{"id":26788,"date":"2021-07-09T06:15:12","date_gmt":"2021-07-09T05:15:12","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26788"},"modified":"2021-07-09T06:15:12","modified_gmt":"2021-07-09T05:15:12","slug":"%c2%bfsabremos-alguna-vez-quienes-somos-10","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/07\/09\/%c2%bfsabremos-alguna-vez-quienes-somos-10\/","title":{"rendered":"\u00bfSabremos alguna vez, qui\u00e9nes somos?"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.lapatilla.com\/site\/wp-content\/uploads\/2016\/03-21\/supernova.jpg\" alt=\"Resultado de imagen de Supernova\" \/><\/p>\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 style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 H, He, (Li, Be, B) C, N, O&#8230; Fe<\/p>\n<p style=\"text-align: justify;\">No pocas veces hemos referido aqu\u00ed el maravilloso suceso que est\u00e1 presente en las estrellas que mediante la fusi\u00f3n nuclear, transforma los elementos sencillos en otros m\u00e1s complejos y, cuando agotado el ciclo y no pueden continuar fusionando los materiales pesados que les quedan, dependiendo de sus masas se transforman en gigantes rojas y finalmente en enanas blancas (como le pasar\u00e1 a nuestro Sol), dejando una bonita Nebulosa Planetaria, y, si la estrella es masiva, su final ser\u00e1 mediante la explosi\u00f3n como Supernova que regar\u00e1 el espacio interestelar con el remanente de materiales pesados y la estrella, en su mayor parte, se convertir\u00e1 en una estrella de Neutrones, o, si es una super-masiva, en Agujero Negro.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBYWFRgWFhYZGBgaGhwcHBwcHBwhHBweHBgaGRocHBgcIS4lHB4rHxoYJjgmKy8xNTU1GiQ7QDs0Py40NTEBDAwMEA8QHxISHzQrJCs0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NDQ0NP\/AABEIAOUA3AMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAADBAECBQAGB\/\/EADYQAAEDAgQEBAYCAQQDAQAAAAEAAhEDIQQSMUEFUWGBInGR8AYTMqGxwULR4RRSYvEVI3IH\/8QAGQEAAwEBAQAAAAAAAAAAAAAAAQIDAAQF\/8QAJhEAAgICAgIBBQADAAAAAAAAAAECEQMhEjFBUQQiMmGBoRNxsf\/aAAwDAQACEQMRAD8A+ahpiNrH0nfuVZjFd45KpenK0GYwKUJhJR2