVqBZPcwr+T4iTWMxfFJaZYO\/T6feMrNlLmEliWBLC7CNHxJBUsvzq0AsISzsOTmoVEC4smoqaV20qR2NYtz7JTVPQq8Mk5WLuzax2GxCULClS0TEsoZF5spdJAPKQXDg3uBE56CKHr9Pt7RXKYhlQqBpR9Nd30ubadOkeRb\/9Isy0zAHSpZQGIKioJSpsg5rKFWYmkV1JqzMbRzNUMQU5c+pvHEDR7Vca162Zq94mtrNUfm3f16R5lJc0A9B2HX94BiSFqQokOFVDEaKSUlx2PvEJiyWBskZbAFsxOgqXUalzXpBpKZZRNUtaxMGTw0hIKVupl5i7pZLEM7xVKusYB48dHR0YwbI0GlkMQ5BLM1iQRfaj26QJKoPhpaVqSnMEORUuwG9AT6B4YIZa0iWhOVQW6itRIKVCmTKGdLDM9auNhB5C2gKU6X+vlrExLaqbbfloMex1ocS5aVKCrGlQb\/v3\/eJYrB5FFxqzigPlpTT0pC6ROIsWbQ30oPnXbeHOB4iFDJMDvRy5Ib5\/Me8dCaaOiDD8KQQQklwTTVifpuPPu9xuDKQw7OK2BoNaB9S4cXAgnCZCSSMzpIoaHs6mqH\/Uzh6xpk4ZCECWtIS4ZJIZKibtsauPURGU2pUy06UdCCVLcDMCygNQQHsX1H7E2aF2J4aENlDKlqYl6FJJILNo7f4jeNGcEZa0y3oo5ku2\/wAj8+8WsdhJctbhlDd6EXIbX7jrDqVs5pSozuG4WdSMqzym9apIe4+J\/wDGGS+G5cyFs+UvlYuSoO29XPnF5GFZJTVSbp1qzb3KfeLQwrgE3AJ86Ej1HtGlC9sC+TWjNYSRlmzSk8gdScwdwRcp3KfdoNhsMAEkhyEte2ZISKdAr2hzI4ayVDXKB7Afb3g03CgDlDAEdSWBF9rQ0aWhZZ22JeFSCJhJJZJdQ0LOB8gfSJY3iHOsVJLilwoq\/BTpDFEsy5RUaEuX9G+TxmUSVGtcxLA6DVSidGH5SG4JlYZ9j\/hWJJNSCHYm4vo\/oP3in\/EqHHiS6qcDkLpS4IpupiwOhzHaAYZ8uUOUhJJbYEt2evUAdA7vgywsTErHxCgoGYM2z6MLNd45s1wVrwdN2uRkuD\/w9MmKJUEpSxGYsQGI+EvQ3AP90bDhvD5cqXVIozde+5P0gWKx4kkAALqChFAHsH2Ls3YQ0WlOTNMHMzkJsNdWEcebPLT8eCUlYq4jPWGfkG+vZI3hNiguYGH+nL2HxK+5hniJypq+VLtR9hB0YYoOYElQ127P8I7tDxnXQJOMUZdfCwBzBkn9P6la1Ir6QkxSpEtaUzCoIcBYlsVhOrPR+8ajicqbMcSiwrmUL+Sj9PKMVxDC5CQlidVO5\/fyjqhmXs5ppvYqRiUS5yZipQmykqJ8OZyhYqwUUu9wfJrQsnzASohIAUSQASyQS7Culqw2m8OmF1Myf5jS4ijMQQ7VuHAH6gQa9ni3JSI1RWkIJUCGcEfqZT6ANXs0QSAWBpWp9NyBubjvHkwHZhHJlUUSFFm7Bzr9IlJegg3gk1QWTkQUgAm+YsHqo2JYhyABS0SlyaKJIpl5f5nUHbsInipyVAJCEJCSopIHMQpTstbOvLYE6QnFmKYiaU1JGWjljUFtA\/xdo9Cm+f4I8UXJOtzRr1sKCFCHlqQw\/wBIq6+Iz+TUjorR0YwT2i4rErMtEo5fDSorDJGZ1hLupnLAAMSwrFUDYgwTI1rQTJBUrazs5Z9Q9KaHsYPKmh6kp6iv52MV3cWswf1\/PIwaUAkjOk\/nQ0V7Q8B0XMPNuCGcbOk63dxTUbWizLlgsxrpX5HX5wDD4ULLIIc6aH\/E\/QqhrhjMCTLUBlJcgAXSDUgsxbqCYrfs6MSY34AtYUGJcXDE9HAu+j+UbfErRMCQSeXQUUjbp5dKbRjeBSQVghTMXq\/lzelw3XWNXOkLUag1DuwzfntEo7kU+Q0o+mWpgBASsZzQoW5dg9hqe2kFQj+apNx138xC6tluQ9CDUH6H59bweSpQVVjsdx12O40MdKh6PLlJ1sZYZIsbbdPynnFxMoiopX50Pzirhy9SO8McOoAgqDwk2JEHKRSurRCbhnSW1\/aLCkuXAYEx6tNG3hL2F6E2PlnKyafn2+sLBg9G1c9ToNm1\/YxpZktz1hdjU0ZNCQQ7ep6RaL1QITdmemTRKHhprV1KGpv\/ANdtme3i+JJloSmUghQFV6B2epFNiYqKky0rBUFAXrdW5A+9KX3HOmSyphzMScpNOhUrfqfIRPJBS0z1cEk0rHnC1omJCpjJUGU5\/UOgNr3oYZ4yWJgYulOzs+pfoRGLOM5qMo0S45Ugdzaupc0dobyMRnQKleUgnKciALVeqv8AuPG+TjlGVx6K5IO7NBw3BJNAxb0H3jzG8NZ35tQkUEdgJxAdNa\/pGUepvF+fLKuZSgAQxHfrEIZ3ki49NefByyTUjK4\/CqIyrmBKf5ED6QmXgAP9qX\/\/AEmN7CNquXLTT5XgKsQkUTLBrreFeVQ25X\/cqotrowOJ4Itfxlczp8KRr9TCvEcCUpSZaQlJUQkVYOS1SbRv8fNmFywSOrD2jI48rUd+gjsxfMigPCq2zE4\/h5lqUgs6SUmoIcFqHyvC9ct1OSTubn1N41GL4Yp6kesV0cNQDzKj0sWbmcsoKPkzgkKNhE1ygiYCsCaHdQSsjNX+ZnD9QDWwMfV+Dfw9g14Ra1rAWlyKs1NtXaPmnEcgUQk0eLcYysS0KZqnflCQSSw2JBZzUgMGeAlMWcSxJUlJCCSBV2scuYgOQCIiPgLKcliUBJIAGapJoCNGeizUVB55pIJWjo9mO5yu2mns8dEzFubMK8uZyUgJBf8ASkAJDaAANE0Sw4qQOr\/T7RXSkbxYS+ih8opFBReRLpQvqyhTaw9HgsvDnVDUfkU71b4S\/wBI8wE6a4CVONnCk72r8oe4Ja\/gJlJSsjM5UkXdyk09oe9F4p+BbhsKklsxT0KSK6PVgOvtGkwWEmCiwFJGpLhuikuU+oEVUT2dJQlQFsqkqHkmia9oYYQr\/SFpHYkelolNy3R14WPcBJlpI\/01JOhdxp+oU9o0ZUoFiKEUo\/5SM7w8zCNiTUhwT07dI02GlKcBZcsPTyieOTeyeen2CVgwoEpDHUab+e0V8PL0UC5\/K6\/msaJUkBttjFfESA1iY6oZPB504FCQnTaLaVvbzis41d94NLSdLfKKSOeOnQzwQESxQEVJKmiWc6xHjuyjegc1FIRcRWRp5fX8940ak0hPj5ddX6flIrCWxYrZk8alSiMxINaCpapDkmn5rCTFzFIVkSUvUZWe93JFTQde0ajHSlP0G1\/\/AHXI6OBGY4gspU2YJFmTVtxQ0FbZmiklZ6Xx2rLvDMIqYwUpOlNNLBNvMxqsPLTLRmUUsCwGZO7uQWbyjC8JxEwFSU5gFDQZQe5p84Zy8NOUXcDNsU5qU0Li8efng3o7ZfkuzeYTiHiA2tQgGuzEt8oX4jiq6fzV3Ub7UHrFDguDmS1kNMNqlQAqNmf3g2JE11f7QSwAUp1KSdwSb2vHz9S+542k0\/ZBqK2iedbkZHNuZT96J+8FzzGu3Zkj7wnmTlJPNPzB2ZwBXpeBq4tKAAT4ilB3Ir2ZzDPBCMqoVzZdxKVDZR\/qJML5y5iQedKXBBCRof8AqIr4o4pLV3URFXG4mYP0AUe4PyjohjSlpIjOToU4\/UspTbwpWtRStQMsBDFiplKdTcobmI16Vi7xDFzP6RRj696wlnTZhDEhgOUHqas9L3MetgjRyykRmYiaApJKkvRSaje4hTiJZF7xdTN5gqYFKQ5CilQBNKgEgh6jyMUZ68xKgAl3OUPlT0DklhYOSY7uKrYFZDEyEpUoBYWQzKQ+QhnNVAFwSBbRXSAqSHoT6N8ifwQVSMrOxdL3tcV60fzERWCUg5UgDlcXJqXIJJdiA4AFBq8c+RJPQwI9xHR0dEzBQB+EReyLlIyrlgCalC0qWhObK5ZUtZqEqqCRdoXoHQxdOJmMlwpgGS5VQDQPYXpFINDHI\/ubzH\/2htgZmUMCHN3UPkSwH2MU8NiyDzKYNoo69XpD1GNQF5UTVlFwS7uUh6JWdQ3lFHXgpCTQ0k4WWyM6palLQF0MtIQ7sC4HMwBatxDTA4RDigHV0\/RUUsBNdiJi3NhmINP7lxosGpviUSeq3+RMc8pfo7cbpDbBkJDBdO5hohv5gfT7QrkYlOnMH0dX0i8MQrqB1BH1iUZNWyU42xvhwAHMVcUsOasIKieMv1FopYjm\/DD43ydnPxKxW5peLcg2imUesERMqBHVZCePdjBMS8niclL3gqQw7RNyF4EZaXFYp42S8MJanForTwGN+kGMqZuBjuKYVQ1LV0J9qRnMfhCQGC+gSgJHm0azikxIoQOr5vpGV4rMQhymYCLcivoWLP0jpvR1YLsWyMIsLfJMbsCb72jdfw3iUMVLFiQAQH77tHzpfEGIylYLgsVNszfmsGkcYWh+eYl\/7m+kc+fEskWrO6T\/ABo+m47jqUqCUkN+p6EfgivMwUpZzZk5SaA0OtXfrGGw3Es60oTNyqOuVye7qL+kbThuJ8YJSqYha9SEp07MTHm5\/j\/WuVW9fsmpKPRWxPCpLFsg6sCfXNC0yZcsuZjgM4YAEAuxIL1aNovhUzK4IFLNGS4xgVgKohzQliTd6DQ0ikPjqXaJ\/Yn5EfEcUkukqLdCkGEfjywsZgpSXqApiRqx0P7R5xSQpALkP2I+f5SEeOnJzq8PNk\/TnbNYO+Wl3bpHVD40Yro58jvyXsTiEhR2c0Jr50uO0Lpk7UnyBr\/1X2gWGWCsBcwykGi1hJXlTvlDFXaKRXF4qMfBz8bLi8Q5BZyGd6ggAAABnAABFzpaI+K6ytYzA3uBZh8LGl2F8veK6l0ApTUBjWtTq1vlHpK8h+LIWNyEkgkAtZRFR0eC5oejitgoBTg0NLgFwa2qIgjKVAFTDVTO3+Iu0QUvoPz2\/wC4iI55O2YLkH8w9\/tHR4JCjZJI6Bx7COhQk5aFl8oUQA6mezip6O3tBEIe5gClQVE2WAeQqdIAKlEZVOCVAC9iAD\/M9xDJ0YsSFpSaBzauh3FKHrcRfw02rollxV+Yt1cneFUlarhh1OkWEzhmDqUtqtYE7NVxFo8ZIZOh9J4otN1BId2zU6vl5o02BExz4hyGhbwymhAIZUxrgj1jBS8QoHlSlHVnPqbe0PeGzStQVMWuYqzF1GzfETRtL2gSxIvDJKz6ZwgLWChCiWqdSNPioBbQmLSJKyWKVXZzWvXQe8Uv4YxSkDlFxa589BDc4nna5JqBv3jjyNLoe3bGmEQAMl+\/2geLmIQkgmu9hHkpBegqS7E2HaB4+QCQSz9fpE4zjGSTfZOtiTEzyS9QnerftBMPiQbHyhHxviDryJqmxLlvTVrwCTjAgpUQW+LKaOBo+lPnHpKLpDuCaN\/hp7iLCFxlsBxJ7BhXV26PGiwygQC70B9YnOFMjKDRbztAMQqh2iwuRyu\/WEuNxLUBY97wIqxON9FHHyTMzKZPKKkEhTWpHzziqSSpjL2ZTZ60oWAPfT0jX43iKkqzJYF6p0fb+kn30jOcbXLmkHIpCyO3TzHURdtpUdOKDT6MdPmMSFCuxFfmPnEZU9LgOsf2EuNPhVfs8XcTJUBkCqGuUsGNQ+o8w17wuXKUliSKN\/SQ9qjt7RlFoEpMf8JWkrVlUm3xLTlJDf08zvr87xt+D8HRLV4iloSE5Vcpd37gnppHzDCMaBagrqeWlQzUuTGp4LxualPhT5YMpySpiXNGFC21t4SeKTTa2GMk9M+rz+NS0oooORy1b\/k0YrEz5pTMUvxHzcrJSpBBu5FQYBOxklwlE1SQAwCnI1NX77w0PEpaMMpGWWtZNFJUE3trfzhY4tLshL8HoxHEvEU9lUsFD5aRl+J0NEqSNMxf\/wAmD\/vGg4jMlqJ5ZgUTRnUSTSjO8Z\/EEHMBMPUKobijHq0dUYSS7JzmpCszSKinbpWIzZhBUDlJJcqcKreihQu9e0Tmye0AKInNSXYqPVki4agNt6v1GxjpcwAgqGYV5Xa4a+kRUo2JdvpTu1LR7Ol5SxBBAqD1r6M3rHNKTGJSZaiFFKSoJS6zlzBAKgMxIByh8ozU+Ju8JqibqByskM9QHqKCndjUdW7MQGDgsQrmYEULNTazly2sDCSxOzajXpcwhi7InpCQCZ4\/tbL5Vjop5VbH0MdGMXPBleBnM0mb4mUS8v6MmYrKv7mSANjFdDVobUbdxfoz+0FWjSiQkBQzMFKC2IP9VGPQGBgkkN+eUYASURQLJylQJIqqjigJA1PtEkXZIfvB5+ORnWtEqWjOnKUNmSkkAKVLB+AuHTcpe8AE2jADStXo\/W1ddhbWuNhL2AUUrSoEFQNAEhQsRUKBTrse0afhUnJ8Zyg1Kf1HqRp7DpGUwkwpIULix0EPZGJAAclalqzBAq72DCrnYH3vWdspCSTNvgsW7JSyBVyVNYPc9vOkMcHj8pChYa28h1jFSsSQ6phb+nbWp36BvJ2M5XEFzFAJLCwq1K+zA2jjyYjpU0zcyeLLM0GuR6pB0Nq7w5n4x1JQEZ3udAG1Pz9N4wCeIZFBMrLmSwdrlrtan5rDNXHkJRmQ6lAJTlUQyiBU0ApV9LbmJf8AlbadbA5RbJcVwiJi8qSUISrnLOTdyO\/2jJ4\/iK1LLl8rS9NLimzAQ34VPXMnhM0q\/wBQ5cpcZUoLmgq4UK21jzjH8NJlzElKwylFQDEHUij7J9THpYXwkoz7rQj60MP4TnpchWdyFZCLNzCvkDGtk4oIJQC5obNSzdYw\/C8UBmCABlCiC5skKA99IdL4qRlTmpTN2U6h3Zoplg3K0uxntGom49RSMtem\/TzjIcbxakqKTQ1IJLNR\/UfKG03GlGUuz0pQA6H3aMf\/ABLisyyFkkmr7XIPb99hCY4PlVAi1AXr4xnXlWwLZRYJOjKdwz1rT5xWxC1LJqTl\/QVFWWpPKb5eocjUKvCeeXPt33Hfb02g5nqleG5TMBS6S5JSFAgAsQQoXHVq2ijxq6Y32k8XKURmSM4AJrRYfXN+oA6il3jsGhCpajNmBKwoMhQ+IEFy9w1PWGGAmrWrMpSULBcJ+DMCTUEABCqXAaoobAXGcOtaDMSgkcwUNQzOcoo2rihawiqgvDBKnshw7DeGlaigTBMBQkoqU2LmWfiDK30eKSJgScuYgA\/psq10qt7RTl4qYhJVLJyE5a2FlNlFUm7moL9I9mTBMLzCUqYEKYF7ai4Z9zRo2PHUnJeSCnWhj\/6qnwORqDp\/Ya+hMEnY5MyWJbnlfKHs971030hOVGWCcwUQWCQHBBCnLvRqMG1d6RWnrOYsoKKTQgnSrg+UXk4tbWyMpb0WphmILgqBBcMSCDoehBhfiFkl1VJJJUXck6nffzi2jiUxSiVHMpT5irmKiak1160gfjpJBbV2NR70aJOCfTFbKKEKIUQzJDlyBqE0BPMXNg+8cqapTAklgEh9ANPnBZqLbGoqDqRbSoNP2gvDuFrnLKEFCWSVqWtQQhCU0JKjpzCwJqI5skZIZFfCywtYTmQjM4zLVlQKO5VVrbbbwBIcAUD6nT8evaJTJeW4INilQII\/a3XprHi15jYCgoLUAH7xzSCeTkkKNQqpGYFwakODq93iKEirmwcAgnMXAy0tQkv06wfPmIUJaTlHMlIWxCWdSmU7l6sUgUZnieKwWSaJfiS1ApQrPzBHMgKqSkGjs7NEzFXxjosp6BRp7x0ETLP\/AOsnrWsdGMDsH9te72gy8KsSxMKFBBUUZik5cwAJS+7EForCDLBDoegL0PLa48tYASIaCPb2H3iLJYM+Zy72ajN7v5ROXKKgVMcoo7E1IJSH0fKfSHg6MWZZDjmBL1LEhIpVrKuadD0hth8QmWoLSshQqJnMlRINCKujSzGFeKw5lLVLK5ailnUhQWhyAaKFFGt9LQIkvzg0ainB8wd3oI6YyVbMxqcWV86gWPwjQ121+sXZU8ywzgLVQqP6B3tmPt2hImcosSSVVKRoHuWtp7dImsEZQFBa1sWS5Lksxp8XQPcbweF7YXNof4fFOPDl3PxKowFzXS1TtSL0uepY8KUsZVZSqgcBJLVIdKioqcD+XUNGcTLZLhaSUzMhQr\/csSVZK8run+4w3wjypYLgFT5zqOUOPJJv\/NDxj5F5DjhKM2Jd1JSk5A1VBKQ6iwLWav8AVGi4jikK5kJKgTQkih+Il683LrvGWw0pSgmjmpJAPwu5+ShF7DrSkKMxJIKJhYFi5ypDnuoxCueTle1pIvGXGkeYaYAVMDzhZ\/8AIwGbjfh2UlCb6p1\/P5ojKnpZKgWCUdXbNl+el77RVxMlXhhYSTlDk1NshrtZvOPR4+TW3s1YxpVLQsAFSVAsQ\/MnmFNXDxTRw4Y0lS5mRSQagB1Eqs1gHqO4gvC8SnnEt2LLDKuQkOQermKa2SQtJShKleGoCi3ADK3ysBV9944pqTk0temUklpmT4rhDLJSpQVMSog5QACPmff3ipOWHy7tmarlg57u5LXd93scWSqXMWgln31q7P3A9IWrNjp0ukhz6X7NHVGDlFWcspb0HkYkpJBbJVIBLqAIplYijgV660i7LxqyjKSElLBFKMb27Co830UTVPQ36fMdPuYPKUFJKSSlVCABRVda0Z+vvFccdhWTVHsjAzJs5MuWl5izRIYVAKtTlIYH0iqJgaod96A+Qse0MMOpzkW4OiheuxieI4eUjnDP8K25Vd4fj6J2LcMhUxaZaAStRCUixclgAo\/WK85J1FelIu\/+le4cahvlDfjeLkzZMqXKlBC5YAUv9RpqGuDEMkpRaVXf+BopNbMxLWxDhwKsaP0cVic9BKiVFLk1YpZ\/LlbtSOUwd0noXsKjz\/aOMvM7KAYEnMWfVhdy9vpAp\/sAHIWdxcBnrV6ttT3Ed4nKyg4dw5LAkV5bOQA5vyiPCoihY1Gv1EerWk2SxzEipLA2TXbeISdPTox7NmFZzKWVrUeYqck2YlRLl6+noBSIkCUkEFiCCO4LgxAg3Orl6DvW0ceSTb2FHoRVgQxcOqnqzwN6ef5+dIlncdunWOSKh\/t67RMxakcQCUhJw0lbfqUFZj3ZQ7eUdFXl\/q9o6MYikRImOTW5am3tE0yxTnSHu+blqzlhUNXlct1pGCESoICgyF50CtXQXSqlmVTKaEMotvA0rILjlL3FD6xBhWtNG1r1YtHPSMYnm8th5QQBqkudelvzy60HLIq4JLcrEBjuXBcdKd4JLQVFhU6JYkqL6ADz8oeMtmJpSTUvt5n69IJMmMoqAyH9IBJy9ia31iuV5mFGD1YAly9Tc9HtHstYJc1Adq9KehrHVCYrGWAJ8RJBJUDnUau4civQ8x7QwkLMyYED4f1WOYOFXG7JDbwmkzSkFqEm4NWYhnGjFvOGfBCfEGjcxPQAN7184u\/40hFpn0T+HsUETFAy\/EUpOUWA60tzUP8AkYR8RxqbgAZmA0AeYqYSOjJF94rSOI\/6a10DuE0rqqp9B2ELeIrCliWj4RYqIAqGAJLAMHrS+kQ+L8ZKbn5f+i08mkiUuaWUBrLD\/P5vDWTilGWtOYgfDR2YqDg+r+UZUzaK\/sPuVfeG6MWpKEKStIKzmIS4KSlTh3oDR6PpHqSXgSMx\/wALnhHhHN+