{"id":1755,"date":"2025-07-31T00:13:32","date_gmt":"2025-07-30T23:13:32","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=1755"},"modified":"2025-07-30T16:07:41","modified_gmt":"2025-07-30T15:07:41","slug":"%c2%bfllegaremos-algun-dia-a-saber-el-sentido-de-nuestra-presencia-en-el-universo","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/07\/31\/%c2%bfllegaremos-algun-dia-a-saber-el-sentido-de-nuestra-presencia-en-el-universo\/","title":{"rendered":"\u00bfLlegaremos alg\u00fan d\u00eda a saber el sentido de nuestra presencia en el Universo?"},"content":{"rendered":"<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTEhMVFhUXGRoXGBgYFxcYGBoYGhgaHRgYGBgaHSggGholHRgXIjEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGxAQGy0jICYtLS0tLS0tLS0tLS8tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIAI8BXwMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAAEBQECAwYAB\/\/EAEUQAAEDAwIEAwUFBQQIBwAAAAEAAhEDBCExQQUSUWFxgfAGEyKRoTJCscHhFCOy0fEzUmJzB0NEcpKU0tMVJDRTgpPE\/8QAGQEAAwEBAQAAAAAAAAAAAAAAAQIDAAQF\/8QAJhEAAgICAgICAgIDAAAAAAAAAAECEQMhEjEiQQRREzKRoRRhgf\/aAAwDAQACEQMRAD8A+QB0arSlUhUqNjB29ajVTTpkguGg1036DdUpvSJhLaivSYXODW5LiGgDUkmAPmgmFG8LM1qX+Yz+Ib9UjQwYLKpn4Rj\/ABN\/6u6zPD6uPhGdPib\/ADS9r8DyVgVjBLuHVYnl01+Jn8+y7An3LqTXvbAtraW\/agm3pOLcaHmJOu\/dcSE8q25c+kQ7DqFCNfuUW0nD\/jpPCKDdDIVPf1m0WMDw5pcTJEOJJccY\/uiM6DKtccFo2xP7S+oOwZg+eyL4bT\/ZnNfuBnwK349xM1gagp+85YmRIB2lo1UeTb0d0JYlDdWDez9S2qvcKbSxob9o\/bM99QFHF6TyGgve9jXHlBOA2BmPICfFep3FRoIf7t9T4XAU3cpa2JcIMlpGQURw41KgJM5wHGTndoO5AMx+Eqr+jlUa8rM7K9dSbLS2DggicH8DqukuuBMp27awJJdymfuP5pPwYnAj6rnOKWNSp8FBrqhpwZ3iDIzr6jXIXCuLuBNOoTywW\/ESAwnct7GRHikcEjpXyZTSifQPZO5NGu9lVrhz0w2YLi2TIJA22Sr\/AEzU6R4e19Oo15bdUw6J+GaVbHjJE+CSPqe7NWoahJaQGvY+fHIMuGyR+1HFRWsiQ54Lrhg92Yj4KdUvcI1JNSnPl1WjoTLUk23tf2cS89FalVXuRV5cqhysLpv6LckjZD0avQLateRgrEmr0Q64jTVbUK\/N8BMeOnmgS76rzR01TqVdk3DWgprMwiSGgJeXx62XmSTGyRr6MpOth1tSDjG0robGyCW8NYBoNE3o3LW6pJOtDQ8+zT3Zpklh5ZBBIxLSMjwOiV3lUMGBlEVuIB5gespVfYcen4rojOUopM5pwjDI2gR7i8yG5RNvwl5IJIHZEWV0ANAn1nQNRs6KWW4rR0YMinKpfwCUbZzGwJIQt8Jb8vqnlzalrPtLmX1RkHJlccZb2elKHjRDLWSER+z5hXovETjG26oaudU0pyvRyrBGtnqjAJlBV3yFrXqyVg4KsG62QnFJ6F1QKIkyESaUqKdKMJ7DGXo80f0UvaiKVvJXqhzEeKF7KIXEqSQtbilGmZ2QpKamZNGpJOvipIUUsqXHotsYIuLfCAcyE8LpGgQVWkB4+sIRfoHGgBre\/r1+CL4Z\/bUv8yn\/ABhDHsiOG\/21KdPeM\/jCZmMKZwFoW7qlOCAiqtwXNawnDJ5RAxJk51OVo1uzO\/Rg98wu19iC2tScxxaH24c8A6uouMkCN2VC45\/94LiwFvwy\/dRqtqMEkSC0zDmkQ5h7ESO2uoCD2jLTPp9pxeaFzR5ZD2GCGkmS0tAd\/h3HQgrmXeztcUXVucNaI5mhxBcOYCQRjUjBM6+bO24gC3maWijUhlOCGvLvvUngf6xoydiCCMOBSTidtWY9xy5pMgAkx0lvmnjFJaC35WM7S7HK2pWDajp3EyGwIcepbvnquh9r+OUrimGWxcGuIc5rmgcoj7DYnfOMYjIJA4Hh1E1nOJeGhsaj7TifsjYHstbW8HMQZHKSM4ODv3StMryi9UM+DGrb1\/eMcSDh7ScPb0Mz5HUbLpP9JXGLavbsZRkvDg7mIjkbykFk7yS3Ax8PguauublJI5QADMjtHic6Le9tH3lSnUc9tMva0O6SNwMROMfVDs0o06M\/Z3h9WpR9xSays+s7ncwwBTFP7znHABn8N8JN7a0Gsqi3YGD3PNzhhlvvnx7yDuA1lJvixy6a34i\/hYr8j2VHVafJScBuSCamv2W8pG\/M7H3XcvDgAySZJkkk5k5JPVZK9kcmdQ8V\/wBFjaJ6L1SmXEwJwXHwAklM2M2Wd3bTEDEfVHo0ZqXQrokSJWt4B5Y8VFelEBoM4kznUz5ZGvRDVQRhax1AvRB1+hyiqFv67KthrBhHsd2WbdE2rdEVqAaNP6INtXI7JnUEj4gSBsMH1qlLqWdMoLohKO9jKzuwARMFFXDCYM5jQT9fW6V2dI6QnNJvX8fUqkV9nJkm4PxZVjYAgQfWSg+KuIxKcco1nKTcUaDpr60VUqRLHk55NmfCGydfqvoHDLcBrSHTOojQ9F84tanKuk4LxJ05KWdSg4lZSePKsnoZe0VyZhuy5Euc46xO\/wDRdZxQtIyufu3CPgELzI6dHvqfKOgf3D2ZOhmHAnlMawVPv4GdVjXrQIlZUHE5K6eKfSItX2EsyZW5ZnGizoz08O2fXzRIOJ6JBFCyppBbG1EAoV923QlaftzYyfXktsXjGzangysGvEkwMzrnXfxV6dw04BHyXjbluRomi6BNAFy3JQgpyYTe6ptIlLBgp07BRUsg5CjmOox4LRz58ln4pkEJpV1e6M6D11QjwtqbtikquhuwCrUgovhNSa1H\/MZqP8QjzV7q2ByEPw2ly3FIT\/rGfxBUVMD+jKmcBatKHY74RMyd+vrKlj8iTjc6x4IqIA2nC8GgFVaMYP0XnNOm6nTsIy4bfvoOLmQ4GOZjhzU3gT9pvUSYcCC2TBynjeI0K4BlzHgQGuqBjxoPgqvinUH+8WOxoVydF5ByFa4cCAsm1oW6do6D2xpklgbSq0m9XhzWl0bE4dvkTrg5Synw94Hfx1WfDr+pSH7mrUpA\/a929zJP\/wASNuqaUvaC5Ol1X\/8AuqA\/PmTrIo6obK5ZHybOg4Vz1hzVaUDkh1WoSykSMA8zoYCBEAZwg6F2yj7z4\/f1H\/aEH3IziSQDUjoAG93DCV3Vy5\/xPc5zv7ziXH5let7cu1x4KcsiYv5J9p7+y3Ffj+Nxl5ySd8AY2AAAAAwBAGiTVBCfPpE4jwKGFgSYdLR1ifp61VIStHmTTUwG0bI+I47renTBJaD4fqjLvh5Ab2aFSlb8rg4adOvZMnaLObxvoU1GtJg4KBurV0y0SuouuH845gIQVG1cEPxplo\/LlHTQosbd3PmNdP5AJvecIqBwI0IBWjHtkA6p3SfLHZmNEs4qL2Ux5JZE2hE1ojO2vXzQzqAMkaLe+fyEkiRugLh5xB\/VZ16JrG4vYRasg\/CDnXujQRMJfSueU82IjRGWVYPzuUqlTEzYbi6Wzao7H0S26IR13SIxKR3xzO6rKf0c3xsHlspVeBP5fiiOF1s6peKQmTui2NgyBHhok5HbPCqo6Gq7mGSUvNIg+s9163rS3JRNteMEz0j9FzuNM68cnxoXXohwx0W9K6mmGcjftTzfejpPReru5s4iUDUrgHCtjySinQJJPsZPqtayT+KS3N+52BgdvzWdzdkrJrUFELkEUiUZqhaCMcYC1E2zHng+sp5ZXPM0A+tEhJCtSrFpwVmgRY+4jApmNVzvMj33rnNgmUC5iMVSoMnbNAVFR0mcCc40XhjCr5Jl1RilQqrahHroodKrUicTG06+a1aFsPt62Yd+qJtaM1KRaAT7xkggZ+Nu+qRh0JxwOpNWnJgc7Z\/4ghTXQzafYpNMwJ6QiOG0WudBbzEtfEktAPL8LpEkwcxGYA3xFyIPbZDNfGQSO8qsZUZBlN0YIW7sEg4I20+iXNqLQVs6ypy+0FDKlTndZ3VIgaLFlZa1a+I3Sq7BJKgP3kHGnTP5rRlcjKvSph3is6zHDVGS5MkpOIytbonVObS5EQuTpOIRtCsfD8FGeMZZaOxtmtMT80Q57Y5SPPouWt+JcsSfr6wmdPibHDdSacWVi4yWhjUhzfBD21qC7JwvUx03Cuyjn7SopV7JuCfoPZQbyYOnqEqdROTGgkou2tzJAcc\/yRtAhsNcBGh6lb\/I4hfxOe1o5ChT94\/4QZmPPddAzhj4DGA\/rumtlwdnOTTgEkmD+RXS0rRrG8x16LPLzlZSON44KPRwvEfZ4lkDDoyuIueFVWYJwNv5L6ZxziYa7AMfiuVvr7nn4fzTpSRF\/Ih1ZzhrsAAMkxkQibK4Zq1sfNU\/YHOEwPoPotrThj5nATRjXZLPl5JpB9S6DwIHiudvmy7Ekgrp2WXI0z3jG5SqnYEE5zqmtWDEpLbEb2OByCiqTTscevFMn0i53xeJO5PXKJp2bBEY7pW0no6k7Qltqbi7eEzpWkTv32W7\/dtWX7SMwUrdmboFvjjXCTV3ycSmtaoTgAZMzvpp4LSz4A+qHFv3Wlx\/3Rqe+y6MOJz8Y7JzmorlMRtaiaVMwTkxr22WhoQfBFRAIBIkAEDQ6HPbfxCPFJ0zSn9GNJsrUvlaMofChn4Ue2O+iAJMASegz9FCmhVLXBwJBHQkH5jIXmo+jKiWuV3FUY0ExMdSdB3MZUu+aNUrM6bLEKgBUl0K0YlYJeoAV51t5r3KNlPNGUt1ozhewWpQM6IvhDiK9LBP7xmNfvAK7XghF2Fu01aW3xs\/iCKkI4tAZohzY+SWVaZBgpjbOiAVrf0g4Bw8P5LLQb0I3BWYDmPwnz9dVvXoQsgDlOqDdm1u7fOERUdjT1uhB28\/Ht2RFLOukfTX54QrdBvRpQxlH1aHO2dztGmBmfn8koNWOiKpXhAQlYmujQUOUGQrU6IhYN4hJg5W7Gy5pAMTkTsUkk12CUEzG6pGMY7rC2uHtxjzXVUbNrhrKxueFh0KX5F+rOjDBRNOEX4e3OO4R9R41mQOn5pPQoimYIxv4J3QtWveW05cw6E4+YnHzUJs6ljTVowq8VLfiDN4kDEnQfLbsrUrhxIkFp35pkHcQd+yYXvsjUbT52SQPOJ6HaDHgq8M9lqz6wmS4H4pdOZzJnOUyUZKwVKKOg9nLRz3DBAG35lOOMtcBAT2w4e2iwMABdHxFY17OTJVMOPjtnJnk8i4xPnt7w551Sa44VywTOcL6jVtREELmPaGiIho0OF1rIno8yfw5x3Zw9a2xBwZWtrT5Tr67L11TJdkIgtBYQDnr+qE2qJ4YZHLfQPfXAiBrKG5+VvcrA6gzOVlf3fNDZw0RsO\/4lJR1XT7IfVnQx3Qjrjuh694ELXup0wFlspw+g51adVk0Z1QTX7yiqVUdFqKJGxwjre+xyqot+b5IY0S10LRm10WUU+y9zSH2lRrtERe1QGAINlTRFNtWTyxoML8IR++no7LWVi9yy0TbZjuqhWfIPTfy2UBFjI9haMjU+jssg1XJ2WHIJU8+y80rxC1\/QAhj14gHCo4yJiD+Pkh31CIQUdhUhhwgNms51NrwyjzNa4v5eb3tFknkc0nD3YndE0eLAFp\/ZreQQR\/6g5BkYNf6FBcPfLbrM\/+X\/8A0UEJY1OZzWmMkDLg0Z6uOAO5wncbbAt0hsb1p\/2W3+dz\/wB9XvqDWVrimIa1lWoGgkmGtqENEkkmAB1K2tbfnbjzWntVbOZc1ngA\/vqjocJB\/eEwRoQehSKSboWfi9ie+5eZwaQQCfiEgO7gHI+iBadRhaAQ3mLhzc0ckGYIJ5pjlicRM50hZVGZkJmaPZNNTC8W4ws3vhCipFdo1VaLgD8U8vbB+qh9bOmiq5FaFasIpVIKa2VaNm5jUTp6yk5mJ9fPf+iIo3nxSWtAmYAPKOwzMJZf6Eo6WjUJkRM5n8cetEW24LG84IHXOQCM+RBSa3vGxH4H+abWIa4sD3e7a\/7zgS2JgnE4BBUL+0NwlL9Wb8OqtruhpBHTfwhGVmCnUBp\/CIk9I3108VFLitGmDzsFZzW8lKMAgEmTmRBM6ZkoO89omBtJvL8cQZBETmMJPkYlWui+GbTUb2fUOCe0tH9nNPlLnERkY01n6prwxjWjmDQCY0EYG8dSuE9h6IqNDyQTnAJ5RnQSvoFGcHTZLgcuNMrnaVpBdvTlXumQMBVp1YQV\/eGCulsTFj9i3iFSBkrguPX5MwV0HFr89FwPHaxJMSJSNhnEWX14QZBysm35IM4KwbQ8SVS6OwEDcp4o4cujz7nBdzAEYAzO+nrdJ69wSZlaVSCYyshQkSFWTVAxY0tk0c7DI32zMjvj6laVGwI2Hr+SIoUeUAmCfHude+FlcZPZLbOnirAy5b2hkwqmmJET8\/wW9vSgSsxWN7S45UYYfoFzzbiXJra1YztKDiJG0zG7tcnohnEgmc+o\/IJrXqBzQgamudAjBvorIza8\/JTVGARPQ9J7eUKXARqqPdtmJ9eaZojqzJwVQVLxnC8CRp0ygHpErxadYwNe0qJUFZVYfR5q0Kow5WkoMJV\/ZQ5oOSjW26qGx3QUguLMuGVqbffNqF7W1KXJzNYHkH3lN4+Eubj4CNdwp\/Y7Y\/7RX\/5Zv\/fUVROiHbTzA+QEnOwTqQvQ94YygzSvV\/5cD5\/v0w4\/ctrPqPEw57nCcGHOJEjrBXO21TTPjjRGvdLVKX7DyVxFxoAc0gmRAzoZGdPHHdZtp7JjZ8oeDVDnU5+JrTBI7GCAdc+KFqtydQJVWvG7JXsijbYXn2R2TWzDXAFbOowZC5nNnQnE52rw4jZDGlC7KnSnTPRA3Nm3oisj9jcYvo51wMQSY1j9FlCeVLLCXXFpCpHJemLLEBOccTpBIjzE\/MfRa21Z5IY05JgZjO2Toh61IgwVtZf2jSGe8M5YRM9saq2mS4+gvhtWo+oImTAnbtPddF7T+zVWhTdVrtex7i1rOUjkjlBcH78xBacYyrV+I27bem6j7ptelIdzMd+8JjIBw5zSTIgQBOcJbXvK1dwD6r30weZvMR84GAeyM8dK5HQscMf67bPoH+jm8lrGAQ1oEkmSXfeMgD70wNhvhfUra8pwQfJfG\/Ze6NPHUmfErveF1i4QRnXuuG\/JgnvsfXNwJQV3WBGEqvr6HIOpfzuqN+jY3RlxajMwuYu7UDXKb318BqUlurgFSbpluKl2I72iBn5pZcvBwNN004hbkyQUmrU4GTnzVYWzly44oCrUgHR5FXawAqwELarL3c3KGg7DTHRXVOLZOK4ugeYmf0WT3jK2vacQhmsnt0W42HkepCUQdIU0GQtqpjT5rJfYs39ArKcJjREtJA09SgWohtePXVaSsWMqZo9+kFZsfE4BCqKsnMaxqPx0hWBxoso0NzZEDbClsdlDpVGjqmFe2S9s5CoG5AJgb4nG5VS\/OFYJRqIc0bLzB1UwvIe7GXRVpE5mO2CpFTEL1QSswtYAylXJGNVQytLO3g5Xqzs6iPXRIuykujNrj5LCs4gomk1VqOiYjIjScduh7oquWxOLa0Y0a2ZR1O4BagA0bev0VWEgp3EVWNKVQQZQ9SqMhAuqmVBq5O\/rslURZK1oOt77l0W3\/iDilfLPbxU05Bif0T0mReNrdnRWV6Zgpm+jzDC5EXBaiKXFC3fClPGntDwyTj2OxS2I0E+SrXtqcwdRqEHT4m0j4lIqc32dt1LjR1rIga8smjRBe4cw81OWu2cCWkYIcAQdTIHae6Z3FadsoV20z4KkJtBkxdTtHDIJEQZB0O2RocJ5wp9NrXcwJfjlM4H97mxnGiCOuZzCinWjRHJJyVMWDp2dLY35acQF01tx7GvmvnIuCT2RlvdkYXL+LytMpLJ41R1F5xqSfiQLuMdCufvK2dc9EM2rnourjo5scmdM6+Dhn6oV9xG6V162NUE+8O6RQ2dUslId8wIklBV4MDHyH16oD9sxErF11v8Aonqujmbd7DW24W8NEJX76RqrNqRHRGgWbX5BIhWo0xka7KaQnQZ6phRszGg8leLVaJyTT2LXMKHqHKdV7WGxug6tmi46Mp2AvqCcCFT3gWlelExvqhXNISOyiimbtbP4foiqPTVLKdSDlFNr9BC160ZwYZVWYpndXZVkDQfmtw4EQs6IttC4tgTjWInKsxa1aeVUrUg8i\/bZZPVw4me2pVJWaGiyQVWu2CRg9xkeS9Kio6QB0nb8eqFKiiuzSi8ndTXZvKzaYytmmRlSemMmVbUWddw2VarpOPD8lEwnSRmyeHMa54D38jcmSC7bAgZyYHmmdy2lA92HSWskugQ4A84ABMgmIJ6aJdQpicppWoe7w4ZEfXTTxTZHxRoNUJbmVk1hnxyPXkm77Mk43VaFoZ1mNPD0UikjU0D2lF4PMJBHohUg80keMp5aUtgtK1szXf6J1y9itp9Cl1ARkf06oWpbjb5J6agY2Iz9EBcxr+SVsTjoCt2gHSSmdrfhujUBAVnhK0mBNoY1rhrhplLrisJMKHjGNEIWpVCiqlZpzEqQ06rJpyjWsOm6JjJtMowVBEfU\/wBMBYMeMAk8u5Akx2CrVOfGI8Eyh42LOe6RfkEzKgNk4QxJmES+sGiAh0ZdWUuTE+o9R+KDcFd4J3MSCR8\/rBPzK80Jugpt7MSev0UNbOqIqsEiANBOuvn8vJQKY1TNU6MlqyKbFJElerCNFDQdSkv2HiMLeMjzTSzrDEGUipVIM9e0\/REMrnwQk6Wh4Q5PZ0D380TAB7LCtZ76hDW1wcDz9fJNGXUgDI\/BUx5GGXx0xNdUcYyld3bwulfQEyUHcsk6CF0JKSINOJz4t+oWtKjCMIOghQ+gUrxpAU2wcgrWm5eAVIKjJDUXc9V5ZVWglWcCEBHHZ73amm1ocJEicjqPLSVQ1FZxz4Jk62BplKpGvLAk9e2PL81UnGn885Cmq1ZArSkPFaP\/2Q==\" alt=\"Abundancia C\u00f3smica de los Elementos : Blog de Emilio Silvera V.