iL7rJgkgZRaQVXXJJMk+qJSKcmNNp2lXCNQxPgLIbczMeKwNgdm9OgUOABg6jZFBlWqBuYSuFivSMr4X\/AEuXKTiOewE2v\/uj3K8+GmbdeW9t1oNu9GyJKtl2PCI5qCGwmKbpVUQkVaSGuEAzFyASIM2O3ZI1aclacJeqATPuwQaApNibmLvlARz3+3+UcPhCL7pXQ6sG+y6neYXFslMUoAQWwt0J1ff\/AEoYJRK7LqGmAlfY66K5DE\/3bXXrZBqNhE+ZJUPalYyANV8g6qMqICgOBe2FV1laqff5VCZQGOJ5KhCOxi40VkgWRIg6zt\/ke\/6o1iKWwq6IgZdjEQ3QmORWooDBuCuxpRAzopaFSiLYak0AdfsmMRSDcpDw4kSYnw9DI+rytcX5LNcrNciog50ug1NqbbTtKHhmStFuFIEq0YnNkyGc6mVLyABEzvy7L1OA4A+q3NEA7nT1R8R8KuawOBDjtAkQfNTlOEXV7NByautHjRUQqhlbeJ4R8sXuSsaui1qzRmm6QINjuFUslFZTJVmsve\/uEtIryYH5SuxidpMB1sL6CdrbjdWpUgD3QqhouxI4fdDxrsxHha2wENsLACfM6nqT5LX4i1k+AGP+X1dZhZT2paT3RS2m1Yi5kIb01WCClaGTBwoyoy46QkodMC5i4MhHAUGLz7\/tGjWAcq5yrv09\/hUydQsbsvCmnQDnAEgAnU6DqYU00cNCFGsHWpgOgEECwIFjFpve\/VXYFfKFBCeKFlI4OVmBVaFfMqIiywbyRW0JVKa0sAQ5wDhYbc+nfRUVJWSd+A3DOHVHEEMcWzBMGO5XqXY\/C0Whr3B7uQ+kEbZt+3qvPYirVcCHvGsNYBDQOUbwOaxq9MMJL3B52Fx3JBXNOUpeaX4LQwx7lv8A4euxPG3PZLXmHTBuIOxA\/iNgn\/hji3\/qFN5ggOafFcyS6w01JhfP6PFA2zpDf5ZQC7zCfq4V9B7XseHszEZr3c2NfUeq5ZY2\/pf6Z067\/h9Ax3DmVmeDZs3N5gdo6r5tjaZa4z1W3wXEvp53l1i0+EnwmRBELDxFzMrtwRlGLUnZwZFHn9JSlPOJsfKd4RAFRgRW2VKM2RnTDLiZGhOsaX336JYqvzIKIUyz6xCC54KmqQUu7VI2PFJnVCl3sTZEobgkZRC4ariytCE8wlHTKOeoLlV5lQ1yATnBUVy5DKxg7EZpvBt197JcPRmOCII7GMh6qDTM\/novWfB2AoV3FtYwA2WkkCL6SdjOnn1Wd8VYdjKzmUjLREegvO\/mkWX6qKvGqMIlXaopNEiZjeOSaxGDcwMJI8YzCCDbrGh6G6smro55RdNnUmclqYfDkOEy0+V1l0lt4DM6XE6DU\/aSqN1Gznq3S7E+K0yHanTtP9LGxFN7tpHNa+KrF7u343QmnMIGkjupRpo6naMQYOSAbnYC8k6L1uLphha2QWgCSL5nAAOPmT+kngeHvfVa5pyhvi10DfcJlmaSMxGbXbseipGHJ7ObLkqkhMkknkfsqtpymn0cpvtyNvtYqlQQq1ojeynywAgPamKeqYoYXOcoFzZK1aDyrsz2ob2L0OG4ZQeXsZXl7QT9Eh0Akhrpvpr6TZYL5BhJGSl14Gace1VgcsKMiu1sqwpItDpi7kFz08WEXH4n7FKPppGisZIESqEqzmKAxLQ1gqgCAGlOGnN\/fv8ApdlW4h5ULtYp+WiQpyoqIvMC0K7NeQ5rsihvLZAdMbZinWAsBy36nqr\/ADJsSNbG9v2R0\/zKzGEpsYYiJ30n3ohxVj83Qd+JljWZGiCTm\/kZixO4EW8yhsapAEKQdk8YpEMknIsDCeaPBE3Jt2H+UkSi1ast8gAjPaJ49SsXzaiYdy5309JPZa\/DKEtaeZH5lZuGwoPiPWOq3G1QAABHvRTvwWkRQqlj3sP0FpJIizgDlPqYjefKAYmi9t3CM1xbbp0UNc7xHmRPSNPyfsuxOIe+M5LoECdhyHRXSapo5bUm\/fgG\/FGwOwgKguodT9VDxCcWXd+RrD0wTELSxjG0KJcXZXVAGjo0nxOP\