rIq9navRiD5QHiaHVNS7kMpLEaMCPIAe3muVOOSYDei\/mD9IOvFusTRqXLUHNQ69j\/jEZY9lnkuKKPF1GahKiQ5DhV3yuFA60uOkZ+YnMl8tCXdqAjT82hsucxUmr\/EK6g1HzEAxE5TIlk5pT5kIU+QFQ2TV286dTA30Rk03ZUTNMxkqUlJDAKNAmvQUTWwGsAVNoGBcXparAj2vu0RWmgNc1QoN2aurxELNQ5r6EO7Hzb0g210IajCYiXiUpBTLlqQgJAQlitlXJHxKLuSW+HtG6xeAwqcDnSoqWB8CiCb2bpvHyPCYsy1pXdrbg6PSrbatDw8WUU5kqIcEHUFwHYn5dYVRc6V00baGvAeIYaUZniS1zJak0SSHSoC\/Z3aM3i5iFLJDprX+YVrs57wOfMBqDWvnFBczWKcVF2whFzrgi9AdRXSrdPMxXStjV2O2otT0IiYU8eLYOwYVYO7EsLtWgb02iORNbj0ZMgopArU1DCwoGOaxuadIFodv+9PrHhO8dMmOSaBy7JASPICgEcGSbY6PFLJ9G9ImZJZBKcoUVMtThKmYFjY5TtvWAPBJCkhXOkqTUMCxD6jqLsabxBsINg3uPUfnlEkyuRSmUwISCBy5jVif7Qo+UTxPhla\/DCwh+QKYrZ6ZiGD9hAhLJtWoDC7l2DXNtOm8AB5n3zR0dOlFCilacqklilQUFAjQg2MdGMc8Hzo8Nshz53z5qZcrZcjXeuZ+jQFhSvelvvBUoTlUVEghsoyvmqxBL8oAcuxs1IJiMxbkqYBySwoA5JoNBsIIrCrZawheRCglSmJSCbAqHKCWOtY44keF4XhozFYX4jK8RgkpyPmyhFczZXfWIoWoApCixqoPylrOLFoBjwmCT5oKypCfDF8qSo5BZsxr5k6wEqt0gqwMgLt+nKKuA5JJ0q3L\/AFPGMRCCQWBKQzkAsHoHOj2i7i8cubl8QpUUhIz5QFMlIQlJysCABs93Jip4ZSHU4cAh9QSQ43FDHJ+Ve\/5fyikJUZh1y2Y5kl0hXKSWd6GlFBqjtF3BYjw5alAkEjL60+8Lipw9XJL7aN539otyZwGVJAIBJY2dmc+ROtwPPsUvxYrQ1XiQJSJeru\/fS7aPbWA4vFLmkeIr4ZaRLJUkNLAJCQEipJLhy9weleTiPDmS1kS1ZSFFKxml1tnCalLMSB+0V5aGBzApULAhqklwaXYvU6a0jrgkml6EokV8pFPhdw71Fj2+pvSLkkvLSaMCxD1+FrbV9oqysIuZLmLSglCAnOumVGZ0pcmzmkeoBAynL8CTQg3ZVSNWuLi0WjJOVGocyJqsoq+ZKhXUlL+tIs4GU+FUvxEFl5Sh+fKwUVZW+FiQ+4hfh5xWHWt1JWL6i9\/Jm6xtf4a\/hVM2RPXnAKVco0pzV2BFITNNRptjK6owvEUsQoXFT3HKr1PN\/lFGcXcPQ8wPf7GvrDjistKXS77Fw1Ax9Q0JVpASllhSuYlLF0sWDk0OYVpGdMUjONczNoz\/AJ+NEJqEZUkTMyi5KcpBQxYVspxWloiJhSoKB\/N49WCoqaoqoua1IDk63HrEZyGRFF3YkCqqZmDgOzUuA51I6R4iYsMkEs75as5DO27AV6NHqJZYno9aAgEOBuRSkETiJktQWFrTMajuFZVSykGumRTDoaRFza2uwnq0kE7e1Q4qOhtHuI8MhOQLzNzkkZSXPwgBwGy31eKiFgUajUft0goVUN5iLfapRsFEpSU5VlS2IACU5Coqc1Y2SQA7m4JAgSZhHys\/53j2dNzEkhKXJLAMkObAaAbaQOYkpJSoMQagiojlnlroaiShRwwflZw+hqHetK2odorGCLVoC4DsWbU+frHgjknK2EkiXyFWZL5ggIc5y4JdmYpo1wXUKQOYltCLiupBrpcOHH3iYoDQgvcHpQN3q8D8Q1D33rq\/40IEnOmodBQkpISnM6s+ZYuqoDA05as2sDSxUHLVdwLdWH0j1KHBLjWhLaREpFWNrUZ\/KMAuIxs5v99Q6FavtHQITzT\/AEpRoA5dywavNHRjAERJUdHQTHsgUP8AaP8AmI7SOjoxiKomPh9fpHR0AJNFx5\/KON\/zpHR0EBOT8Se4+cGkD4\/7R\/yTHkdHXj\/iv2gFiQkFVQ\/If+JgCfpHkdHZHsUlLWbOWOVxoaajWPZSiVJcvb6x0dDr+Rh7\/D\/+6r+1f\/xKhyZqkghKikFCXAJD\/wCqRVr0pHkdGydDLozeO+Ef4\/KFiviHaOjoD7ERBdj5xDSPY6IzHJj4E\/m0dNv\/AIj\/AIiOjomwIrwZFo6OhIdsLBLvETHR0c0+woiYmi\/n\/wDWOjoQJCb8Su8RVbz+kdHQDERE0X8j8jHR0EAKOjo6MY\/\/2Q==\" alt=\"Qu\u00e9 pas\u00f3 antes del Big Bang? - Quo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT2XhKEi0yWvJNN22K0tV6GMthTkAJ91wnBcw&amp;usqp=CAU\" alt=\"En busca de los or\u00edgenes del Big Bang\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">La teor\u00eda del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> tambi\u00e9n supone la existencia de radiaciones de fondo de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> y gravitatoria, aunque a\u00fan no existen los medios para detectarlas.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Cuando en casa ponemos la tele y no tenemos sintonizada ninguna emisora o canal, lo que aparece en pantalla es lo que familiarmente llamamos &#8220;lluvia&#8221; que, en realidad es &#8220;radiaci\u00f3n de fondo de microondas captada por la antena de nuestra tele&#8221;:<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"text-decoration: underline;\">Minkouski, espacio de. <\/span><\/strong> (continuo espacio-tiempo)<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/51dKchaazBB8G7nlpIwkY4SfIauRBEFu1UHhix27k6UAjDHeyY8SPZPXOJfEn-ffnpj4AfsZpG4rZEyR2zFENT3Z6968HoqqKFDR-WCwhfEQgTg62JBGJs8Eub1PfgyXkdz_y1sdRulikebiLhesLwooaGzLSg\" alt=\"Espacio de Minkowski |\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Cono de luz - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQnnugdOLP8gHi0Rrlleke8dhjs3o86bteub7DH12XW3lFHVZFA7vhJNOmqO_Yz0zno_RQ&amp;usqp=CAU\" alt=\"Teor\u00eda de la relatividad | Cienciadelux | P\u00e1gina 2\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Geometr\u00eda que incluye las tres dimensiones espaciales y una cuarta dimensi\u00f3n temporal.\u00a0 En f\u00edsica newtoniana, el espacio y el ran simult\u00e1neos o no era materia que se consideraba como obvia para cualquier observador capacitado.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">En el concepto de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> del Universo f\u00edsico, basado en el sistema de geometr\u00eda inventado por H. Minkowki (1864-1909), el espacio y el tiempo estaban considerados como enlazados, de manera que dos observadores en movimiento relativo pod\u00edan estar en desacuerdo sobre la simultaneidad de eventos distantes.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">En la Geometr\u00eda de <a href=\"#\" onclick=\"referencia('minkowski',event); return false;\">Minkowski<\/a>, un suceso se considera como un punto de universo en un continuo de cuatro dimensiones.