\" width=\"541\" height=\"220\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/56\/Relative_abundance_of_elements.png\/500px-Relative_abundance_of_elements.png\" width=\"541\" height=\"346\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">En una supernova, en orden decreciente tenemos la secuencia de n\u00facleos H, He, O, C, N, Fe, que coincide bastante bien con una ordenaci\u00f3n en la tabla peri\u00f3dica que es:<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><strong>H, He, (Li, Be, B) C, N, O&#8230; Fe<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"https:\/\/naukas.com\/fx\/uploads\/2017\/02\/Fig01_aat050a_25_med-640x512.jpg\" alt=\"Figura 1. La supernova SN 1987 despu\u00e9s de que explotara en febrero de 1987 (izquierda) y una imagen de la misma zona dentro de la Nebulosa de la Tar\u00e1ntula en la Gran Nube de Magallanes antes de la explosi\u00f3n (derecha). Cr\u00e9dito: David Malin \/ Australian Astronomical Observatory.\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La imagern de arriba, SN 1987A, es la descomunal explosi\u00f3n de supernova, cuando ocurri\u00f3, la potencia de miles de soles cambi\u00f3, moment\u00e1neamente, la regi\u00f3n del espacio conocida como Nube Mayor de Magallanes, a muchos a\u00f1os luz de la Tierra.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/naukas.com\/fx\/uploads\/2017\/02\/Fig02_aat049_25_med-640x512.jpg\" alt=\"Figura 2. Esta imagen obtenida como composici\u00f3n de distintas placas fotogr\u00e1ficas conseguidas a foco primario del Telescopio Anglo-Australiano (AAT) por el astrof\u00edsico David Malin (AAO) muestra la regi\u00f3n de la Nebulosa de la Tar\u00e1ntula dentro de la Gran Nube de Magallanes. La parte central de este objeto se localiza en la esquina superior izquierda, mientras que la estrella que explot\u00f3 como SN 1987A (que se puede identificar en la imagen de alta resoluci\u00f3n) se encuentra en la esquina inferior derecha. Cr\u00e9dito: David Malin \/ Australian Astronomical Observatory.\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00bfApreci\u00e1is la maravilla? Las estrellas brillan en el cielo para hacer posible que nosotros estemos aqu\u00ed descubriendo los enigmas del universo y&#8230; de la vida inteligente.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" class=\"aligncenter\" src=\"http:\/\/3.bp.blogspot.com\/-CseSdTJ8aEE\/TYoWbTY55gI\/AAAAAAAAAJ8\/VCUo741JZzA\/s400\/cielo%2Bestrellado.jpg\" alt=\"\" width=\"400\" height=\"300\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Pero est\u00e1 claro que todo el proceso estelar evolutivo inorg\u00e1nico nos condujo desde el simple gas y polvo c\u00f3smico a la formaci\u00f3n de estrellas y nebulosas solares hasta los planetas, la Tierra en particular, en cuyo medio \u00edgneo describimos la formaci\u00f3n de las estructuras de los silicatos, despleg\u00e1ndose con ello una enorme diversidad de composiciones, formas y colores, asisti\u00e9ndose, por primera vez en la historia de la materia, a unas manifestaciones que contrastan con las que hemos mencionado en relaci\u00f3n al proceso de las estrellas.<\/p>\n<p style=\"text-align: justify;\">Desde el punto de vista del orden es la primera vez que nos encontramos con objetos de tama\u00f1o comparables al nuestro, en los que la ordenaci\u00f3n de sus constituyentes es el rasgo m\u00e1s caracter\u00edstico.<\/p>\n<p style=\"text-align: justify;\">Al mismo tiempo nos ha parecido reconocer que esos objetos, es decir, sus redes cristalinas &#8220;reales&#8221;, almacenan informaci\u00f3n (memoria) que se nos muestra muy diversa y que puede cobrar inter\u00e9s en ciertos casos, como el de los microcristales de arcilla, en los que, seg\u00fan Cairns-Smith, puede incluso llegar a transmitirse.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" style=\"border: 0pt none;\" src=\"http:\/\/4.bp.blogspot.com\/-0P0l3ojTBRs\/TajOQyFSZuI\/AAAAAAAAAkQ\/BXxn1DFzhmM\/s400\/MICROS7BASALUMINITA100a.jpg\" alt=\"\" width=\"400\" height=\"300\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Porque, \u00bfQu\u00e9 sabemos en realidad de lo que llamamos materia inerte? Lo \u00fanico que sabemos de ella son los datos referidos a sus condiciones f\u00edsicas de dureza, composici\u00f3n, y otras variantes, en otros aspectos ni sabemos si pueden existir otras propiedades distintas a las meramente f\u00edsicas.<\/p>\n<p style=\"text-align: justify;\">\u00bfNo os hace pensar que nosotros estemos hechos, precisamente, de lo que llamamos materia inerte?<\/p>\n<p style=\"text-align: justify;\">Pero el mundo inorg\u00e1nico es s\u00f3lo una parte del inmenso mundo molecular. El resto lo constituye el mundo org\u00e1nico, que es el de las mol\u00e9culas que contienen carbono y otros \u00e1tomos y del que quedan excluidos, por convenio y caracter\u00edsticas especiales, los carbonatos, bicarbonatos y carburos met\u00e1licos, los cuales se incluyen en el mundo inorg\u00e1nico.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/3.bp.blogspot.com\/-IO7zpTA9Gqw\/TvNABf1MU8I\/AAAAAAAAAOg\/jG_CA-apnAo\/s1600\/carbono.jpg\" alt=\"http:\/\/3.bp.blogspot.com\/-IO7zpTA9Gqw\/TvNABf1MU8I\/AAAAAAAAAOg\/jG_CA-apnAo\/s1600\/carbono.jpg\" width=\"482\" height=\"157\" \/><\/p>\n<p style=\"text-align: center;\"><strong>En tit\u00e1n existen mol\u00e9culas de Carbono necesarias para la vida<\/strong><\/p>\n<p style=\"text-align: justify;\">Seg\u00fan dec\u00eda en alg\u00fan trabajo anterior, los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> <em style=\"mso-bidi-font-style: normal;\">u<\/em> y <em style=\"mso-bidi-font-style: normal;\">d<\/em> se hallan en el seno de los <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a> (<a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>) y, por tanto, en los n\u00facleos at\u00f3micos. Hoy d\u00eda, \u00e9stos se consideran como una subclase de los <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a>. Sin embargo, debemos tener claro que toda la materia del Universo (al menos la conocida), est\u00e1 conformada por Quarks y Leptones.<\/p>\n<p style=\"text-align: justify;\">La composici\u00f3n de los n\u00facleos (lo que en qu\u00edmica se llama an\u00e1lisis cualitativo) es extraordinariamente sencilla, ya que como es sabido, constan de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> que se pueden considerar como unidades que dentro del n\u00facleo mantienen su identidad. Tal simplicidad cualitativa recuerda, por ejemplo, el caso de las series org\u00e1nicas, siendo la de los hidrocarburos saturados la m\u00e1s conocida. Recordad que su f\u00f3rmula general es <em>C<sub>n<\/sub>H<sub>2n+2<\/sub><\/em>, lo que significa que una mol\u00e9cula de hidrocarburo contiene <em style=\"mso-bidi-font-style: normal;\">n<\/em> \u00e1tomos de carbono (s\u00edmbolo C) y (2<em style=\"mso-bidi-font-style: normal;\">n<\/em>+2) \u00e1tomos de hidr\u00f3geno (s\u00edmbolo H).<\/p>\n<p style=\"text-align: justify;\">El n\u00famero de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> determina al elemento, desde el hidr\u00f3geno (el m\u00e1s simple), al uranio (el m\u00e1s complejo), siempre referido a elementos naturales que son 92; el resto son artificiales, los conocidos transur\u00e1nicos en cuyo grupo est\u00e1n el einstenio o el plutonio, artificiales todos ellos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" style=\"margin-top: 8px; margin-bottom: 8px; border: 0pt none;\" title=\"Volc\u00e1n de hielo Sotra Facula en Titan. Cr\u00e9dito: NASA.\" src=\"http:\/\/www.circuloastronomico.cl\/imagenes\/planetas\/titan\/volcan.jpg\" alt=\"Volc\u00e1n de hielo Sotra Facula en Titan. Cr\u00e9dito: NASA.