/G2XrJGkpPh9QM8b7saJI3PIDzMLz2Px76r3OcbExGuVt4aJFm3sFDPk1xj+yvxcLlPnLpePbGqeMLHtfTfBBHiItBsbbiJHZbPFMHD3W\/kefM815B+JIIDLicoFu1l6Y4p7mML7ONNuaJvYHxTvGWeolD47psf5kLaaAvaB+P6QTGqtVadlXISqsggLnwlns9EwY2QgtXsexcsVCmyzZDexDiFSACFaAguQi8oXQ1WHfCHKG+qhF6DYUhzKu+SUYK4KUNlaTIRa1d7jL3Fx5kknnqfP7qoCs1vNHRuT6IzKzSoIGyJTZdFbFboq4FTlsRzsmflSurYc5D27LS+0EHckUbiQIAiAtmnRD2NGYNk38tvVecp4x7TDWMj\/AG5QZ8yRJK9HwrFZwA9rQRA8LYJjc9VxuTi7OuUU46D0MPkcWPkOAmNhcC\/nOy3+L4PDsogscC+0wdLX8l5nEfUXDU7nbylDqOeInfTcEe9l1bkk7o4seWONNd\/ko9kXC5lOdpUi8JzCi+1rknYDUyr2u2c7l4QDjRFOg1sQXmZOsAEAeRk+i8s+oHCw09fRNfEONfiKhDXgtAytDBAaJsNSXGNXbnpCXp8Me0NdB0316ftcMncm2etjShBJB+A4T5lWS05WAvMC1oDZH\/0WrartWr8P4U\/Ke6xlwb1hrZ183n0CvisGurA4uJ5nys0lk60jDDJ6IFWnG60KlIBpcXNY1t3OcQ1ovAknqdEJuFzNz2LLEOEw4EBwIm8EEFVlxul2LGTat9GU+20FCL5WhjGNnwAxbXXS+nWUjVZ2SNFeQLPCG6spewIbwhsNoo9yWe66s4qpAQHTBqmVElQloPI1YRaJAmwM2Bva4Mj0i\/P0C1qZYxKNdEaKHOVnhDKyZiWhHp9UtdMU43TJitDdHXWf36rRa0ZHE6QT1gJXCRKbx7CQ1gm+sawpZJ0qHxRTkZT3UnSCxzCNCDIjKNTzkO05jzLnBn02uOZ0zMJo8NIpyW2Ggi\/VY1PDuzzEdFyOSadM7Ur0zdx2NpsHhBJEEExHP6b+SBheIsqse0U8rhDy6ZBcfC+38f4wByWViee3VF4ZSLJeHEF7S0jbKS0\/r7qsG3TvaOLLijFNV2OPfCFiXnIY2uesaff8BTWk6KH0zlM8vxf9Lpc+UWjixw4TTPFvqOa+xIAN0weLvbq7MORvohcVdlLgIh2o31kfrRIMw9pvquZs9pK0fUPh\/ipdhmPhs53ggc\/D+iPVaArNfvB5LA+GsNGHGsl7ienhYB56LbwODdnBMBtySSIAGp8rhdEHGME2eTnjJ5HFHk\/j6GspsiQc7u9mttvHj8s3VI\/C\/GcQ9zMMSHUWtcbtEsaGmPGL\/VlAmdQEz\/8AoxHz2UnH6BBiCRmMx1Mc+an4T4eGNdXDnS8FgBiMoc0uJG5zN+xSxlzna9nTLGofHSl6\/rNbENAWbXdbVaNVyysTrZdkmcMeti7rpeoUzeD1+469wgPYptlUhV4QspTTmqhQobkAylTlVyVMo0bkaBN0ZtTkhlsrqY81EoEN0NxUlqG10G4B1tflANjtr2WGWyQ6SmqQSrG3Whg2C\/PZa6DV6NLA04E77IXFeJilma17m6Alph7jvDpnKNNR3TDcQGMLpuB4epXkMfUL3Zj76Lnn9Ut9HVhjxVjlL4sqtJDXvAOznlx20myeo8YFaA+M0iHtEOnaSLfZeVNK87KaUsMtSSxx8FVJvs9+zh3zG5jE\/wAiNCAYke90KoyD4RZeew\/FqjQPGbbp\/hXEnveGPILTbqJ0cHeliljyj2Ty4uW0ajCIWfx3FFtLKHEGocotcAXcR10HdaxpgCAd+\/VeQ4vxZr3wLMZIaTqebo6\/0mU76IY8Fyv0YlSqdDeLDr5nfU319ExhqljBcHW5RHceSRAzGTMbD3qjis5oyyQ0i4mxAIIB7gHsEWjsjo9ZwzjGKYxrGMbUZm+otuDAkEtIjUapfGcKr4ms6q8BuaAQJhgaA0ASTex7km0pz4c4ixlAHckkjntYHXQLfOLh+URJykDziZ5TBR6WiEtSbS\/