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><a href=\"#\" onclick=\"referencia('minkowski',event); return false;\">Minkowski<\/a> fue profesor de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> al que recordaba como el alumno vago y tarambana que no prestaba la atenci\u00f3n debida en la clase.\u00a0 Sin embargo, cuando cay\u00f3 en sus manos la publicaci\u00f3n de la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial, se dio cuenta al instante de que el Universo ten\u00eda cuatro dimensiones, tres de espacio y una temporal que le inspir\u00f3 su geometr\u00eda del espacio-tiempo.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"text-decoration: underline;\">Mol\u00e9cula.<\/span><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 son las mol\u00e9culas? Icarito\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Parte\u00a0 m\u00e1s peque\u00f1a de un compuesto, estando una sustancia formada por la combinaci\u00f3n qu\u00edmica de uno o m\u00e1s tipos de \u00e1tomos.\u00a0 Por ejemplo, el agua est\u00e1 constituida por dos \u00e1tomos de Hidr\u00f3geno y un \u00e1tomo de Ox\u00edgeno; por tanto, tiene la f\u00f3rmula H<sub>2<\/sub> O.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Los \u00e1tomos que conforman la mol\u00e9cula est\u00e1n unidos por las interacciones de sus <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"text-decoration: underline;\">Momento angular.<\/span><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Momento angular - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"F\u00edsicamente: Momento angular o c\u00f3mo marearse por la ciencia\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">El producto de una masa por la velocidad angular de un objeto de rotaci\u00f3n; similar al momento lineal.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">En la mec\u00e1nica cu\u00e1ntica, el momento angular est\u00e1 cuantizado, es decir, se mide en unidades indivisibles equivalentes a la <a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a>, h, dividida por 2 p.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"text-decoration: underline;\">Neutrinos.<\/span><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Francis en LFDLC: Los neutrinos - La Ciencia de la Mula Francis\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRDDAzUhVQqPX633yC8KtGD4OpTR1OCBqfdIQ&amp;usqp=CAU\" alt=\"Neutrinos\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Part\u00edculas elementales con carga cero y masa en reposo nula o casi nula.\u00a0 Los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> viajan a muy altas velocidades que, si la masa en reposo es cero, igualan la velocidad de la luz.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Se clasifican como <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a> y al igual que el grupo de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> (<a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>, <a href=\"#\" onclick=\"referencia('muon',event); return false;\">mu\u00f3n<\/a> y tan), los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> conocidos son: <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrino<\/a> electr\u00f3nico, <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrino<\/a> mu\u00f3nico y el <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrino<\/a> tan\u00f3nico.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> solo tienen una interacci\u00f3n d\u00e9bil con la materia, y consecuentemente los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> producidos en las reacciones nucleares de los centros de las estrellas pueden escapar sin colisionar con el material que est\u00e1 en su campo.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Ernest Ruterford, descubri\u00f3 que casi el cien por cien de la masa de un \u00e1tomo estaba en el n\u00facleo, el resto, m\u00e1s del 90% era espacio vac\u00edo, as\u00ed que, los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a>, sin masa, atraviesan continuamente, (miles de millones de ellos) el planeta Tierra y tambi\u00e9n nuestros cuerpos, sin tocarnos.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">El Universo, est\u00e1 inmerso en un mar de <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> que, desde las estrellas, salen despedidas por el espacio de manera isotr\u00f3pica.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"text-decoration: underline;\">Neutrones, estrella de.<\/span><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Astrof\u00edsicos descubren una de las estrellas de neutrones m\u00e1s densa \u2022 El  Nuevo Diario\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Objeto extremadamente peque\u00f1o y denso que se forma cuando una estrella masiva, al final de la secuencia principal (agotado su combustible nuclear), sufre una explosi\u00f3n de supernova del tipo II.