\" width=\"521\" height=\"199\" border=\"0\" hspace=\"8\" vspace=\"8\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cient\u00edficos descubrieron posibles cr\u00e1teres que expulsan hielos, llamados crio-volcanes. (15 Diciembre, 2010 NASA &#8211; CA) Con el sistema de radar e im\u00e1genes infrarrojas de la sonda Cassini, que orbit\u00f3 Saturno, cient\u00edficos han encontrado evidencias de lo que podr\u00eda ser un volc\u00e1n de hielo en Tit\u00e1n. Este peque\u00f1o mundo har\u00eda las delicias de cualquier qu\u00edmico de la Tierra y, no digamos de los ge\u00f3logos. (4 Enero 2007 &#8211; NASA\/Agencias &#8211; CA) Fue comprobada la predicci\u00f3n sobre la existencia de lagos de metano l\u00edquido en Tit\u00e1n.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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QR02\/UJ5a1JKrjXa40ADsDr4c4ueJd0AVJ5NbkzA9PlDZGBlhNmGgHqSR6D4wHPwaV\/9NDEuwHRnF252eM2wVwqEqAz1SokE6JfxrU6g30vAc2VkWcmaWXbKSSKXBo4L15Rlj0qlsFgp5H1j3hmKCVqCqg13uN\/0iis6fmLKBcaaj+U7coLws4iynHw6i4grEyJU1NBlWLKB8vD6wpQhfaFJ019KGJLQ9kYqCDiH5QmklIpNGYbgsRzY3ivZhxkU7h3SoaUql3HQ+sXdoeBYMUM1W58zC2XiCL18KnygmVixaNAgTidv7QfiIsmZyH9o+kUChoQTHjxRsJn8IPn8jHrjVKf93\/tGBXzihmt9\/bRAWpSNEgnfvfDNHqMQRYIT\/SkHzqqAhMTz8T9IuiYnYffV4lDJOKWa5\/U\/WJAyMTSJE\/4rikzVqLpQB\/EqnkIyVhVu5IL3r90hl2Z0BPg8UMhV2brT4xvUwDOZIyipNSSWr4xgpb6XNGEb4nCf+RIe4Jc+jxmibJlVSpS1g3IygcxGdHRcMliSjMuq\/dTt12gdeJWVZiQ5+9YUqxpbMdetIHVjD+bwAhg6D9pO\/35RU4ouxMI5GMUqjQejnFG81Z3pBAzEClOmkAKtFZcxSTrANOyI1b5wxwHGDLYEt5f5hGnFxSbPEXInbuZPEkqFw7VJN+kYY3tJiSmWpqVUAK2pd+dNKaxwsvGKSe6TB8jjU0au28Y8cHXzAhOUBLhLDrTX+pvIwum41KUgBqBr15\/Zjnp3GVqGnyhfOxS1EuSekMU\/wARxJJpf58q36WhqmetGHK0J75DjkOmp2+jxyeDRlIKn+\/nHXSMUVpawYMGLbCz5vJh5QxHAYlXeOZ3N3vBEhmDqD2vU8\/t4f8AEcLLKz2iVrLWShQdzXRi3UfTNXC0FIYgDKwzIS4BF3DVuXeLcWA5AUKg05lgfOCxLUz1I3DEJrZxT1jHD4BQ9wEcyQCPN\/IeMEoQUrBCQkbpUK19kghJy8nNWjODUJFHH+YomSkKKhU+DjpWLT3uEtSrEt1bTwpG\/A+ISsyu2BKW0YkWqygzecNoujsm7\/aZv4AA3JXafIeMDTZWWzsbEpa\/iW8CYezcThu7lQFSxQgIl+JLoBB55ukYq4bKWp5IDGyKvzq\/z3rGfPPa4Spe4+P1jYTVD3vC\/wAoJxnCpyDWUobDK9NDdRbnAc6StIGZJS+9OVr6NG5ylTG4mg39IikcxAObkIsmcQb\/ADEbMEGVE7M72iyZ4Nyx5xcqgY9lkteJGiJ1LRIiuZxOIrUkk2dy\/wAYXzsUrpBisOHd69YFm4ME7eP6REL5mJVt9YthcKpReggpWH\/hqLEU+cFSkzBRg3WvrFR7KcUL+ALfBokrDSiXIPiItKSX1fm\/1aNv2dJqbwV6JMsVSw6f5jwJ5n0j1dNH8R84zQpWwHr8IUa5LXjwy\/GNEA+kaZeUWAbsfDpGSgfCGISNY8U2kAsKU9IiZJsDBqmN4kieqWXQop8XHkQR6RMGMrhsxR7ocwZL\/D+If\/p15lI+cESvxPPQQ4Qofy5fVLD0hvJ\/EOYVAT5fGJiFcv8AD0\/XIORJPwEO8HgJyEgMlXRRHxApGJ42PzDzH36xgv8AECU1zPyf7ES6NOLKUj2wEjcd5\/g3lCmXj5RNSfG1NWFPSPeKcWTNSRlPIvb0jn5ctRMMV1S8YigCgen31jIzn1FtBU+L2jl1LIUXtvG0tyHS\/gYeI6FEwXdvGFXFsKhRcHIpjUeyrkQP+QD8jC04lW56RDiCaEmEiOhwH4Xx6JQxEtBmy9FYdYWQ26UnO42yuIrI4ocw7eW1WVQhYqzqsp2rXpFPwt+Kp+CmZpZBB9pCnyr6gEVGh06UPd4z8U8L4kgDGS5kmalJyrBcinspUkVGwWlnhilmBxQUksc9RlPepahKT3f6gG9I1x2BQtDqMlKrhQKCFB6ALoo31oOUcTiFd45FFgTlKqKbR2JAUzamLy8XMHtKQvTvOS\/NQUFUff6Ri8O9i6acQwaZZooK+J3sSKHnAj9OkeSuJywlpiZotVKgpO1QUU1949IvLVJUDlnJUrRBdN+agA4pp4xqWz2M+1i6VEfpaLzsCsMQl92IU3kLXrFELSda60cRqUEInFtIkZpHSJFClGobzAi0qVXeKImGNRNMQaCWdhEKeUYurc+seKWYujQc4vSBUqIi2aKglounCqNgfAGB0zGgvD44p28awRQoI0IiudtIYJ4kDcP1A+kCYydLNqHlEVVOITqPvzik2ahqBXn+kBrnRT9oEFaqnRmue0DrmDeMFTaUd4albTZxepEVVjm1gRQKm1MMcHw0Cqg52Z2iXlgzTiFH3T4\/WM0YmhgnHLYJD3q103bo+vlGEjApSFFRLHU+6x7xAerV10gjFeM5xbCTyQa1fyjDiUkJUQO8k1QrcaGJw9Bq1zbnA1nMUQSLGGOGU4zIU1Kho1xnDiE5lMDQNQg8qWLCAhMSgOG71g7EbPygGfAZKJuLkImy1TELmJSpKSUlQUctwxuQfRw8fcMT\/wDGvDlICBKMtlZsyFErVfulS8xyl9NhHxHDSQsZhQg3AcGmrR3HBvx7jZKUpmAT5aaVB7Vv5gS55lKidYK+hSvwRw1Kcv7HJI3WnOr+9Tq9Y+Mfi\/hKZGLm4dIKUIU6CqpyKAUmuoYtXarmOn\/Ef\/yMuaOzkBcg1zqV7fIIb2et+kcHiMSoqKyStSjVSlklR6qqbHygRWUtQKio0sKhjzbptEmSAA6P7bg9C1Oh9NQzNW4JSGTzBvTeCpK6Epo9nIf78YAUYhIPtte4tXRvnGyZyDqnZwWo1Y2nywtH7xALUf3ugIrTaB5XBZSkkoUtKtMzZdL0ff8AWALlT1j2ZhCfyliOVGIfnGpxLqdSRTVIHwG0KMbhJsoAE5hd0l0je1jHsriQYAnrUGA6mVi5DD96v\/8AMfWJCKVxBDCqRya3pHkFXQl4ulEDSlTK5kp8FH6QZhMKFFqDW7A8g9zsID2WkqOVIfp9tBaODqN1oDlrvW7HalfCDZmJkypTJd6AUBzPWjKfNQ+6KamFhxyCc6yRQpSFuagGqWuxUL5amoVCdpW+HwaQl1A5gWKSoNQs4I32fWF8xgogV25jwg7B4gTEDtEywkAAqSQnOB\/XVwbtUuLu4+MCWK3JslIANGuFd1rAkZVWBcCkaxA6jHhVFY0kSFLOVIzHYfdoiqZ4qpXpDUcEXTMQCTYDM3UuB5P4QRI4KgNmBLm5LDr3S3rDVc672B5DeNF8OnEFpai16W847GXgUo9lCRpYA21c1BfStHiBBqkpqLZcwPkDlNBqIzpjkz+HMVlzFAFCwKg5a7XGu\/whRPwGIAJ7FeUEAlnYm1o+h4nEoQnuzVIDjMTcB2YVq1CyXrtHN4bjAQo5vazGrktsCkJqGFnfrrekzsr4dN7F+0lqB0cMR4GsPeHIK3ITpu3hDvF8TWAF5CUltWqaVHL9WgPC4wOSC41oARelE169Izk9nxz06aZcxlocEvloWBYAh+lvrBvD8NKnBRSVIILELDkczWNZ2GSpTlINXs55fKPEcLJUFpOVViw9oUu1doWgiXwNDFIZaK0mFlOwAIKANuWl4mG4EEMQlLGtCSRzJ9drwyOJRJS5OZT2Tdy7B4UcVxy+zzqKQ5PdF\/4R7RqNqmp8LJfqaW8fxMsqCD2mZDsUkZbu5BBJLDRvGFKsNPWnOEOm+egJ1s4HkI9CVlRNCaODQ1sLVvBEjHKSQAopCQwSQHG3lpFROGz1BQTVQ1AALw+lz0yu\/M7XKp8qahQ397x50rCDCKSleYZr2UARrpSDZuISr21JFL5XN+riCmeM7CYkrSpGZndRyLHX3VC167GEEpZSRmbvBhUGxc20+kYKCMzpKgAbvarBtYKw0zMp2KgH7xAclxQahgTWrkjSkBsuQCxLp2ahNH+mkZKwBPsruHY7eTQdi5q6lKA3V\/Nxb9YHXLWO8mgFCkOWAeiSCSoB7X3grbh8pJoCBuSKk+cFS8MpKjdY5Ky+hPP0haJdSqiLatTcgUr1tGw4kU8xoD8+XSAbKQQAoIFPdKgT6ufhHq15yAEAKagUQfACp5U3gKRjAUupxyNRX5esXRMN+70zEv0DHypEEPCN5Uvw7QDyCWiQaiYlq3\/lf4RIAKZjc1MndBZ8gca3ZuTav4wKmbNXMUEAByUjKkB+l6ZXNQGhoeI3EyYG0BC2AqbpdVX5wqM+UoqaapDlmyZiXIZsxDW12jO\/qjcGBKCkzAKOwDBxQO5D96rUNiTGBny1jJNSTq0jKQCAQ5JXQno9TTffETU9nLQv94UWWwSobpLE5g5sa2s0aS8eBXKktRnJPqqhraM+Ul6XNBKny0pQlMxCiQVFBK1WDB1FgSag5ACA7PeCZpRlZKQtNHQkqejOQFsedvGC047OCCGdwM5CqEsa6Uo7RqcIlLgy7VKFzKWAAcAir3YPuI6bb6THOyAJi8qQUvuWAAFSS9r6v4x0WBMtMtSQg5gzTC3eNPSpYf5gCbOuMiUZrqKsyugJBJtekBTphSX7Rrs3vc7xnytpjo\/2k3YHW2zE6AtZmalt4pOxKlEqL77fDSFmG4sVe0guTb5tTlFcVxVI2JGjh+ldYaprI4tlNLsXOfvVoHd7PZia6RVOLCitiSkVzZSEqbvKSSpTh3F3ckbgQrweMQoBTM5Z1VDjY9NYPGKTlKSUqTmzFNHKmyu4HdBYD1YxqJXk5ctzN7QKCGGVubEgMEtr3ubwPNkImjP2QbcZsygwDCr0t4GGOG7BHdKTmSTUJBFaajM7G5+cFony8pJUpYPddwCks\/5jT48oqEuNw8yYHloVkToQaszAAEkNzHiYywSVj2pZD66tYgh3DMm41Ohh7isQlIQkMVrDMG5DvVo7k5a6U1jSXK7r6CqgVAVrfvDax50YwX4VIlKTXslUdiSFeJALdBfXlFU4pSzBHEsOCVErMtAAIl0AewFhopxSzs7GF3D1qdeZRVVhsw25G\/jBkRP9n3CKlTuQwd2IJ0FajWFk7BdogdmhKFJOZOYEDmxLqf76O5TDNTmLXq9Wcbx7LlMcxLK1UVFy1qi5vbnDUcFipS5a6hlNbXmDp984wxOKzEEhlCha1Khof8ekTFVSUqUTd2JFWDqo9Nze9Y5hU4FhlZoAhGJ6xtLmvVxeoa8LwY0wylZhrs5t+sAwmroHqdoNmTAlOUHTQVP2YWAsasPX4Xi7t476\/bwUTIUq5UTc\/R4P4TjO+UqqFDugqZjRspAcHpeFYL0t9\/5gzD5XYByDUXfkRZqQDHG4XOM0sgOMwBDZ2LKIBsoEF2ADeqQFRWSogLt7NaWHKsGSsQuZOAQAlSC4SnIHFQpzmylTKIa97tFsbiZalMp0rFHbkKKGogBzOoMtVe97NDq2rU6xaRPmAUcl6BumrwNkCVOSQP4bHZj10MXmTgRqNtiD+sA7lYyYwcpB2JL+giQnGISKOfBIPq0SBoqVKFam5BIQfp4Rvh5ia94pAOqSw5d3W94JxXD1pYJKA5qQSG65Qz33ikrg6nYkkE+yO6NWO56vtTSMZrQmdhFJTnKgS9qlRvo1qa+UDTe1UnOxOVkspXerUBCCxy39nwiTOHZO8VBLX7oKiOZqfvxgvDS2ygKTm1N2BNT7V2I1LAHwnjFYyuFrmDvEo5BRURpUuwNbPBipM2WjLLWptEF76soFOm7VhlhUCwFD3nALlxfV9AABtWF2P4gJQKZfeKbsHylsyhQsCAK60JLARqQIcVOmlR7nZJTfMpz0Dmv6x7hsMVUzFVyRQV\/x8oMmoKxLmK7wWRYso1qO8nTdlDraLYHA5qqCkAUUVqCBbR61cWFOohiPZ6UChKS4Ippvo++kZK4GChEy+Z0pJWhLsQLEipfWpFbMYc43CoKuylt2aQWW6AFFqsVEMnOFVJc3qLgHHCTTKVKBygIqC5e4GVife330WYbozhPC5hQZJJBXZKizJFyQB5et4w4nw9SJctRH7oLVlWSD3izt3tk0s+5pDjA4+TKylRGY91YQSpbKqoEZWody+2rbo4rLny1ha5qMtZaFZUFJShISE0IW6gSQK6kpcAWf2hRgsGFqPaKmAIKUnMO931FKXqT71k1Gam8bzsCoHIFF0hvZolhamtqtrygbhuIMohSE5i+YpBNH7tQEsC6g1SO8NYZYfipKwpSFJKKso3ILlVGNSbaWpGr6RhKQaIUgBh3sqgQTlDGtb5na4IrRz7isWUlOZAKbVBSzF7pFQHfQ1Eah3ICQkFnURps5JNK8ztCyXNmrJCqOKlRLAgtVhzsaVe9Yk7W9K4mZmWXGhsHDGwLDl1gVc1CJuUPlq9UqTZx3hz+ly8ES8L3ik0IqAH7xOitmbzMDFGQl2o+g+tz5RTqm2FnBaU0URR2SWS46UofWDF4ZPtu\/w8GLNR9XPgAlw+PKHZIzAMN2BOjs9b30gnh2NmLK5iir2Xegf+FyAXJZg97RiXvC8XN\/iDEqmqINAmwLg6+nyaOenyAkBQN9Nj9Gjv507FTF5pMvOkgg5klrOanKMzA1BqH6QdI41Mw8syuywqELKgtCRLdTMFZ+7UF6OH8ItqY+YDrDKR+H8QQD2KxmFHyiniRXq0dv+wSE9lMloCc3slEsBTqFwSCMoZTWLCDMXKWnIoTFFyyVs+UMKAuSauXJsGi\/NPrjsD+GJpClK7hSD3VVLg2IFn3fwIhKVGp5sR+U1+hj6DjcLiZnc7SWoUDy11AFgoFAo7+y56tExWHnrTkMyUpDd5GcAbezMy3a\/LSkZ1bI+doW1z5wxwU7KlRFiL78gY7H8KyE4UlaRlXUZ15CRWgAKywoHYZixGrRFysPMUsnDpGZ3KWBclyoBVAX\/KH0Zo1sRz3DMJMC1LUMrpAqWe1Skl22tpB2Owcuanvgg6EUP69DvAapMyVNKky5xS5JSSpR1LlrKGYliz13hsMItSXLpqLh1f2kghhXewaIOVxvD5sl6ZkfmSH8xp91gSRMTYkq2TVh1rXpyjo+yXm\/ckrBOXYvZyxLB\/HlGk3gYXUqAO6QWP8Axh6MJxLPL76xIaS\/w2kBitb9D9D8YkNXHR4cjvu1nGbN37OElikljr+sKZs9ZV7YBCu7LfvFJZlMND9iMsUhaVk+6osA7Jqc3\/UWQBQe1R\/FopMXIQkvNSFJmpPc7ycpCST2oqQC4yilCwq4tUUuZKQ8yfmUk09oiruFeQUGG8LZGHVNKwg0qzqCVKTpr7TAU3oAYWYoTMQspSQoguAmlLPWjesPUTAlPZpUQSxUrQUBBpW9w1aQQ7wExeQpBKbBgTmU1mND0B10gVf4dX2lFLQVAjLMuXPeto5NSIvwvDKUkGZmUVElgKqGpWSDr5vUwZOlkqCkuBUnW7i\/jW0L6CyaqXKGR05jTkLjuk3r7wGpbSBBPlhXeW9+7lT4Duj\/AJHwhjjsWpC+6ApIq70OinfatC3K9VcvFS5iSsJTcgEAWBoQRvtHK8P7a0dIxSad1BcezMCVuXoahh4NAeKyqJUQoivdExQSa0ACairGjGjWpAs1eHJ75VmL5S4rcEeoDAawZgeGJcrm4aaUN3c4KQDRipykszkM9rVMWS4gDALXmLJDHQvT+pZYdYdmR2ftrlqZiyCVJe4DsHELMTIlkUUUhRpmzFKdAQQkKpWgT5xlwjhU1RMv\/qJT\/qJJCCNCCsA0JYulw0XxNPsJjCZiRLWkChmOCw\/MpI5gAO1DlZnhhPlZiCwqXYH1OwjWZIlypSUoS6tnNSaAVubDVozRnMuYrKQye6zmoNQW0Z6kReVt6JJO1psop7pBJLmhTQAgkgAtYQlTiHKyk5alrF6cx000j1ONTlmELTnCAznKfa7wO5qKGl3hRKm1zqJc+09Kh3ZtI1Ok9j5GJUCSEkA1ILW1rvU6axipQOYkEA21Y7l72MezwwJBuxrb1uKV8YGJcHvBTGz36cxWFIGmrCCXs7E9bP8AXlDrD49a5YRL7MhJASvshnDbrbyJ0EJ50l2rRVC\/mmu\/6RbCKSAyhSxHTpW8ZUfjOMTUJGbs0En2MqgqjDNUVJepHpaBZfF1MSBqHIKgCamwqbbw34NIMhQmOlQKSEJVLCwoEFILZgHuI1nY2VlCDLl1dzlyOKN3EqypbkLaaxm4Skc3iE9buhI6ZnS1T7SiRWvUm0G4bjE9XdAKrUINADV9a\/dopOUliO0QmtPZAoKVyA72rHnDuMSiCiYUBg4Uye8RYd4ML712iy\/gJlpUXyZsvvUVQWYkXHOFuO4IoF1TlpSoszhbPpVY9W8YKk8aS4yoBC\/aStRygNcKCiahyQacmjbinE3pKzKBLOkpMttmAYW5dImZTWfB8dKkIIVOK9EkoSaWyqcrcBwWILfApSUlLJmhQBdpboJN6Fm8NPOA8F+zzSozWSoD2U90lhqCo7swHQCNpMiUkES0kge17qhQOQCXDPvGrEe47IohKlTRmJZRJDjmCkkksPKLIlITLaVNWptVZT4XH2OkXl4hIzMmjFiAos7MTUseTm1mMbHEoSlKcqe0LqqjKSdgXYixdgam4hnR6Bdmtg84gPXMivilmqdc0ETJuZbA1t3coruaEF7MY2VipZ9rKlt6hWg9lI06xjOxCMhUSCdsrEaOKGmlnqIxGkRxGWAylpBFCMkynkWiRhKVmAUFAg\/+Qj0Mt4kVDTjazkUlzlHZsnQOhywsHj5th0AqqAai8exI61l3uHlhGG7oCdaBveIenKkZYX2z\/KPir6DyiRIz9bno4CAFzmA9r4WjaYgMSwf\/ABEiRORxJuJd0ApocxqKG0E\/igMtBFzJlknclFSdzEiRb6ZnsN+GhlkT1posTUJChRTFIJDirPVo5\/jdZrmpCaHUU3iRIzD6PTLAAYAdByjrPZQwoMooKC6jbrHsSNfFYFAElRAAIZuXSHWL9htMii2jhK1A+YB6iJEjX8bPP0+aSJaWFBW9LxbiiAAlgBRNg10gn1jyJGZ7b+RfCB+zBr3xf+mNcGkZLfeYRIkWsxaekZJdNT8RAE0fv20p8IkSM1XT4KWAqcwHdm0pbvabQfOQDh0EgEm5IuxDPvEiR0npzv8AkQy8Oj8qfIQs4skJokAAqYgUBDOxbRwD4CPIkcvrpVeCywUTQQDUXH80AypYqGDVo3KJEi\/EEmWl00FjpzMfQOGYGUuQCuWhRCkpBUkFhkFA4tyiRIimHHMDKEvKJaAlgWCQ1tmjleEY2b+zkdotsxDZizd2l7RIkan1OQ3j05SZcspUR3DYka8oRJxC+73lVSHqavd49iRmrwEoNIkSJHF0f\/\/Z\" alt=\"Volcanes que expulsan hielo en Tit\u00e1n - RTVE.es\" width=\"238\" height=\"178\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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qESd\/drSjm7BudYu+GgZ8z1SGkyzuDiRRzxL68oV4CSmd\/MmKBSAyU6vb5B\/MbDA4X0pSUWerDRIoBELESKJ+FC8ylGhfvrDPZmREtIUwLP0gPGJKyNEpYMIqmBRUCxU2hsOsCdM0Pn4pKc03UlkvroGEKNsmUUEz7GgAFSbUA\/d4snzmJmTFBkUSOfFoyu2saZqmImKUTRAYIIbU\/NhA3ZGTGezcWsjJnlpSndIUC7aa0hP8S7Gkzi\/pKKpVjLUA4uG1+cefDuzs+dGUqWslwk+0WDqFGHAHWNlsr4aElITlB4JFhzOj9o1Rb6FUpM+cIKQFFYWc1sywWAY18RxLxC8QopQqZLDsaAAEVcF2KTekbr4l+HpRDpQEqBelQf8Aba\/SEOGnEH0ZiEozjLmFAOfnQxrg0VTrsHmYbNLWkVSSH3Wd2BjqclKgJclhUPl40dvzHGIVMw4UhUwlJO8kSn+bhx0r1jjCzyZgRhpZQQxWtgQx1c0V0jEmDZ5gMOuSmbJDFa1lTAg+7sXMFTPhxOUkKKyQHA0IqSOYe0FIwuRSphlqUsEqzZr6fTSGeJ2pKky86iHUQB1azR1QlSRzOVSMlh8MqWpnBAsfpBm09nZwDZbEEOGUNRHK9vqCiDI9we1v7biLMJiyS4EstUgN4ZQLRXHNJmSlaMthZMtK8lVJVdNlA+Y9nSZaSoHMhbsAr5W+ojUzMJLmF1oApUHTgQdO0L8ZsAlLCYogaFIXTg5uI7oO0ScuRLNISQkKUzvwD9XcnqDHSN1JKkJUlT5k+6\/FxHqdkKlh0soH9OVk93JAPiC8MSAQVGW\/6DQDoS9PEW0TRvlFmI2Lg5ksgSEJJsUllAivEU8wm2x8K4cS0qlFSF2ylYUFH\/c2XrURuZGHGXfmJIv7K9cxB+RjD\/E+OzTglBCkpdsyksDxoHYxOeOKXRfFllJ0mZfEbIKbEXYgkAg8w9ucUTNmTB+ktxNH8xrcPOSuhIUzMSGIDVq4pyywbLwKZiqzEOQ4JKQ5aofJRhxES8KLLOz6giWrM4APj5xFFSjoASeZjtRQFUctViDXu8RRCgQSEgvTh00eOnxo5ZUjxU8JGUILPVRLeKu8C4jFSSVIQVOLhiUnuaHsY7lyJZzBs2UABz9tGjhUlIqbpdw\/0AFe8RnCPRinQBIxJCyhRdJHtQkDuXcg94rxezguspRVwBNuPKGcyQlW8QCTxSx+jxXupUEhLdtfoIk8UasdZWI5mAmprkU3IUHeOhs6aXyy1HUOG+sPJapgUpQzADhYuOUTBTFKUokKU1GS56W\/McORqKs6Yzs+e7amKlzAhSVJJBCgzM7MYG2ShS1KlA1AbmRxj6ptnYcqdLCJoD0KVOxHQt8oRbP+GESVlSVLUeYtTiPpEN00Us1XwzslOHw8oE51kAFR5VJ+cPcVikuwLmjgEUjJHGqS2ZZbhVwPP4jtGGXiN4vLk\/pYMT2FT5ESbEs0AnEpILJU97hu0VYnHHK2cB6DKKuLl6iBJ0tYTkzBAsnja5rCHG7JmXExZUm1aF7vyhNgGsnCoNpxJOpLmvUQw\/7dLAKcozEVLsT3FoxuyUTBMCVjeexLPrfWNSEqyqUU62oQALGNsk0NtkpTKBYFKeeni8FJxynLAnWvOM\/hse6gli16ihhykundN46Md130bjXHfQDtXFr3hdwN3nAGIwKZqCSN5Oh17Q1wUolayoOLV6wf6KQbVIeN5auzHdbWYfD4SdLBKXXLP6CTmHAg6twME4LaUtanIbN7gzHMD8jyjaLSVUYANZqmEmO2NKWsEpZWqk0+l+8YJsDInIU5SssDmKSLj7Qk+IJ80pbDykqJ\/q+rcofnYYlOrPmTYvdo4mS0JfMmmnM9W+UNsJJc2ZIYBc6WQtZls1UkKKm0YWfrBOH2chIYJKgzKC2BHjSHCcXKD5GBJsRQ8b6xcvEJIGUgK0FE+DQxmzFpCyTKUlTAaMASP2Q0UqXMCkoZSQD7gadIcqxQITmJJGlHPc3MESkoUQrIovR1X6kPHoYJf7f2RmZjF4hlFKRUVJNAeh4wJjEJUoHIcxuS9e1+4jU47ZqSAUoJvah7aFucJ5uGSl0qGj71CB5DfOPQi\/RKzP4+YoSwlIAmFwhWVShe3FNHrGUlbMJmNMSFigBSWLEXCk1cagw323tALVmSVBILJWkghweAf6jpFCFJWl0Z8xVv7uYHmxqBzEZJJloylHopmBMtWVO6hxmMxJUG5Z0lQ4UEdYlCXHpoSUE2ltShq9eQsItRj1LyyytJKRosPy3Jot3jrEYlAotkj+opKfCgpozgsmb+bOZQUXbQkk9Db6xSZvqkqW1K31+gfheJNxAJAmIFqAivWkcesrKyhkTorN9rtDzmokFbLcLOctQDRxvDk8XTpWcuFPlH6SK9aUgLD+lvb4JvmHT+o3MXerJUDQlIGjOTza8c+6KUUylzEqDCv9VHtygU46ZvUZzukmo\/9Qct84Mw6gRmSk9uPc0jlSCoEhIBFzr5jmz5v+UWx42+RaibNzmXMKyk1zCiQf6TlLt2hzsZKc9T1yqIGlhCidiZi0E+jOTloC58gi8EbD+HpmcTVHO5difsDU9T2jz8s0+C0YtGnxONJeii1nAYc6wBLZiUqdg1XDvxLPDCbJKk+wpUefDpFMuRlBLEPoWHUveOKWVDUwKXhQxzZSWsTQfVofYTGJTkSEvu0ao5nkIWSZSWZICSKlvaX15xdISHSASlOsJ5LCgnG4kKuUgp+cUy0jKVkuf6LP0eBZuJlSppUKlr6Nz4QlmY5UxWcZwEqOunTUQbM0aTcQkEH06CoNq8H4wYnaIUkroBQH\/T1Y6whO1vUUmWlRa7Zb08feIcpWZa1BlCwFH0EZYjiabAIlLN0g8Qfsbw6wxQgtlPUWf7R8r2dJWmYQpZSUqYXTq4cjlGqE\/+WVFSjwZj5I7xWOVx6MSaNxKmIFCwcu2sVz5jvblGHlbYWkpCSVpIISaXbUmKV7ZnLSt1MpNAQCwPPjFH+l1QNtqjarnZRmzJAPE18wrxGJBKgku1X\/dTGPlY6atIC7vXKd2lbEPWL5ad51qWCbqDtCPM\/oqxjebtwpNX3hWnzbWAtpzlzEMlQD65gzfvSKpAzFkklrV\/Lx1\/CBT5qH+n96w0Mo3jQvwMhkkFKVLHuUkUfQEQSMSDRSQGsRw1BeCRgVImOAGIZ7RQZNSl8ywbGpVxFKGK7ox4yzZkvOsEbiCKgh8x70c8RDybg8w3SORt0jnZrJQ2UOdC1Ow+0XScYkqylieDsRF8eV1wKsCa5Fc+RNSWzrQvRrE+GhN8STZqJeU70xYcFQduIppGo2liEXW5UKhKmCS3A2eMjtnGzZxdISUn2ud4d7A+I9GOdtWRf5zIScFLQQSDLUpyUEJKFGxo\/wDmPMMhUlZPqZFE7p3k0rQKbKe8P8PglEETZYWCPcpsw1qRToRHnpzUJQhQdOigSC2l3BPF4ssv8GPG\/bERwy1KUqYULGW3ppSu+ti+sHoXIYJUAABXKAo8HZz5eD8OlKV\/zFMRXMUvTgdPEH4zApUQpCUO1crpPdnftGqa+GqD9sEXi86wCSkksnTzmv4g1OFBOYl1J5sl+Lt9IBkYFSiM6R7XCiQoUtUGpHOPfXBzAESxrUf5AcxBybdsdKlSDp+IWMyjlyJDhqk8d28Vy9piakEJ3NcyW7hzr0hfhdpjIyiVEiguaFv0\/YQxw84zmEtSgwDhQYDkErDmEnLVWPFWwrByZeUryLCeIpbkkvAWO2kth6CFAG+YZiBxytvfKHErAzFAgpUAf1WfnQQRgcFLllCPUMxQFXoT31jglKlZ0HGDlLKAFkF7Pf8AtZhDbDyAhJTnAfQGvR9BHMmYkqIoA1LO2seLWGIzJ5EUP0vHFkdRAvxM0skpQARcv9zeA1zUm43r1P0JFo4M\/wDQoEud3URV6gEyhW7WAAyngKRyAGSE5XWAHOhDfWKJKzmFCRcke7zpHuIKgh1TSSbA0PRxF8rDpCAEuom6nqD3jUYItqFS1BIUlKbly6uloU4qRMWyZI9tSwLHrWHuKJIMsVUHLlnP2hZjZ6k5Mq0pIunlzHCHAo2bOKykKO8klwP394JlhKlhYAK7LJGUpGmtoDkyCvNNcJAVXJq9iTpF+DwBLzAStWuZVDwtbwIDAzbEkLlqYgGwKS3l4C2JjN04cA7idOdyeLx3icOgFK1KUlSaEWHO1THqMqFLmJIJZgDRQFyWDvAAeJ8r0wA6Vo0Lg9YAxGJSiYyUkqLFRJb7M4jvac1KpaSSFPwABT3hMcFMBSoTEkEihIo335RkugRoMNOCgTqK8Q3OFszGKILEitlCh4NCjGYlcpavWZaXGU1DPdjbsYayUCYgK\/SzuoH8hoSqHXYTs7MsFtw9OHMU8w1lhmJmPwcX5vCnDYkA5MpANcwPbvDZ8pCSl9QWIqePCGKosCwdXeu99oLlLzgrABA6eYonS1MNxgdXoO+oijOEJe9bpNuo1jVwaHDFJWWat726coqTi0BYuU6mhI7wLMkgKTNIOawbpwi9EhABUWKmcgP5EVhkaYKKPds4gAJSgpWgukl6gH6xlcLgEqSpKj6hS5SAr2j9Nkivkw6xmGQsCgIUXGYVPHvyMUj00JCZSGINFGnUf4jphlZupXgJe5lVNUmjZKHLq1RURVtKSZQZBzhTApygeCKQzGLJ9qbWBvzoDXxC\/FzVBjnB6huzkRaGSyWRUwbCyppotCR0WMzdLGGuE2bJWXSnMWZQJqn7VgySkqSCVBZAqAzEddYgMuWMzKAP71h9mSsw8+aAlJlndNSQ1PFC\/FhFmLl7gKV5Sqz7w5lmLxZh8PJTuOUkmiQadga+IHnSVS5iSjeSSxSQCW5AkEx20c+wLKn+kolKXKj73DEijsLdGhvsdKkqE1ZC2v8ApH5iYeSEndSGBoCouCbggwMiVkmrUpSglvaw1uQ7uIjkTfA6mjdoxqciZlhwajcyYr2hNVMG4LatTzR4SfDmKBUpC95B9ptbswMPwkFLb2UG7\/stHDlTbGWSJfh2SkKZzap18vAuMQtRFUg80gAcdawVLYAB3F8wD\/OApqZilG+Ww3Y48sJPgbdBeCUApWRQYXoHB1YxXiJRSvMliFC4N4FRLDFgApLi7Oda8YIw61AEatYmkS8cvhu8ST5GfQuBZRNIPThly5Dmg4Uc9xAJlFa03YVLG35graM8iSQlTgGr8Ixwa7N2RkttzZyZqRLJy3USzs9RUVi3FIVurdrOwBBA0NIqm4reJG6Abk0bWnCCFY1ITRKa8HL9hbvGpUDYuO0FoWf5aUAn3As\/Ip494ZYiWFkkHKogcDVuEL8fImKTmRNSx\/QEhx86R6g5EDK5GoK6njxIjZdAlZzjMaQhKM5VMfKFMPm8EJwyUJStSVJWm7Ch+Z8PHGBny5m6ZWUNuqWl241IZ4u2fMWon1JZCQaKzhiP\/SxaEN0YNiZMzKZtAFBzc31y\/iCdnyCqXlTlAAo9AebGLJk7KwTrqWArpUQQiYhIAU76mjedIL4NjF2LpOzEl99STcuA3gh2i44fKllZlvQEFqcgdIZYVaSFBBCgbEB27vWK5uDUwKJgChwFPBMK2V1BJOFVLFUhQNQaA8xQVhvh5\/tdgohrW4RT6ZUMwdKxetD2gnCIupYSXpyPUGxgTZpbIVmBGaoPc9o4VIZIajHUsPnHMvBgqJAd6ty7QbMSQCkK5uTm\/ENY1HMuSVh6cmF25W7wt2xiVSpRKS1bJAKhXmKQbiMUpMkrbN+nnyIbSM0dok765qRlLfy6guLEGoPaGjKgSLNnLLg+oFA1SAXUhXMKoBy4wRjcC7OtZY1JSCBroI8weLQllHPWj3B4WFDFk9RS6wXJOoO724RSOVWaBKCkFBYqS5JDWbhUEeYNnYVcwJmpXTRKmbwwJ+cX4aeTKBVvV9yagA8qU8walKEpyhiA13evBorHOkxJ8oV4JGUvlAIsKj7VgySX9yMvEprXu0HoTLWwVQigrfzURMRs8JHuKj0jo8yOUz+N2OiZNzJQA1yBQFmpHMvZUpCxmQCqySQHrwVcQfhsav1EoIQlI40r3vFe3salRBRkKhQG4BjphbEyOkZLbCJkhe6VEqL7xoBzyhzDzCSvVloOUKoC7v5q5EKZu1ndE7fU7ON0dAWD6R2lBkqCpctVrpJLDUE\/iKtnJKVIbzFAKDpIWOoQ2rCHmGmoKEfzXJNy1tbRknM51GYBwIpXqavHsvNkS2cLBqpg7PxFCIlpHsTeRpF4CYF5krHJNa8Io2jh1KoqcRysH6p\/MJ8MpSVufUCa3VmH1+0aKTj5OR1rof6gN0\/eISxxY6yNAmzJOZKmWpWW4JPyd\/IjyXtCWVFKQrMSKmoHFucFyZQUykpDJFFAsG6RThZ8uYt0IzNQvQD8wvhQ3kY2wxrlAcNUhNYp236aU5MhULkaD8wYhSJct6hRNnjNbUxgzFaCahspdusQlBWWjN0C4mWgl0gh6OUj5EG0CzJEqSMyUKWTQlL068IWjbM1xLWEqBLAAgAcHeG+HQ6U70tRNVIclumhicopMfZluDRIylQQFLPEBR46xTilqlgqEtJemUgA\/VjHu0Ay96WEpYMpBY+BFE7DzfTKs+dIsAC\/nWEkkPBuxjhMWlJCVpvXKApx9mg1aFKQcgypFSxr3u8Jf4tS0sFIJAZQWmoGto8wGPQklATlJ\/UCcv8AiE1RTZlWMwYny\/ed1T5kqykEfu0DTcFMXvqmTCkUIJYBughvLkpykABTlyNDzreKxhpqgSMh6U7UjWqRqk7K\/h\/DFCyAEsahnHzdjDxKAlZJcqY107jWFilOjK4lr5WMUYSYsLYkEAVe\/WJVZXZjVFQSB++jx2MQENnsbajvW0BzyEqSbA3q0FYXIpaahQHO7c7GHoKCZQKJuZwARRiWMX4ycpSd0M13aO58yWOLaAt\/zFG0VSAUZ1NwOZn5VMGo1i\/HLWMoyKWixLEpHUpf5iAMNh0oWpCZaWailVF+IB+TRRjpips1hMmJQDYJYHkcpBI5tF0jOlCkqmFRugMxbUVFe8bqFhxwm4S2bTdIYefu0DmccjOvdplpm8lwY5wG0vTVkyrCOBDO5qx1g7EyTNWHUMmmW44OxpBRlnuGyiWS5TT2lvpxgabhwkhWQFLXCmV4JYxZh8Qp1InJSpKSwUA5ralWi7FtkS8xII9pIofwYZIVnEzEJUKO3EByOR5QTJ2llQAczDVyP\/cYXDCGpC1As1gR1paCMNhCUMpQYaqo\/kNFI3RKSHy9m50lSVpJVfj5gFWyk5MoU13IFRBPwyslFSbmLZh\/mto1u8d6z0ujllG2ZzFfC7IzABSgLk16OYVoORKi5QU3TfrxEajHqLrD0c0jDY6nqNF1K1ZyzjyHYJUpQqkOp2UVO56PblDObswmWkmXQVBBygN3hZhkgSgRSmkOdlTCZbEk0OvOFkLFCPFImAKyFybFnbuR9IF2fPKJmWbKKHYmYFOC97i\/NoAmTVfzA593HnGgmJBlSyQ5pUwgw\/2elABZRWhVFVdh0BaGeCwqMwSGCRYhJBMIdnJCUApDOatR\/EarDn+XGAhf8QBftlqQOwJA1jJ4rEICQFFyD7glz3At3i34rUcqq\/ukDbNSPSRTSOQ6SzBSAlJmAIUlRcKy1+sFKwwUnOhSgT\/SQzcfMAbW3ZSctN7SkWWlJal7RNvkZHmK2slKhJM0IJ4oUyuqlUd46nYuZKOQoCkqIYDXja0L9iHPmz7zAtmrqeMNdmJGY0HthJFYg2EnSkTVBUsgvRzmivaXog13T0NItx4cJJvmNe8F6phRj3CYBIw5VMXmzF0p9rCBJc5IUlAzgn2t7fMN8YHlJevWFG3yyJJFC4+kY+jV2MBgXO8O\/wCYAxs5UpSTZ6B6pV\/u0i3HTD6KanzDKeHwpetBeJoqJlLXNUgAAF+b3jTSUJksFs+j080tFezUhkU\/TF+OD5Hre\/Uw45bjVyChtbsagHkYQY7aHqAykqqkOFMMpe4dqEQ0MsZTQa6Rkvj85ZSQKAoLgUezPxh48ujBxLwwTKGQFVKhSSSejCAcNME5e+hSVospIyg8lA3jnZkw\/wAPc+0a8oZ4M5pKCqpa5qYGBXh8aPUUgoWeJINPP2hnhpIGdLBlBxxp94XSJhMwOSd3jDFSz6iKmMAqxOHQ4mJSyyGzAEH8R5hsQokiZKBGhJDv0MMCadxHm3EgKSQG6Q0TGZydjnmFCc6FG+XUcMrQZiMZuj2zB\/SoEN4iYo\/zUHXMKxF0nrakUFo\/\/9k=\" alt=\"Volcanes de hielo en Tit\u00e1n | Futuro | EL PA\u00cdS\" width=\"260\" height=\"178\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"El gigantesco lago de Tit\u00e1n | Ciencia | elmundo.es\" width=\"251\" height=\"178\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 \u00a0 \u00a0Volcanes de Hielo y lagos de metano<\/strong><\/p>\n<p style=\"text-align: justify;\">Pero, si hablamos de los n\u00facleos, como sistemas din\u00e1micos de <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>, pertenecen obviamente a la microf\u00edsica y, por consiguiente, para su descripci\u00f3n es necesario acudir a la mec\u00e1nica cu\u00e1ntica. La materia, en general, aunque presumimos de conocerla, en realidad, nos queda mucho por aprender de ella.<\/p>\n<p style=\"text-align: justify;\">Hablemos un poco de mol\u00e9culas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"mol\u00e9cula | Britannica Escola\" width=\"201\" height=\"132\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Expertos capturan el movimiento de mol\u00e9culas individuales por primera vez en video - National Geographic en Espa\u00f1ol\" width=\"274\" height=\"137\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Im\u00e1genes de Moleculas | Vectores, fotos de stock y PSD gratuitos\" width=\"142\" height=\"142\" \/><img decoding=\"async\" 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\" alt=\"Qu\u00e9 son las mol\u00e9culas? Icarito\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El n\u00famero de espec\u00edmenes at\u00f3micos es finito, existiendo ciertas razones para suponer que hacia el n\u00famero at\u00f3mico 173 los correspondientes n\u00facleos ser\u00edan inestables, no por razones intr\u00ednsecas de inestabilidad &#8220;radiactiva&#8221; nuclear, sino por razones relativistas. Ya antes me referir\u00eda a las especies at\u00f3micas, naturales y artificiales que son de unos pocos millares; en cambio, el n\u00famero de mol\u00e9culas conocidas hasta ahora comprende varios millones de espec\u00edmenes, aumentando continuamente el n\u00famero de ellas gracias a las s\u00edntesis que se llevan a cabo en numerosos laboratorios repartidos por todo el mundo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Mol\u00e9cula - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTo4zVDVM7iIqCghvNDQrvVN28MsVfGXV9G9g&amp;usqp=CAU\" alt=\"Ser vivo: Resultante interacci\u00f3n genoma-ambiente: ATOMOS Y MOLECULAS\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Una mol\u00e9cula es una estructura con individualidad propia, constituida por n\u00facleos y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>. Obviamente, en una mol\u00e9cula las interacciones deben tener lugar entre n\u00facleos y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, n\u00facleos y n\u00facleos y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, siendo del tipo electromagn\u00e9tico.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"POLARIDAD Y PUENTES DE HIDR\u00d3GENO EN LA MOL\u00c9CULA DEL AGUA - Curso para la UNAM\" \/><\/p>\n<p style=\"text-align: justify;\">Debido al confinamiento de los n\u00facleos, el papel que desempe\u00f1an, aparte del de proporcionar la casi totalidad de la masa de la mol\u00e9cula, es poco relevante, a no ser que se trate de mol\u00e9culas livianas, como la del hidr\u00f3geno. De una manera gr\u00e1fica podr\u00edamos decir que los n\u00facleos en una mol\u00e9cula constituyen el armaz\u00f3n de la misma, el esqueleto, cuya misi\u00f3n ser\u00eda proporcionar el soporte del edificio. El papel m\u00e1s relevante lo proporcionan los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> y en particular los llamados de valencia, que son los que de modo mayoritario intervienen en los enlaces, debido a que su energ\u00eda es comparativamente inferior a la de los dem\u00e1s, lo que desempe\u00f1a un importante papel en la evoluci\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/7\/7a\/Nursery_of_New_Stars_-_GPN-2000-000972.jpg\/250px-Nursery_of_New_Stars_-_GPN-2000-000972.jpg\" alt=\"\" width=\"250\" height=\"266\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Las mol\u00e9culas diat\u00f3micas de hidr\u00f3geno abundan en el espacio interestelar. NGC 604, una enorme regi\u00f3n de hidr\u00f3geno ionizado en la Galaxia del Tri\u00e1ngulo.<\/p>\n<p style=\"text-align: justify;\">Desde las mol\u00e9culas m\u00e1s sencilla, como la del hidr\u00f3geno con un total de 2 <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, hasta las m\u00e1s complejas, como las de las prote\u00ednas con muchos miles de ellos, existe toda una gama, seg\u00fan dec\u00eda, de varios millones. Esta extraordinaria variedad de especies moleculares contrasta con la de las especies nucleares e incluso at\u00f3micas.<\/p>\n<p style=\"text-align: justify;\">Sin entrar en las posibles diferencias interpretativas de estas notables divergencias, se\u00f1alar\u00e9 que desde el punto de vista de la informaci\u00f3n, las especies moleculares la poseen en mucho mayor grado que las nucleares y at\u00f3micas.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/png;base64,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\" alt=\"Largest Molecule Synthesised\" width=\"317\" height=\"204\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Xtal-WebAry: Molecular impressions\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00bfLa mol\u00e9cula sint\u00e9tica m\u00e1s grande del mundo? Bueno, en la naturaleza existen muchas mol\u00e9culas de gran tama\u00f1o, un claro ejemplo son las prote\u00ednas o el ADN, y son grandes debido a que est\u00e1n formados por la uni\u00f3n de muchas mol\u00e9culas m\u00e1s peque\u00f1as. Las prote\u00ednas est\u00e1n formadas por la uni\u00f3n de amino\u00e1cidos, y el ADN por la uni\u00f3n de nucle\u00f3tidos.<\/p>\n<p style=\"text-align: justify;\">Gracias a la qu\u00edmica sint\u00e9tica se han podido crear tambi\u00e9n mol\u00e9culas sumamente grandes y complejas,<\/p>\n<p style=\"text-align: justify;\">Dejando aparte los n\u00facleos, la informaci\u00f3n que soportan los \u00e1tomos se podr\u00eda atribuir a la distribuci\u00f3n de su carga el\u00e9ctrica, y en particular a la de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> m\u00e1s d\u00e9bilmente ligados. Concretando un poco se podr\u00eda admitir que la citada informaci\u00f3n la soportan los orbitales at\u00f3micos, pues son precisamente estos orbitales las que introducen diferencias &#8220;geom\u00e9tricas&#8221; entre los diferentes <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> corticales.<\/p>\n<p style=\"text-align: justify;\">Justamente esa informaci\u00f3n es la que va a determinar las capacidades de uni\u00f3n de unos \u00e1tomos con otros, previo el &#8220;reconocimiento&#8221; entre los orbitales correspondientes. De acuerdo con la mec\u00e1nica cu\u00e1ntica, el n\u00famero de orbitales se reduce a unos pocos. Se individualizan por unas letras, habl\u00e1ndose de orbitales <em style=\"mso-bidi-font-style: normal;\">s<\/em>, <em style=\"mso-bidi-font-style: normal;\">p<\/em>, <em style=\"mso-bidi-font-style: normal;\">d<\/em>, <em style=\"mso-bidi-font-style: normal;\">f<\/em>, <em style=\"mso-bidi-font-style: normal;\">g<\/em>, <em style=\"mso-bidi-font-style: normal;\">h<\/em>. Este peque\u00f1o n\u00famero nos proporciona una gran diversidad.