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Durante la explosi\u00f3n, el n\u00facleo de la estrella masiva se colapsa bajo su propia gravedad hasta que, el n\u00facleo de la estrella masiva queda comprimido a una densidad de 10<sup>-17<\/sup> kg\/m<sup>3<\/sup>, los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> est\u00e1n tan juntos, que pueden combinarse para formar <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">El objeto resultante consistente solo en <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, se soporta frente a un mayor colapso gravitacional por la presi\u00f3n de degeneraci\u00f3n de los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, siempre que su masa no sea mayor que unas dos masas solares (limite de Oppenneimer-Volkff)).<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El curioso parecido de la primera imagen de un agujero negro - AS.com\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Si el objeto fuese m\u00e1s masivo colapsar\u00eda hasta formar un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a>.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Una t\u00edpica estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, con una masa poco mayor que la del Sol, tendr\u00eda un di\u00e1metro de solo unos 30 km, y una densidad mucho mayor que la que hab\u00eda en un terr\u00f3n de az\u00facar con una masa igual al de toda la Humanidad.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Cuanto mayor es la masa de una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, menor es su di\u00e1metro.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Se cree que las estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> tienen un interior de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> super-fluidos (es decir, <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que se compactan como un fluido de viscosidad cero), rodados por una corteza s\u00f3lida de m\u00e1s o menos 1 km. De grosor compuesta de elementos como el hierro.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cient\u00edficos detectan la estrella de neutrones m\u00e1s gigantesca del universo |  El Comercio\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Los <a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a> son estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> magnetizadas en rotaci\u00f3n que giran cada unos pocos segundos, siendo este el pulso que se detecta desde la Tierra y de ah\u00ed su nombre, pulsar.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Las binarias de <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> masivas tambi\u00e9n se piensa que contienen estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"text-decoration: underline;\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, Ley de gravitaci\u00f3n de.<\/span><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.ecured.cu\/images\/thumb\/d\/db\/Ley-de-gravitaci%C3%B3n.jpg\/260px-Ley-de-gravitaci%C3%B3n.jpg\" alt=\"Ley de gravitaci\u00f3n universal - EcuRed\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Existe una fuerza de atracci\u00f3n entre dos cuerpos masivos cualesquiera en el Universo.\u00a0 Para dos cuerpos puntuales de masa m<sub>1<\/sub> y m<sub>2 <\/sub>separados por una distancia d, la fuerza de atracci\u00f3n F est\u00e1 dada por:<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">g= GM\/d2<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: center;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">donde G es la<strong style=\"mso-bidi-font-weight: normal;\"> <\/strong>constante gravitacional, M la masa de la Tierra y G la constante gravitacional.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">Los cuerpos reales que tienen simetr\u00eda esf\u00e9rica act\u00faan como masas puntuales situadas en sus centros de masas.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> ha sido uno de los grandes cient\u00edficos de la Historia de Humanidad a la que \u00e9l, con su genio y talento, ayud\u00f3 a continuar avanzando.\u00a0 Sus contribuciones a la f\u00edsica, las matem\u00e1ticas y la \u00f3ptica, son impagables.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><span style=\"text-decoration: underline;\">Nodo.