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><a href=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/5\/58\/Es-Orbital_s.png\" target=\"_blank\" rel=\"noopener\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter marco\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/5\/58\/Es-Orbital_s.png\" alt=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/5\/58\/Es-Orbital_s.png\" width=\"513\" height=\"150\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 De los orbitales hablamos aqu\u00ed extensamente muy a menudo<\/p>\n<p style=\"text-align: justify;\">La llamada hibridaci\u00f3n (una especie de mezcla) de orbitales es un modo de aumentar el n\u00famero de mensajes, esto es, la informaci\u00f3n, bien entendido que esta hibridaci\u00f3n ocurre en tanto y en cuanto dos \u00e1tomos se preparan para enlazarse y formar una mol\u00e9cula. En las mol\u00e9culas, la informaci\u00f3n, obviamente, debe abarcar todo el edificio, por lo que en principio parece que deber\u00eda ser m\u00e1s rica que en los \u00e1tomos. La ganancia de informaci\u00f3n equivale a una disminuci\u00f3n de <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>; por esta raz\u00f3n, a la informaci\u00f3n se la llama tambi\u00e9n negan-trop\u00eda.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Negentrop\u00eda :: EdwinCamachoTecSistemas-CUR\" \/><\/p>\n<p style=\"text-align: justify;\">En t\u00e9rminos electr\u00f3nicos, la informaci\u00f3n se podr\u00eda considerar proporcionada por un campo de densidad el\u00e9ctrica, con valles, cimas, collados, etc, es decir, curvas iso-electr\u00f3nicas equivalentes formalmente a las de nivel en topograf\u00eda. Parece razonable suponer que cuanto m\u00e1s diverso sean los \u00e1tomos de una mol\u00e9cula, m\u00e1s rica y variada podr\u00e1 ser su informaci\u00f3n, la informaci\u00f3n que pueda soportar.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Importancia del Reino Animal - El Reino Animal\" width=\"230\" height=\"164\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Keukenhof, reino de las flores - LVDS\" width=\"222\" height=\"172\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Tipos de \u00e1rboles que puedes identificar | Arboles frutales\" width=\"264\" height=\"177\" \/><img decoding=\"async\" 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\" alt=\"La diversidad de los seres vivos\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong>Cada familia y cada especie tiene su forma predeterminada<\/strong><\/p>\n<p style=\"text-align: justify;\">La enorme variedad de formas, colores, comportamientos, etc., que acompa\u00f1a a los objetos, incluidos los vivientes, ser\u00eda una consecuencia de la riqueza en la informaci\u00f3n que soportan las mol\u00e9culas (y sus agregados) que forman parte de dichos objetos. Ello explicar\u00eda que las mol\u00e9culas de la vida sean en general de grandes dimensiones (macromol\u00e9culas). La inmensa mayor\u00eda de ellas contiene carbono. Debido a su tetra-valencia y a la gran capacidad que posee dicho \u00e1tomo para unirse consigo mismo, dichas mol\u00e9culas pueden considerarse como un esqueleto formado por cadenas de esos \u00e1tomos.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/static.docsity.com\/documents_first_pages\/2021\/05\/28\/aaa5f558e6593b3264eaa586306a78e2.png\" alt=\"Formas del al\u00f3tropicas del carbono | Apuntes de Qu\u00edmica | Docsity\" width=\"561\" height=\"315\" \/><\/p>\n<p style=\"text-align: justify;\">El carbono no es el \u00fanico \u00e1tomo con capacidad para formar los citados esqueletos. Pr\u00f3ximos al carbono en la tabla peri\u00f3dica, el silicio, f\u00f3sforo y boro comparten con dicho \u00e1tomo esa caracter\u00edstica, si bien en un grado mucho menor. De todas las maneras y, sin descartar nada, creo que las formas de vida que podamos encontrar en el Universo, al menos la mayor\u00eda, estar\u00e1n basadas, como nosotros, en el Carbono que, por sus caracter\u00edsticas especiales, es el m\u00e1s vers\u00e1til de todos.<\/p>\n<p>El Carbono es tan asombroso que puede instalarse en una estrella como elemento m\u00e1s abundante, lo que nos lleva a que existen estrellas de Carbono.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/www.cielosboreales.com\/astronomia\/wp-content\/su201110.jpg\" alt=\"Estrellas de carbono - Cielos Boreales\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Esta otra imagen de CW Leo revel\u00f3 la existencia de m\u00e1s de 170 mol\u00e9culas en las nubes de de polvo y gas expulsados por la misma. De ellas, 70 eran mol\u00e9culas complejas como el fulereno. Desde hace a\u00f1os tambi\u00e9n\u00a0<strong><a href=\"https:\/\/arstechnica.com\/science\/2010\/09\/hot-water-around-giant-carbon-star-creates-interstellar-mystery\/\" rel=\"noopener\">se han detectado mol\u00e9culas de agua<\/a><\/strong>\u00a0alrededor de estrellas de carbono.\u00a0Interesante \u00bfVerdad?<\/p>\n<p style=\"text-align: justify;\">La pr\u00f3xima vez que mires una estrella de carbono adem\u00e1s de su color te maravillar\u00e1 imaginar lo que se puede estar \u00abcociendo\u00bb en ella.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Una\u00a0<b>estrella de carbono<\/b> es una estrella de tipo tard\u00edo similar a las gigantes rojas (u ocasionalmente <a href=\"#\" onclick=\"referencia('enana roja',event); return false;\">enana roja<\/a> cuya atm\u00f3sfera contiene m\u00e1s\u00a0 carbono que ox\u00edgeno (a diferencia de las estrellas \u00abnormales\u00bb). Los dos elementos se combinan en las capas m\u00e1s externas de la estrella, formando mon\u00f3xido de carbono, el cual consume todo el ox\u00edgeno en la atm\u00f3sfera, dejando el carbono libre para formar otros compuestos de carbono, dando a la estrella una atm\u00f3sfera \u00abtiznada\u00bb, y apariencia roja sobresaliente para observadores humanos. Las caracter\u00edsticas espectrales de estas estrellas son muy distintivas, y fueron reconocidas por primeras vez por su espectro por \u00c1ngelo Secchi en los a\u00f1os 1860 (los primeros a\u00f1os de la espectroscopia \u00a0astron\u00f3mica).<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.muyinteresante.com\/wp-content\/uploads\/sites\/5\/2025\/01\/Copia-de-Portada-normal-7.jpg\" width=\"676\" height=\"380\" \/><\/p>\n<blockquote>\n<h1 class=\"article-header__title\" style=\"text-align: justify;\">Un hallazgo sorprendente que podr\u00eda reescribir los libros de qu\u00edmica org\u00e1nica: el carbono de nuestros cuerpos abandon\u00f3 la galaxia antes de regresar en un fascinante ciclo c\u00f3smico<\/h1>\n<\/blockquote>\n<div class=\"WaaZC\">\n<div class=\"RJPOee EIJn2\">\n<div class=\"rPeykc\" style=\"text-align: justify;\" data-hveid=\"CAMQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQo_EKegQIAxAB\"><span data-huuid=\"591898067082729892\">La presencia del carbono en el universo\u00a0 es fundamental para la existencia de vida tal como la conocemos. <\/span><span data-huuid=\"591898067082729625\">Este elemento, forjado en el interior de las estrellas, es la base de mol\u00e9culas complejas como el ADN y las prote\u00ednas, esenciales para la vida en la Tierra.\u00a0<\/span><span data-huuid=\"591898067082729358\">Adem\u00e1s, el carbono juega un papel crucial en la regulaci\u00f3n de la temperatura del planeta y en la fotos\u00edntesis, proceso vital para la producci\u00f3n de alimentos por parte de las plantas.<\/span><\/p>\n<div class=\"NPrrbc\" data-cid=\"aec249de-d378-419a-b9d6-8b866689f1d5\" data-uuids=\"591898067082729892,591898067082729625,591898067082729358\">\n<div class=\"BMebGe btku5b fCrZyc LwdV0e FR7ZSc qVhvac OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CAYQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQ3fYKegQIBhAB\">\n<div class=\"niO4u\">\n<div class=\"kHtcsd\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div data-hveid=\"CAMQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQo_EKegQIAxAB\"><\/div>\n<\/div>\n<\/div>\n<div data-hveid=\"CAMQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQo_EKegQIAxAB\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/cdn.portalfruticola.com\/2017\/11\/0421f95f-3acdaa0cda9df2045e10d3f5822de274916de24b-1024x713.png\" alt=\"El ciclo del carbono en el ecosistema, las plantas y la huella de carbono -  PortalFruticola.com\" width=\"433\" height=\"301\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/8\/82\/Carbon_cycle-cute_diagram.svg\/langes-500px-Carbon_cycle-cute_diagram.svg.png\" alt=\"Ciclo del carbono - Wikipedia, la enciclopedia libre\" width=\"428\" height=\"329\" \/><\/div>\n<div data-hveid=\"CAMQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQo_EKegQIAxAB\"><\/div>\n<div data-hveid=\"CAMQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQo_EKegQIAxAB\"><\/div>\n<div class=\"WaaZC\">\n<div class=\"RJPOee EIJn2\">\n<div class=\"rPeykc\" data-hveid=\"CAwQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQo_EKegQIDBAB\"><span data-huuid=\"16476715584726791821\">El carbono circula constantemente entre la atm\u00f3sfera, los oc\u00e9anos, el suelo y los seres vivos, en un ciclo conocido como\u00a0<span class=\"M5tQyf\"><a class=\"DTlJ6d\" href=\"https:\/\/www.google.com\/search?newwindow=1&amp;rlz=1C1FHFK_enES1150ES1150&amp;cs=0&amp;sca_esv=c311fd178b8510f8&amp;sxsrf=AE3TifPdCKAAW-zfP-NlT2mu4wFf-TBbuA%3A1753886874812&amp;q=el+ciclo+del+carbono&amp;sa=X&amp;ved=2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQxccNegQICxAB&amp;mstk=AUtExfAt6o9Cl5RL7btBNLEC_tQ8zQfwi85YVl2fXuPwBSDeLMLS3pfBYvJxm8eJLiQAsIK68pAyVwNdkC9og3NB0Svc-v_nekrhYwR9fXSFoS899gXJyo2qRoUVTQzeGjyji5BseRGoiM2gjAsMDpmZo4232QO7nrx3xHEBOZIcxlwSAFYY5S1BIO-RAY6pLxm_lX5A8yWOYB4Piv4G-4pHb6SVpQyBdhFx5EqO5ygBJQklhabKCYrJaH3srKhx7Xp-Ma2aPEonKrR6rbrm8hA5vQSMW-G9jiaA-FMEe4GAu3WXIlSE6oqoNkG8YlmBi9_mPdqjqFz_bNTzp-_7PeZ0WbngawIwobnjEtBz4ZQYbcIoa9BBggEEeqiDUbq3pXdcFQ&amp;csui=3\" target=\"_blank\" rel=\"noopener\" data-hveid=\"CAsQAQ\">el ciclo del carbono<\/a>.<\/span>\u00a0<\/span><span data-huuid=\"16476715584726794200\">Aunque la cantidad total de carbono en el planeta se mantiene constante, su distribuci\u00f3n entre estos reservorios var\u00eda a trav\u00e9s del tiempo, y las actividades humanas, especialmente la quema de combustibles f\u00f3siles, han alterado significativamente este ciclo, provocando un aumento en la concentraci\u00f3n de di\u00f3xido de carbono (CO2) en la atm\u00f3sfera y contribuyendo al\u00a0<span class=\"M5tQyf\"><a class=\"DTlJ6d\" href=\"https:\/\/www.google.com\/search?newwindow=1&amp;rlz=1C1FHFK_enES1150ES1150&amp;cs=0&amp;sca_esv=c311fd178b8510f8&amp;sxsrf=AE3TifPdCKAAW-zfP-NlT2mu4wFf-TBbuA%3A1753886874812&amp;q=cambio+clim%C3%A1tico&amp;sa=X&amp;ved=2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQxccNegQIDxAB&amp;mstk=AUtExfAt6o9Cl5RL7btBNLEC_tQ8zQfwi85YVl2fXuPwBSDeLMLS3pfBYvJxm8eJLiQAsIK68pAyVwNdkC9og3NB0Svc-v_nekrhYwR9fXSFoS899gXJyo2qRoUVTQzeGjyji5BseRGoiM2gjAsMDpmZo4232QO7nrx3xHEBOZIcxlwSAFYY5S1BIO-RAY6pLxm_lX5A8yWOYB4Piv4G-4pHb6SVpQyBdhFx5EqO5ygBJQklhabKCYrJaH3srKhx7Xp-Ma2aPEonKrR6rbrm8hA5vQSMW-G9jiaA-FMEe4GAu3WXIlSE6oqoNkG8YlmBi9_mPdqjqFz_bNTzp-_7PeZ0WbngawIwobnjEtBz4ZQYbcIoa9BBggEEeqiDUbq3pXdcFQ&amp;csui=3\" target=\"_blank\" rel=\"noopener\" data-hveid=\"CA8QAQ\">cambio clim\u00e1tico<\/a>.<\/span><span class=\"pjBG2e\" data-cid=\"f53a5a1a-a37a-41c7-adbb-e8a6034ef097\"><span class=\"UV3uM\">\u00a0<\/span><\/span><\/span><\/p>\n<div class=\"NPrrbc\" data-cid=\"f53a5a1a-a37a-41c7-adbb-e8a6034ef097\" data-uuids=\"16476715584726791821,16476715584726794200\">\n<div class=\"BMebGe btku5b fCrZyc LwdV0e FR7ZSc qVhvac OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CA8QAg\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQ3fYKegQIDxAC\">\n<div class=\"niO4u\">\n<div class=\"kHtcsd\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"WaaZC\">\n<div class=\"RJPOee EIJn2\">\n<div class=\"rPeykc pyPiTc\" data-hveid=\"CBUQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQo_EKegQIFRAB\"><strong>El origen estelar del carbono:<\/strong><\/div>\n<\/div>\n<\/div>\n<div class=\"WaaZC\">\n<div class=\"RJPOee EIJn2\">\n<ul data-hveid=\"CCYQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQm_YKegQIJhAB\">\n<li style=\"text-align: justify;\"><span data-huuid=\"1635890140316056024\">El carbono no exist\u00eda en el universo primordial despu\u00e9s del\u00a0<span class=\"M5tQyf\"><a class=\"DTlJ6d\" href=\"https:\/\/www.google.com\/search?newwindow=1&amp;rlz=1C1FHFK_enES1150ES1150&amp;cs=0&amp;sca_esv=c311fd178b8510f8&amp;sxsrf=AE3TifPdCKAAW-zfP-NlT2mu4wFf-TBbuA%3A1753886874812&amp;q=Big+Bang&amp;sa=X&amp;ved=2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQxccNegQIFxAB&amp;mstk=AUtExfAt6o9Cl5RL7btBNLEC_tQ8zQfwi85YVl2fXuPwBSDeLMLS3pfBYvJxm8eJLiQAsIK68pAyVwNdkC9og3NB0Svc-v_nekrhYwR9fXSFoS899gXJyo2qRoUVTQzeGjyji5BseRGoiM2gjAsMDpmZo4232QO7nrx3xHEBOZIcxlwSAFYY5S1BIO-RAY6pLxm_lX5A8yWOYB4Piv4G-4pHb6SVpQyBdhFx5EqO5ygBJQklhabKCYrJaH3srKhx7Xp-Ma2aPEonKrR6rbrm8hA5vQSMW-G9jiaA-FMEe4GAu3WXIlSE6oqoNkG8YlmBi9_mPdqjqFz_bNTzp-_7PeZ0WbngawIwobnjEtBz4ZQYbcIoa9BBggEEeqiDUbq3pXdcFQ&amp;csui=3\" target=\"_blank\" rel=\"noopener\" data-hveid=\"CBcQAQ\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>,<\/span>\u00a0que solo produjo elementos ligeros como el hidr\u00f3geno y el helio.<\/span>\n<div class=\"NPrrbc\" data-cid=\"b8f71028-7f0b-4fe4-a622-3e364c517659\" data-uuids=\"1635890140316056024\">\n<div class=\"BMebGe btku5b fCrZyc LwdV0e FR7ZSc qVhvac OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CBcQAg\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQ3fYKegQIFxAC\">\n<div class=\"niO4u\">\n<div class=\"kHtcsd\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/li>\n<li style=\"text-align: justify;\"><span data-huuid=\"1635890140316055170\">Los elementos m\u00e1s pesados, como el carbono, se formaron en el interior de las estrellas a trav\u00e9s de la\u00a0<span class=\"M5tQyf\"><a class=\"DTlJ6d\" href=\"https:\/\/www.google.com\/search?newwindow=1&amp;rlz=1C1FHFK_enES1150ES1150&amp;cs=0&amp;sca_esv=c311fd178b8510f8&amp;sxsrf=AE3TifPdCKAAW-zfP-NlT2mu4wFf-TBbuA%3A1753886874812&amp;q=fusi%C3%B3n+nuclear&amp;sa=X&amp;ved=2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQxccNegQIHxAB&amp;mstk=AUtExfAt6o9Cl5RL7btBNLEC_tQ8zQfwi85YVl2fXuPwBSDeLMLS3pfBYvJxm8eJLiQAsIK68pAyVwNdkC9og3NB0Svc-v_nekrhYwR9fXSFoS899gXJyo2qRoUVTQzeGjyji5BseRGoiM2gjAsMDpmZo4232QO7nrx3xHEBOZIcxlwSAFYY5S1BIO-RAY6pLxm_lX5A8yWOYB4Piv4G-4pHb6SVpQyBdhFx5EqO5ygBJQklhabKCYrJaH3srKhx7Xp-Ma2aPEonKrR6rbrm8hA5vQSMW-G9jiaA-FMEe4GAu3WXIlSE6oqoNkG8YlmBi9_mPdqjqFz_bNTzp-_7PeZ0WbngawIwobnjEtBz4ZQYbcIoa9BBggEEeqiDUbq3pXdcFQ&amp;csui=3\" target=\"_blank\" rel=\"noopener\" data-hveid=\"CB8QAQ\">fusi\u00f3n nuclear.<\/a><\/span><\/span>\n<div class=\"kHtcsd\"><\/div>\n<\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/5d\/Triple-Alpha_Process.svg\/1200px-Triple-Alpha_Process.svg.png\" alt=\"Proceso triple-alfa - Wikipedia, la enciclopedia libre\" width=\"616\" height=\"385\" \/><\/p>\n<div class=\"RJPOee EIJn2\">\n<p><strong>Mediante el llamado Proceso Triple Alfa:<\/strong><\/p>\n<ul data-hveid=\"CCYQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQm_YKegQIJhAB\">\n<li style=\"text-align: justify;\"><span data-huuid=\"1635890140316054316\">Cuando estas estrellas mueren en\u00a0<span class=\"M5tQyf\"><a class=\"DTlJ6d\" href=\"https:\/\/www.google.com\/search?newwindow=1&amp;rlz=1C1FHFK_enES1150ES1150&amp;cs=0&amp;sca_esv=c311fd178b8510f8&amp;sxsrf=AE3TifPdCKAAW-zfP-NlT2mu4wFf-TBbuA%3A1753886874812&amp;q=supernovas&amp;sa=X&amp;ved=2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQxccNegQIIBAB&amp;mstk=AUtExfAt6o9Cl5RL7btBNLEC_tQ8zQfwi85YVl2fXuPwBSDeLMLS3pfBYvJxm8eJLiQAsIK68pAyVwNdkC9og3NB0Svc-v_nekrhYwR9fXSFoS899gXJyo2qRoUVTQzeGjyji5BseRGoiM2gjAsMDpmZo4232QO7nrx3xHEBOZIcxlwSAFYY5S1BIO-RAY6pLxm_lX5A8yWOYB4Piv4G-4pHb6SVpQyBdhFx5EqO5ygBJQklhabKCYrJaH3srKhx7Xp-Ma2aPEonKrR6rbrm8hA5vQSMW-G9jiaA-FMEe4GAu3WXIlSE6oqoNkG8YlmBi9_mPdqjqFz_bNTzp-_7PeZ0WbngawIwobnjEtBz4ZQYbcIoa9BBggEEeqiDUbq3pXdcFQ&amp;csui=3\" target=\"_blank\" rel=\"noopener\" data-hveid=\"CCAQAQ\">supernovas<\/a>,<\/span>\u00a0liberan el carbono y otros elementos al espacio interestelar.<\/span>\n<div class=\"NPrrbc\" data-cid=\"7b7ebcc2-160b-4e9e-b336-7960e0bb2ad1\" data-uuids=\"1635890140316054316\">\n<div class=\"BMebGe btku5b fCrZyc LwdV0e FR7ZSc qVhvac OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CCAQAg\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQ3fYKegQIIBAC\">\n<div class=\"niO4u\">\n<div class=\"kHtcsd\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/li>\n<li style=\"text-align: justify;\"><span data-huuid=\"1635890140316057558\">Este material enriquecido sirve como materia prima para la formaci\u00f3n de nuevas estrellas, planetas y, potencialmente, para la vida.<\/span>\n<div class=\"NPrrbc\" data-cid=\"6167e6f3-9cb6-456d-aeeb-69e80ab9280d\" data-uuids=\"1635890140316057558\">\n<div class=\"BMebGe btku5b fCrZyc LwdV0e FR7ZSc qVhvac OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CBoQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQ3fYKegQIGhAB\">\n<div class=\"niO4u\">\n<div class=\"kHtcsd\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/li>\n<li style=\"text-align: justify;\"><span data-huuid=\"1635890140316056704\">Investigaciones recientes sugieren que el carbono presente en nuestros cuerpos incluso podr\u00eda haber viajado por el espacio intergal\u00e1ctico antes de llegar a la Tierra.