<\/span><\/strong><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVYAAACTCAMAAADiI8ECAAABvFBMVEX\/\/\/8AAAAwMDBcXFwAAP\/\/AAD6+vq9vb3n5+dkZGRWVlZoaGhsbGx9fX0XFxf\/\/Pz19fX5+f\/t7e3\/9vanp6c9PT339\/\/\/8fHy8v+hoaH\/6+vo6P\/u7u7u7v+JiYnc3NzHx8f\/0dGVlZX\/39\/j4\/\/R0dEiIiJ1dXXW1v\/\/3NygoP\/IyP\/b2\/\/Ozv+0tLRPT0\/\/gIC3t\/\/\/yMiurv8dHR3\/k5P\/trb\/nZ3Bwf\/\/ra3\/FRX\/U1NEREQYGP+QkP9UVP\/\/SEj\/XV16ev9tbf\/\/d3eLi\/\/\/pqaysv\/\/v79gYP\/\/JiaCgv\/\/srJXV\/+kpP+YmP8oKP\/\/cXEnJ\/8\/P\/9ERP\/\/NTX\/Z2dzc\/\/\/Skr\/i4v\/PDwAAGdBQf8AERF9ff\/\/WVnSAAC5AACwsL9iYm99fYuISkoAAEtWRkZVNjYTEwBPT22JdXUuLnEdHSc9PWzgpqbgAAB+GxuALy8cLi4uAABxcagAAK+Pj827d7Q2DiwhJG8GEmYAAOEAABAAAIwoCwAvNitLG5ZjALpnAI2FAIlSHw+1AGGZW3k4MqDkmr2yb22+SUkAAHfZurpWAACPAAAmAABISFUAAB9WVkV2\/lfsAAAcO0lEQVR4nO2dh2PjyHXG35AASHFJgkUsYu9FbBIlFlFUW3VpV9KqrmR71yX2OYnjnBMnTuKUS28ucfIP580ApFgAEOQJu+s9ffZpQRDEgD8O3rz3ZgYD8KxJssx97Cv4LPWM1RB9g7C6hA9X1ueF1bWQitN\/E7FxhB5n7MNdyOeF1ZMjZgo0Rlzj760+Y51RHhMhCaBYx2tr5BnrrPKYHF2f0MOaddTmqmy\/5YUtZs1RrJGU2ZaKGH4hnx3WBKnKWKvEF5sjdqBbtZjZRG2r1UQcDmKyGn0hnxvWPNicElaB1Dx0y4JW1Yym1k4Qa55ksRaTvNEX8vlhzZJ5hpVVW7A687iVAAozhu+b6WHmnMfgC\/n8sMILIqQQ6wKht7qrW5O3rGgE4iRFD0uRuMEXohPrB\/Skv44Y1jhZoFjnGbuIzyZvSViZN\/BBsVarrIXMWhR8PlPV4Ot4GjGs8MKXfzQCxIFbFpCMQMRko4fZTB\/OCAgErwCoaR9vJz1or34fJGGNE0I9AeLDauIgCYjkuvjSRmsqfYmYHUZfyBBWdm\/kc7\/HWJ3Un0J4NMrKEmJeZcY0gVv4P8TqspFul9jG78cn1iBWu+8F9LDGU\/lUlu3PxhwWCWtk3uGwTG1lIy8+nGEWqgn6j2ee1QJryu6QvkPcYZ93VbPsiHy+avwFDWJNMdvOsFpIzmxiLKvENJebo5seH7HVyNSQrAqB5GevQawxIC8krNZVtEuuObSyLnrHeLoUa54kAJ2Vac2B1TkjVjEQShfToYB3to9\/VA1jnScJhrWK\/9J6lsI99NZJIEwXM\/RCzTRlCdNjDRWPWm\/envA8\/73v8lQ3O0tryfQHwxsMl8uFyve\/XyiXM8HZ6sQwVsjVGFbZscMgL0WoL2JFrFayQPflyZQlTIVVDCQb7286nYedpYOjerJrLybr9WbjzfpJ5+ThTTNkLFohmClt7m5dXW6gvvUt\/HN5cX182s4E3VOeaQQrVlMHYo0NYKXOrISV3f5GYhWbtx2+s\/QqGZJ32PqekFist9Z5\/uG+OGXx+lVYPN7guMu7zZV2pVAO\/+AHmUKltHL+8orjuK3zylTnGsEq+LoxxCrd+hFmFihgGmdHpAjFnJvyavVi9b5CbHvNwOA+24iDmWxt8\/x9Um\/RWd0ZwGj7juOuXh5mHne9sPc3w+39b3Pc8XJY7+lGsVIXz2RFh5qmJPKI1MqyPWZaU82UcFWKqqeQPqzF+07nzVFgZO8oVqy1aST7tjl6oLLsCV2HBUu73MbxStg\/tHcAK8odbe9eclvtoK4zDmFlTZKZUAdrgXRjNUYwRWop9KDRrsadTkeedKfNAevBmrzlbw5C4\/vHsaLE5Bv+piWB1Uycekx6qkBw8Yq7Xs6M7R\/GShVu73JXm7qq7EBOwEEjZ\/ScUzQGScz5zFIeoFrzpawxahTisW43NXU0PRlr\/T3\/vq74jiJWVKjF8w1svqyrWjmTLOlqFZun1xU+5bjNstLb41jp4Ysb3F1B66ySjE8MTsKafMvfqrVDalixyq6d8C3RQXwacWiKaEQiERtJQPmOuz5UOUARK6qyxW1NbL8+NtbQHv++KKq9q44Vm7iDk+3vEK2sSZew1JWiPDVC\/uCUu2771Y5QwwruyjG3q1jBH\/VxsYoH\/MmRxme1sOJP8kNCpJ5W5YKJOnSrD9\/80cWyxtlVsaIqV9yp6u9B9VGxJh\/4A9X30iC2vnCkWyIk0UYoxQHW71CsqinpKr5nUrYR2Rz7pGY7oYUVoH3JrWi8\/RGxehv87XjrL74KwKsbr3jbAO\/2jx31Ha\/4Bjf5IiTXRBgyF3nGhtRUzm\/P5brKzC1\/KH1SIb3hRpegUgL\/ecb+R5tsEzLK9fKcu1a3BONYnzpxroY1vc43hyjhi4MDBFiH9JEIAepBoRHAahrwgnjkhSYl\/ApfysfHTau5VRT5Y+WCc9luNaboYs3\/5Ed\/QrG+GNjndoN\/swAVDuD0HQRfF+w\/vQbYfwnBizZkXrIDhlV+zS2qBbVjWC1PPfZDBWuTfxiuqqHtABy0HqlRjdnWgzoUefkIlxUVj8f\/9MsdpejAmhV886CUH3a\/4\/at2Wqq2x8vgPXxfBeCW1hNSz2AkhFwg1AJQgUJ3+2jjzt8ojPudVTxO49hlXJXTylFrN49vjX4uoHVdGncfio1WYFXIrUQA0o\/8Ipur8unmMSscBeDnmc0ChkuDIX2yGGjtrVUwOPKEB0MB8JbnHKrN4I1RqbNpEyUEtb0285jYB9oeeHgleJn1TyBOhqK9UcLIi4N\/0iylLGec3ePty5Wv7uX4C4o3MwKTZYbjenpMf4Sj3vOlV2CIayuF5p+4GxSwJrsbKflTTEAIV4hbJWk4WClb0Wo9z94wC+NO7+KWHcHW\/DwBlbV8biVScUTCJchczHQVrW5LYVwdhCrx0Y0HOhZNY61yb\/pM1h6qxoLwCS\/1XvzWEeT\/PqYgVXAmrni+gZg+Qz8i+qpE3UHK7jihsWzgVOOewQDWLNO6ug9eQ\/6GNZG\/45tFCGUHvvAgLSxUh1syxuh7c7oqcaxYtWSOeJtf3aueWZtv\/XsDIIV+Yu9G3dhH7HG5xbQBmieayaNYl3iJTuKDdS6VoRFNRlrEts6KfgN7fAjqYUxrMvcqWxE3dxoCzUmbayo0kavqp9zo7\/QQGIQ4s7Y09uAEaziHi+xLG5r1lNJk7ECvf+lM3lvRxyCUawr8rcv7\/uhrBl7Uk3EipGD+52UdDnk9offGzACQtcMzqcf+TmEVbyVqlQIAgc6UtG6sAKGuWus8er9ZLJGsG5K96obysd6ktETsaKC7wrgp1+vwu0OvTGANeb0QOrp+\/QHsYrvJQO4dqKvr08fVvyV3kr1tDHEdRjrnXTfUwdJl\/RgpTq+o3\/LG68HnbQB20oNgAEjJQawijsnWFcDaQgktdr\/R+nFCl4RWtQTHuI6iNW9z2H8FPVDQW9fn16s5TIE0cUqXGwN7OxjdXWfvrViGsD6hlmA+47uz+rGilpnLeHSgH0dxLrPUZzffqnjRGh1o+jL\/sAOfvQX\/DoMxukVfsUy9\/pxTx\/rgsKcmydRHyva1RB42f\/1ahqsqAOssPePXAew3iHVchDKKiE8i7PaiwBXy1BCN3T\/CuAndrSYuHkJsLECmZdhyKhVdH8YohWIclv9drCHNUuMGsHax7rH02+9rn10AJnX0xBqhOBoCWw\/a0JoLwTJlpSADWnbjluavV3iey7GI9ZTpOq\/UkqQ0vt3tw2VyzKsnAIslrGBd0MQ8c\/ZQYgK7IB2BjLvwnCO1fF6GaJKPQrLV0HIXPbttoxV8BlkAh6xtrAaiRBS7LZCWkVk+SYNrQcQ37Yg\/TYNzT2w\/Vkd\/dE0rL0HcR33niQpbEgHAJQA4756SLztyLdDH+sZ1w66ITN6OwcXo7CIFvFdCfzlsazAuG2lsFfKULrMsFBi6HTuMAjhwsad\/FLGmlo1bE6NjLXJN6HxfhyGWKSZVICTBoSWQhBKsvZH1qAR8HrBW8djl8CLx6Z3QlJKdkQ3DfzvRnqjh3WFW\/ZvLI4ceHqOsX2BhvgqUm+ysLKeLUIYPYvoYD7hkHMXuE1pW8IaNyAM6EnCesSvYS0bzd+tNSGNlbiolH+iUrGtItb6+wAsPYD3YCSowF8kFHjYZj+MjPWQw\/i90L9x0RsobWRgRasfi2qiJ1AJwuKFQC2ErAyNjqWIg2F1GWcCZKzFzn1yMMcUECG57oX7hra9nNBFiJ7a+zokbwcrOHhvmumTPbolYS1w+8c9q+rG2\/j6DMLLE2MsfQ4WtlVwfQjhkmxCli8OOdZBzrBK49cMEsUqnuyI9X6aWgTv+hqkG5NDgsmeAFbc5J7cWMlKejGexXtDwhpFe9evUMtXfqjoHEml129Fq718GYUKdTKibThnKTKKNW6YF0BFse6cHMnVCS3kGs8aez3S62CJzSQkT\/qOW+iWuVkUq\/+6l7+nnkC0rX9EpV6sVHjWjU1Wd2GZ48ISVpOBJoBhveebN5SjF0InTdYq6dQ0fmtoTYTbJbYZuA\/cd4oM6\/HFJo1ZK+j6TDHgj2oarCi3gJU2DO7K2evrIMWacho6S8n6502MKGlNerUNYlLfWD9ZU4YDUE9CcYdV2tDJg+jyVRfpLblcgMK7aQf+TosVFSwwvzaIZsditxroBVBZf87jHendwwZfucNKQ9NiRVEX4aAJzU5nydX9C+4YcW6NOle6ND1WqpUMlDe4lYTNbJ7l4\/pl\/e5eA53JUU9Il8yz9ay1mnhbFPlXtb\/cpJ2qs8k+6zTu9uYy9wviNPahBf6\/+vKLH37XbJ4zT6+5VdMsHzPPzZl\/+OXc977862+Zf\/A3tlnOgOfI5WYqm37TuV\/+7d8ZPJv19O\/\/wTSziHPWT37146\/+8Z\/++V++Ms1cunPmsn9u+td\/+3djqcIvyH\/A\/v7k4xQ1oxFAtf1wsfGffNF7M4vxoZrZCAT49Br\/XzN+WKeE7u+481IFwqrDlbQ0Q5MFLO0BF4fHF35o8A10uRpqsbGmZmuyDnZoro3\/7xeTD\/06Wshlf0XzD5Urt3q2U1UzYKX+41UUwtes936bjvRsrUGoMZVjRzU9Vu9eEeoYPt6crBs8EDNCFiJf7V5EaSDivjqftldnBqy7hzSlDG2pPzDUuWcuc\/EhBPXppnRNiTV5AOKtFOi87YQMxprvCtZV\/\/X1Lg2Ug36aPJvm41NiLZ8G4Yym8M8Wez3MR\/xBr3vr\/T0EdM48opoCq7eVhrUdFp6L9\/U1dNONxZolWQxeIXrJycmOKEaSV2cg6MggUU2D9bwEhZeymdl8HL62xh\/I6QhRxEqbhvqkMR+y9GI9OoDA+8d4vHFPh5cYitVVs0uplgJ3Dpu9bHopA6XrKK27E6UXa2GT3f3yi5L\/+Orxplg6SdOhs5Lw36UlCKARFCflzyZi9YqQvk3DwZvHIfjFIqQ7NC9hKNZ5+nwSlm9d4c42BjLpYTR8W\/usydaUHqz+uxKUBgdUvHz3bjC0Eh+203uD974IoTdFeIVNdlHLJGhiDWD13GlgpDzc3blzK0opdCOxSpOPpd6BRa4C7qG0XCWDlbgAFa3BUJpY3RU\/LF7jHT84CJh2ouxzQxPSAifrdILcSLY8ibdqpwVp2tGj2BWsjJWmzveS0OQDNK8zJNqjLL6VOnyMxGrv0j5yuS\/rnCuER0csCmE3HVzuvm5DsKDkIyhj9WO9X1yG8kUBCqNdJ6e7WFJpeF+6swfJE4VOiIAX0nshWHqPjXgdAkde1vFLexpECSvd8rLuYPEoDcn37FjvUpIOyx3T\/Y4o7snDFg3EmmXTvPs9ry859FuFsR45tx\/ci2VooxO2f44VOgruYN8P62HFl7SVy2QgeFpGv9QNLxdZz\/Owgmixgyvj486TfAPNX0B5AiirgSKiqp8gtR3wrh+x7KL5C4SNm29DtBfe+\/AK0vcBlZotda8VMfyQa7BxWIWuFP31xwkcb9DbXmUIA524s7IMYaxpK1wQXm5CFJ0y20+xOi9C9LgCy5dBuD5me6NqwyB2t2iHoEIa8IgOqW3yE1opfDuNbdlaGtIYPVCsrSSE1gKsF37C6KbGrUj77HtehnFYe8Nk+ljdx+hmoQfUntBQ0WzwIZqFzQzDerYCwcUMhNsTIolCGKJB\/E0Uk6uvKFdR99gvqmnCAXTd6pRqs7fDMKzW1QV5oz8GK7hLvYHo1cQRu31N47du0S561nmtpAPWaXh0o3+g0hRYl1hH7xorQpJhWPM+mebA0Db31iXl6obDCTNxe9KNtc2qKlJVHbjOuIppNnFOl\/RiRatap1Z7bXCiqVFYsyQhbw2ObxWOJd9nS6VOjUov1uAFywAsKlsASS3paxdHh8KrSS\/WB6lb8mBoDpNRWE19IEOjsd3veoP2z3Z1ZF10YS1\/Oyh5Dvuc2rMBmA54NkkOrauu5+jowUp7PJPMpWoMT4o2AmuEPuWz35s7PHdAkIeaQwn\/qUwiOxlrEBuzUxZiPf5ianrFN6QWaztJb90J0oM1dCM1UmLjsbViMgJrzOUhC\/1XozNdHqeFVDiVmWZ9Tca6vyFv+I\/VfLdHHfFLvc2l+0kHT8SaXhIhLaWtRiYtGIJVMGXzA492G5uXtcwdy1kW9LZea83Kn4DVv9sGv5yzynAXk34joHHBttxgHdGoSrPGamPFSLX4PiC5kN5tfnREiQFYPcRmylqzPZjjswjLl1d9T2CxAoVz1RysBtYyhmTnjzMCuV1ducb0w0nfrh7deEFjXJ021r0daqUTJpuj+uubhzG3zQCsVUIfp5ntvVSY8xrd2hgwg+0tP5SU+2PUsJYzULoYeL05Oi9KVYH1Tu9+FUPgvVFPvqpjDdwWaTgG0vIRv\/nyeybbaPe1AVjZQykeRyErzdAWToc5uLkVluEelRLWaAncF0Puqer0cyWJS\/zjrHmxGaKDvhWlgrV+AIGlfm+unfyW\/y0h5tF5F0+PNeIjQ88gU35MQ4W7Gnmc1OGFW+oxGdAYVoxilzk3DFmNQ8U50uo64t8OdnLXW+B9ozDaTgGrtxWCtTeDe379Pf43RGEZg6fHmiXENjhWTuXpF+HjkUdyuIPgfomVlotCucJiMYbVz8ZPB9tuWHyJYVqbJbgGFN3tDSzXLTSww\/e+dy8JdZqUHQzAhrAGAJotCIx6Zkcn3\/0fxXnCT491ntSGbgnVR+CccVtjMawAQWzANl8L\/usVyFz9LnZ4J7ivz7ChD0JpGWCscVveuCiN7pso7xK\/NxrCJhsgvkdyjQB4WTKVYRXpY2KKEOK90GqMprG8e\/y9Heuqwvd7eqxd23Ax6g9sir7m9lWdgFIYgis1B81TlzJqHeGZ11NXVUnJzqinyfaGINQJwNIJeN827T\/mA9A4Eb3rB+BdU0gkNPlOEttnxVb1ybFaYyPmW+vxYssX3IpWD7e23xre517rzNmMSbznd9SGEXlpZ0DIPremNt+JKv2ev8fK61J+YtCTYxVGIWo+DC+4yV2X1N\/Xwuo\/u7xYnmUEkqzkNq851EW7i7DBb2sNKv\/YzxiEzC73WtU6KmK1OtB7E1YuuXOdow1UJK7xJ2vqb2thXevwGp+ETwArgr3jLg6Vq50C1riDEE\/0nOM2vx5UKrHBdw7U0q+qWL0HfC9no6pPACuCPd3YUHyI6hjWOI01Vne5K41n10yjwH2n01LuMVDBGmp1Tu4nDjn6JLDSx81ecMeHYxHsCFZrjD6lh\/zv8fLTQKUKNTqdPaVHnSphFZN7nU5DR8fNJ4IVVdrluNcrw2moYazC\/0lPXFx92pk53uY2v90acwvGsdLHcm83dfXZfDpYUaV3Fxy3u1Lps33E6i+XFre4v\/0pw\/rk057T9zf8SaM+VA2HsYbqjRP+5l7v0O5ZsLokz1RQeK6DYBn7ylMt5xAsrxxfbGxcHb9bbFcq5d+xZ\/8vn99t0Z0v22F3Ys4IrFhli\/fbnc56q57uLXbSw+oNpOut9U5n+76ofzGJWbDWumwmV8o2fjNGBroFZE29+EgQK+bd1iWH+uWv6F\/u4vUpVmG55U\/UFBb0egqJ6ebeCc\/frL+5b6016198UW+ute5v397w\/MleM61\/hAHMhpUQlvx3KHy9p8DaUzAcxtqaCY81TwkDl7vyJl819naQJP+zn\/F852Znr\/EqOf2SJzNh9bGhgA7poVmeeI+uNQ4uCasQj\/dZzowVZp2S8TSabUqGrJmwOuhafxJWVyrnzNlp9XE5Vp21hJNirXaduCkf\/Y3EmpjhwkksTislw+ogjuwCoWv9vSCpbIzQNxKklrCYiNzt8o3EOssDxYgD8sTDsGZZXqxKqrglLVWyAILPJFCaNenobybWGYQo6YKpFKu0VBFdAUpaqohW44i0mo5dfm7xM1adojU0T6wUa2+9shfyemV03IW8XpnjGet0olixuqYQ60J\/vTJ5RWVE6pFqa\/4Z63Ri9jRGzBjtJFjNzOJfaRHgKrWtJtrtEvHJI1ueseoUw+rJ0YW1hBqxeLIm+kwCUy4RSeQo5gWSslrzvefqPGPVKalXLMXWK7PWSI442WpaJtxKsTHYDuIk\/VXgnrHqVFzKBciRVNaSkLgJCYsH4iywtFosKgMxp9M3Cut0esZqiJ6xGqJnrIboGashesZqiJ6xGiKrxqqgk\/SMVVWC1gq3E\/SM1RA9YzVEz1gN0TNWQ\/SM1RA9YzVEz1gN0TNWQ\/SM1RA9YzVEz1ifXpE4xZo1cHigulxxijX+Uco2WC6z1ezIzhmwPKKesuP2fNz8Uco2WjFTt7aquGi78UrlarXc2Fjdz0LZ4QcTfFDFadlfI\/f2CUtwyuO+P4ZWCVn9WGUbLDshyjN1P4AcRHnu9WegKiGJj1i2sUsIfTxZicnQNac0y3YasJ74JyKTwasjaanb\/XhlP5lcViXXOzYPVYeWTy6knsAJEqxKizDhmS0OrdWZhFRK491PQzFSG9njylchG1ec\/TVwUNf29ctOEd\/oaR3zkM3iRWm5WEJt9JI\/PZHc6FfwOFlliCe0Qh2h9gRmYnWs7EiOeQFW7bLNT\/CTGqsqsUgUMRi3JtjE2cSqwxr3gCdO+8RdQsIifXUhbklI9VfIWuIyVvxIfOZA00KqqzG5bI9UdjaXt8atEMGTCvEIFiRPhhosOytj\/VplG6w5n8tOpx3hd5w3EToO2YVRjhPd1ljOgyFPykbYlC80DXQ\/jWhddFeMYZ2nIZGmDdaS3RTJ5+iHE1LZCXA5adkOoLMjrM6UmUiDoF0OWg4re44WaKNYq\/QRB\/ZPMydDZ3FY2FwkC7qqrriz64L4aiyC7RjD6iSpiPUFtbJ5suCyztFD86QqWLtkjuKwW10Ls3rvLvztEiQB9DzE4oqv+rBsk4OWzbDmSMrjsVMzESMpl9VOD3WQecFqI2YaYM\/Rsj\/NJCKbfcSuzcKmHNAJNJ5VZhWk2kqnkNJVfiPswXMR8gL\/i7F9c3T+Iq3nczOmD9gUHVZAgtVEOsEsYmJWgWFdrbFy5pE\/PUhwmgWB\/YRWijXPnlef\/1ipC01J7XmM+t9Sna2OYmX3f38+jWD2CVkWBEV8ZvyPzdutksRMZbP2nM0vS7AzWEawMpvvwtspy6jDC5NLWsaZXrVLepia5ZOMyLKk63A45uhlq2ClX0hArBaSoDvRDifYga6uGTzSqsryW9MqLpfN5upKZkgBq4BYExI7tMPS89QFtK0u6SdNfJJY88Rss9nMzq5mbaVYpRoj1LqCVGM8pjlEy\/zHBZJVL0FdDrls00SsWWl2pNnnktYAivgQa43Oop71TjFWHqe0ICIF84jVJT0MfhgrEMnSxfAVrScW+leKGHy5WdwcT05yPimYR6wuH7sBhrFCzsfKxsty0g8lqG2VIoba1xhsapjm5VuI0nrESmfSLyQQq3UQ6zyZy1ZNtIWbJ44sOkRzLCNTTZjJTP0IVXlWnhVp9bAyN4OWzbCSPtYqMWerPvobzpM8vQob9WFM1ezc+DM\/PgHZbXLonfdBwkR\/\/YQPr90Tq5lSsIBvWrusoVpl0z\/RtTSzyGDBSXKJPK3ScXRhTbNZN0dNzpE5fBgESGXj3wiWHYN5fNPaZWbHRP9asGwbK3veSVYtDuqVWNGrNT3FEsT\/D67W6QA3d\/eiAAAAAElFTkSuQmCC\" alt=\"Ondas estacionarias - F\u00edsica de nivel b\u00e1sico, nada complejo..