<\/span>\n<div class=\"NPrrbc\" data-cid=\"284862a5-f453-4f8b-a74e-d2b4ac7d73b2\" data-uuids=\"1635890140316056704\">\n<div class=\"BMebGe btku5b fCrZyc LwdV0e FR7ZSc qVhvac OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CBsQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQ3fYKegQIGxAB\">\n<div class=\"niO4u\">\n<div class=\"kHtcsd\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/li>\n<\/ul>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/static5.depositphotos.com\/1029500\/392\/i\/450\/depositphotos_3929513-stock-photo-diamond.jpg\" alt=\"Im\u00e1genes de Hermoso diamante libres de derechos | Depositphotos\" width=\"277\" height=\"277\" \/><img decoding=\"async\" src=\"https:\/\/www.shutterstock.com\/image-photo\/big-lump-coal-isolated-on-260nw-80301469.jpg\" alt=\"un gran trozo de carb\u00f3n aislado\" \/><img decoding=\"async\" src=\"https:\/\/media.istockphoto.com\/id\/841814342\/es\/vector\/tubo-de-malla-hexagonal-como-nanotubos-de-carbono.jpg?s=612x612&amp;w=0&amp;k=20&amp;c=g9KR2bW9qcxYnh2zMNM7Kxbg1_CygZmqffYfEJ0x5pA=\" alt=\"290+ Fullereno Ilustraciones Fotograf\u00edas de stock, fotos e im\u00e1genes libres  de derechos - iStock\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.dciencia.es\/wp-content\/uploads\/elcarbonoylavida.jpg\" alt=\"Los elementos en los humanos (O, C, H, N, Ca, P) | Dciencia\" width=\"616\" height=\"270\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><strong>Un bello diamante, un trozo de Carb\u00f3n, una malla de Fullereno&#8230; y mucho m\u00e1s es el Carbono, tambi\u00e9n en nosotros est\u00e1 presente,<\/strong><\/p><\/blockquote>\n<\/div>\n<\/div>\n<div class=\"WaaZC\">\n<div class=\"RJPOee EIJn2\">\n<div class=\"rPeykc pyPiTc\" data-hveid=\"CCsQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQo_EKegQIKxAB\"><strong>El carbono en la Tierra:<\/strong><\/div>\n<\/div>\n<\/div>\n<div class=\"WaaZC\">\n<div class=\"RJPOee EIJn2\">\n<ul data-hveid=\"CD4QAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQm_YKegQIPhAB\">\n<li style=\"text-align: justify;\"><span data-huuid=\"15454762670022499332\">El carbono es un elemento abundante en la Tierra y se encuentra en todas las esferas del planeta: la biosfera (seres vivos), la atm\u00f3sfera (CO2), la hidrosfera (oc\u00e9anos) y la litosfera (rocas, suelo).<\/span>\n<div class=\"NPrrbc\" data-cid=\"e5273f41-31e1-4100-bd32-66d99cf3c822\" data-uuids=\"15454762670022499332\">\n<div class=\"BMebGe btku5b fCrZyc LwdV0e FR7ZSc qVhvac OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CDcQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQ3fYKegQINxAB\">\n<div class=\"niO4u\">\n<div class=\"kHtcsd\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/li>\n<li style=\"text-align: justify;\"><span data-huuid=\"15454762670022499074\">Es un componente esencial de las mol\u00e9culas org\u00e1nicas, incluyendo los componentes b\u00e1sicos de la vida como el ADN y las prote\u00ednas.<\/span>\n<div class=\"NPrrbc\" data-cid=\"ff2dce17-45b6-407e-9d94-7b0612c01262\" data-uuids=\"15454762670022499074\">\n<div class=\"BMebGe btku5b fCrZyc LwdV0e FR7ZSc qVhvac OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CDMQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQ3fYKegQIMxAB\">\n<div class=\"niO4u\">\n<div class=\"kHtcsd\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/li>\n<li style=\"text-align: justify;\"><span data-huuid=\"15454762670022498816\">El carbono juega un papel clave en la regulaci\u00f3n de la temperatura de la Tierra, actuando como un gas de efecto invernadero (principalmente CO2) que atrapa el calor y mantiene una temperatura habitable.<\/span>\n<div class=\"NPrrbc\" data-cid=\"0c0b8577-0442-4796-8bbe-2dabb0698014\" data-uuids=\"15454762670022498816\">\n<div class=\"BMebGe btku5b fCrZyc LwdV0e FR7ZSc qVhvac OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CDgQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQ3fYKegQIOBAB\">\n<div class=\"niO4u\">\n<div class=\"kHtcsd\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/li>\n<li style=\"text-align: justify;\"><span data-huuid=\"15454762670022498558\">El ciclo del carbono describe el movimiento constante de este elemento entre la atm\u00f3sfera, los oc\u00e9anos y los seres vivos, a trav\u00e9s de procesos como la\u00a0<span class=\"M5tQyf\"><a class=\"DTlJ6d\" href=\"https:\/\/www.google.com\/search?newwindow=1&amp;rlz=1C1FHFK_enES1150ES1150&amp;cs=0&amp;sca_esv=c311fd178b8510f8&amp;sxsrf=AE3TifPdCKAAW-zfP-NlT2mu4wFf-TBbuA%3A1753886874812&amp;q=fotos%C3%ADntesis&amp;sa=X&amp;ved=2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQxccNegQIMhAB&amp;mstk=AUtExfAt6o9Cl5RL7btBNLEC_tQ8zQfwi85YVl2fXuPwBSDeLMLS3pfBYvJxm8eJLiQAsIK68pAyVwNdkC9og3NB0Svc-v_nekrhYwR9fXSFoS899gXJyo2qRoUVTQzeGjyji5BseRGoiM2gjAsMDpmZo4232QO7nrx3xHEBOZIcxlwSAFYY5S1BIO-RAY6pLxm_lX5A8yWOYB4Piv4G-4pHb6SVpQyBdhFx5EqO5ygBJQklhabKCYrJaH3srKhx7Xp-Ma2aPEonKrR6rbrm8hA5vQSMW-G9jiaA-FMEe4GAu3WXIlSE6oqoNkG8YlmBi9_mPdqjqFz_bNTzp-_7PeZ0WbngawIwobnjEtBz4ZQYbcIoa9BBggEEeqiDUbq3pXdcFQ&amp;csui=3\" target=\"_blank\" rel=\"noopener\" data-hveid=\"CDIQAQ\">fotos\u00edntesis<\/a>,<\/span>\u00a0la respiraci\u00f3n y la descomposici\u00f3n.<\/span>\n<div class=\"NPrrbc\" data-cid=\"d51f7904-97ef-4b40-978d-f2e378359f5d\" data-uuids=\"15454762670022498558\">\n<div class=\"BMebGe btku5b fCrZyc LwdV0e FR7ZSc qVhvac OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CDIQAg\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQ3fYKegQIMhAC\">\n<div class=\"niO4u\">\n<div class=\"kHtcsd\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/li>\n<li style=\"text-align: justify;\"><span data-huuid=\"15454762670022498300\">La actividad humana ha alterado el ciclo del carbono, principalmente a trav\u00e9s de la quema de combustibles f\u00f3siles, liberando grandes cantidades de CO2 a la atm\u00f3sfera, lo que ha provocado un aumento de la temperatura global y el cambio clim\u00e1tico.<\/span>\n<div class=\"NPrrbc\" data-cid=\"60ccc0a9-4b55-4f4a-aa53-142003785641\" data-uuids=\"15454762670022498300\">\n<div class=\"BMebGe btku5b fCrZyc LwdV0e FR7ZSc qVhvac OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CDYQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQ3fYKegQINhAB\">\n<div class=\"niO4u\">\n<div class=\"kHtcsd\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" src=\"https:\/\/blogger.googleusercontent.com\/img\/b\/R29vZ2xl\/AVvXsEi5Yo5YqbklszTcNcx0RSNOS0Xx-rKoed2NxNkuERpYSM3LBIOpdPTEtREikZIc3QFLd43U-jCUagBRU_IMAKlnhuZklYIy2YLOfop-ETa6It2o3b9P8RUCPoKyAn0kdqGwLudCjSgoFzH9\/s1600\/carbono+y+alimentos.jpg\" alt=\"Carbono: El protagonista de la vida\" \/><\/p>\n<p>Se podr\u00eda decir, sin temor a equivocarnos, que el Carbono es el protagonista de la vida<\/p>\n<\/div>\n<div class=\"WaaZC\">\n<div class=\"RJPOee EIJn2\">\n<div class=\"rPeykc\" style=\"text-align: justify;\" data-hveid=\"CEMQAQ\" data-ved=\"2ahUKEwjXmfLg6eSOAxUgQ6QEHUhQFIEQo_EKegQIQxAB\"><span data-huuid=\"16476715584726790766\">En resumen, el carbono es un elemento fundamental para la vida en el universo y en la Tierra.\u00a0<\/span><span data-huuid=\"16476715584726793145\">Su origen estelar, su papel en la formaci\u00f3n de mol\u00e9culas org\u00e1nicas y su influencia en el clima hacen que su estudio sea crucial para comprender nuestro lugar en el cosmos y para abordar los desaf\u00edos ambientales actuales.<span class=\"pjBG2e\" data-cid=\"76691dd6-4402-4eb4-a927-a4b2b862c65d\"><span class=\"UV3uM\">\u00a0<\/span><\/span><\/span><\/div>\n<\/div>\n<\/div>\n<p><strong>Emilio Silvera V.<\/strong><\/p>\n<p>&nbsp;<\/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%2F2025%2F07%2F31%2F%25c2%25bfllegaremos-algun-dia-a-saber-el-sentido-de-nuestra-presencia-en-el-universo%2F&amp;title=%C2%BFLlegaremos+alg%C3%BAn+d%C3%ADa+a+saber+el+sentido+de+nuestra+presencia+en+el+Universo%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' 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bastante bien con una ordenaci\u00f3n en la tabla peri\u00f3dica que es: &nbsp; H, He, (Li, Be, B) C, N, O&#8230; Fe &nbsp; &nbsp; La imagern de arriba, SN 1987A, es la descomunal explosi\u00f3n de supernova, [&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":[9],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1755"}],"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=1755"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1755\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=1755"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=1755"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=1755"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}