\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify;\"><strong style=\"mso-bidi-font-weight: normal;\"><\/strong><\/p>\n<ol style=\"line-height: 15pt;\">\n<li>F\u00edsica:\u00a0 Punto de m\u00ednima perturbaci\u00f3n en un sistema de ondas estacionarias.<\/li>\n<li>Astronom\u00eda: Cualquiera de los dos puntos en los que la \u00f3rbita de un cuerpo celeste intercepta con un plano de referencia, habitualmente en el plano de la ecl\u00edptica o el ecuador celeste.<\/li>\n<\/ol>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 22.7pt; text-align: justify; tab-stops: list 66.95pt; mso-list: l0 level1 lfo1;\">emilio silvera.<\/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%2F03%2F09%2Fano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13%2F&amp;title=%C2%A1El+Universo%21+%C2%A1La+Naturaleza%21+%C2%A1El+conocimiento%21+%C2%A1La+ignorancia%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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F09%2Fano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13%2F&amp;title=%C2%A1El+Universo%21+%C2%A1La+Naturaleza%21+%C2%A1El+conocimiento%21+%C2%A1La+ignorancia%21' 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%2F03%2F09%2Fano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13%2F&amp;title=%C2%A1El+Universo%21+%C2%A1La+Naturaleza%21+%C2%A1El+conocimiento%21+%C2%A1La+ignorancia%21' 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%2F03%2F09%2Fano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13%2F&amp;t=%C2%A1El+Universo%21+%C2%A1La+Naturaleza%21+%C2%A1El+conocimiento%21+%C2%A1La+ignorancia%21' 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%2F03%2F09%2Fano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13%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%2F03%2F09%2Fano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13%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\/03\/09\/ano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13\/' 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%2F03%2F09%2Fano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13%2F&amp;title=%C2%A1El+Universo%21+%C2%A1La+Naturaleza%21+%C2%A1El+conocimiento%21+%C2%A1La+ignorancia%21' 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%2F03%2F09%2Fano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13%2F&amp;title=%C2%A1El+Universo%21+%C2%A1La+Naturaleza%21+%C2%A1El+conocimiento%21+%C2%A1La+ignorancia%21' 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\/03\/09\/ano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13\/' 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%2F03%2F09%2Fano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13%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%2F03%2F09%2Fano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13%2F&amp;title=%C2%A1El+Universo%21+%C2%A1La+Naturaleza%21+%C2%A1El+conocimiento%21+%C2%A1La+ignorancia%21' 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%2F03%2F09%2Fano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13%2F&amp;t=%C2%A1El+Universo%21+%C2%A1La+Naturaleza%21+%C2%A1El+conocimiento%21+%C2%A1La+ignorancia%21' 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%A1El+Universo%21+%C2%A1La+Naturaleza%21+%C2%A1El+conocimiento%21+%C2%A1La+ignorancia%21: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F09%2Fano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13%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%A1El+Universo%21+%C2%A1La+Naturaleza%21+%C2%A1El+conocimiento%21+%C2%A1La+ignorancia%21&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F03%2F09%2Fano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-13%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>Estamos en la periferia, a 30.000 a\u00f1os luz del centro gal\u00e1ctico Nuestra V\u00eda L\u00e1ctea tiene ya una edad de, aproximadamente, diez mil millones de a\u00f1os, y el Sol tarda unos 250 millones de a\u00f1os en describir una \u00f3rbita completa alrededor del centro. Los procesos de intercambio de materia y energ\u00eda entre nubes interestelares y estrellas [&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":[14],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/301"}],"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=301"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/301\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=301"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=301"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=301"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}