Z8945hi3EPaXHwicxuSWtzZjJvJM3Xvxg2UWhjPpbb7kn1JJ7rxPxjTy1A4u8TsxNtASRHU\/0vWfDvEW4nDNEzWpsh4J8Tg36XtGp8MTyI6hVwyUXsj8qMpxT9dgMVVCy6huncQLpSpTXW2cKQByGSiOYqEIWNRRzZS9UQmCVX5UplsR6FQwk21RadCROeOkBH+XZV+WOazQykMjRc0Lstlzeq5yxYhULVYCVSo+ELHSLMOnVMU6kJQ1ZcSBAkwNYGwndMfUSQA2bwJgdBN47oWNQxi3xTLuWk2k2kC94uvOEHNJWvjwwMl\/1Ta5J0HoLBZGUza\/lsoN2zshGok1H+GABrre\/TWI30QqYN\/cI1elYFuiLh8OcsxM6X08+aw1pilQWEd\/OTp2hdh8WWkXR8Qw8km8dETJnvOCcRpPAD3ZHgWkeEx15r59xCoXvqO0Bc4gchJgJ+hiS0GDeFn877999PfJTjGm2U4oM0SGEiAXX8gOSriXZswgAA6jqZSuIryTBMbTsBsj8PeXZaZPhJJiBqRGup0Fv7KavIuuj1vw7wbJTFR4lx0HIT13TOLxLWPaXB3ic0NgTckRMc5WriKmRjRMgAd7arMrhr3NynRwPpf10TeDlTbbsT+LcKa58DZIkyTZrRPqSdO68jgsO99R3yswyhzhlsRl0+8Duvo+TJSe4An7nQT+7dF5X4RpiazgPCcrQedyT2sE0FegOXGLZu16uaXRE39b6pbOjOZ0VSxdRw0KPQXJwtCl1AQihWxOnSmfeqOKaK2lzXVGqqRGUtijxCrCO9ir8tGgciGvVHu6I1One6uaYXC2d6FwCh1GptzUPKk5FEhdtIgwRBFiDseoTVN7g3LPhJBjqJAPoT6qoaVdGzf6MriubM0RIAmfOyHhySCAOc\/taeOLQwvcYgRp6Ad1nYMnXoFPydUZfQNU2y2BsmsNZtxpKXbpPaybfAEQiTsSe0OPOfskK9HKSD9uXmnm03h1jbl\/lXqt2I9EGx4vZgP1iUtUfHmmeJuE2KznOJusispVosXSI5Jrh4h7fNdh8ES0ugnSB2ko\/Dmy++39wP2tZktWz1GErvcA0iW252V2SZIsQde4E\/lHonwiPsh\/MboJiRfrqY7yt4I3b0a+MqzTDBbNAnkDAce1\/VIta1gDWiGgQANkxUILJ1uPyCUm8KuNnPl9Fg+FHziJiwNj1EzB7gHshOeuzK6ZztFlZrroJnmqplIlKNjUA62VahA0ul31OqE56ZSEcC1Z3ZB+ajU3sh2aZjwxpMic3SJ7whWRUjOA49qgPMR796qXhQHQvP5HeolIVhTXArnoWMV0KjzXAKmW6yYWhTirZY1v8S6T2FvufsopTA0Ceq0QRDht+RP4hUo4LNbMAOpA+5WfsZS1QIUHAAgHLMTtOsTzTNPVGNIt8JNtdZB6yLd1dtCADsTGt7RtrF9dFg2RRwoEkwdf+kxh+GZxE5Z0n8+SowtBk36c01jMcPlwLO8vWO0BTlJrSHgrdtnl8RwpmZ4BBuRPOLE9FmuwA+mL7ec\/9LVw9Uy6Re\/3UPZ4g6LBMuh5N2VZhsob5QeVgs6g3I+f+bv7ifL8rVxNTw\/bsVlVKECQbXP8AlGjRl7PSYSoCyVApGTAkG\/lql+APBZcytF2JYMwBgbTv+tdkG6Aou3QxTZ4QJtCq5oTFI\/8Aqa4xOXbneUk911eDtHJP7mdUaEByLKjKqkWBuuARCFRyNioq5ipWggQIgX1uZJnpaBbkj4jFF5khogAWECwA0G\/M7m6Xe6UIv2NJU9dAQrZVxcFHzU9i8fQ+4yuyqjQiAHmvOs7KorlVXlWe\/VCaLrWaiwKgtV2nZUe9FMDRRymsyWGDcHN+oUgK7gQ10biPUx+EZS0aK2V4fjGluR0AjRxt2n1TDmEHmsSvRLXLR4fxQtAaWtcAN5B9ZSu1tFXBMd+WY0Qqr4IkTqmv\/IUy0l3gy6DXNt4TusapxcF30CxspqTb6KxwtLYGuyHGNTsnQ3O1gd6xoh4AMccz3FriZki3aNPRPMoNHizA32O2npFkXOnTC4WMUvhx1QQzxm+l7jyC85xjhr6eZjwWkWINl6mnWeweEkD\/AIwD66rWfxim+i5mJdmIBicpc2QNDq0+cLf5ZL8r+gjj2fPeEGG3Ow7ynDBd1J05dVdmGY1mdrp8ht67aRshObIa5l7kE9N7HzVFJMaUaNMV6rGEsDXR\/F0x2Fj6EKlLEPqAlzGNIOrCYdafpdJG2+\/RIvwNR5E1Tl3AbAibzutHA4QsYWm\/iJHlAvHnP2Tw7IZOPH8ksarVGxHuEQNshPKumcskCJQ3K7mlAc4rNiqJD0DPBV3FAqiELHUSHPXZgqCmMubMJmMt50mdIjbWVXMipGcTYa6VJcrEAKjiuHkXoqGkmVxsjMNkJzuiPI1HTuqxuuc+RAVmCyHI1EItHMQ4gEgNcTGwA1PRUI6IWIkMkWm39oN2UglZllxc6Sr5okATz6crq7WxsqQXCRPUKjZVLyxd7HG5N\/wjMpyIgSispGJhdhqTnOtt\/cLWkbk2GJtHJB+YRZMPYQfslnOMxCyaYOtjVLiLxo4qX1JBM3drbfqhUm3BVqlONNFlS6A3Y5wx7Ccj22gZvDYzvyOi5+DLS4snLO3n\/SHRJbf35qznksNzeZPdK7u0On7O4bXOctmx5i477LSebxKxeB4GC4m4Mi\/Lfyutd9jAuOmsAKsHshmomFzGSY23PvVWpEEA+\/8AKP8ALEKtnK0J4hnJK1GH0Wu9lkhVabo2ZUZjwhsw73khjS4gSQOXPyR3ul7myDlDZEXa45iRO8tymNrdVSliHscSxxaSIJG4Oo8jy3S2ysUvJnOZeFb5J5oxZud1ao3LY2MA35ESD3EFMCh6o8lQ2VXMozLzkzpcQ+dQX7IBdCkuTWLxGWNBVsRVBNmhogWE7CCb7nXuk85CKxuZbo34JYZVsY4BreZn02\/auGZbkgDqs\/GYk5sxaSJAAHLmgtspFeTn1BFt1eg0HXdLYkhvhDg7S7TIveJ57I1NwABzA9LyLxf825p2PT6HG0rFWwzABbWVzH+EiboTMTF5sDf0SO2ZIO+mTskWMkutcFWxHGCyDDYOpuj035iHC88tOaK5LsZpF\/8AQvDQ4ghpmOR2JHpB8kOrRMLXDnOAuSBoDt5dN0CowEkQFlNvsSUY3oXpULT+ku4ZWlvnHe8LRwjTljks\/ENvpumTsHWgnCagb4f9032lOPpTcLI4fXObIBfMT2BBlbVNUi6ZHMiGuAVTiTMLn6pd4VrOdRvs0BWkAIVRkpMVC1W\/1qCbC4itNrgX5mthznFobqHAtZmc43jLmtFoA6pZ4K034hsbT5e\/ZSj4KKHYlUPmozI1RBeBOpRMOKzWBcuXmHZIo4KpChcnRMlFoKVyL6AV4vVIaAOhnf3dY1SuVy5Nj6KsqCmMKfF5rlyqwRNRp0RnUQGea5coS7HRlUsK18B1wJ+\/v7LRoiJAsBYdAuXJpGGn4twaI92Qf9SS3NEGf2uXLRNIcov\/AAgV23IXLkRUIUxleCNfYW+5sAdQCoXJn2hJ\/aQ6iEA0RdcuVYs5WJ1UlUUrlRGBtRcq5csxogoujfJC5csxkf\/Z\" alt=\"What Is a Nebula? | NASA Space Place \u2013 NASA Science for Kids\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTHVsXi2EPvYsDNZD-9KiluOK7sfv6YL13-rw&amp;usqp=CAU\" alt=\"\u00c1lex Riveiro on Twitter: &quot;Es una de las nebulosas m\u00e1s grandes que  conocemos, con 600 a\u00f1os-luz de di\u00e1metro. En nuestro grupo local de  galaxias, es, adem\u00e1s ->&quot;&#8221; \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRQP9A4FXLhOH4iYl2X56Gcl-XmVabOINIaiNLAiBme4ESy3jvgd8aHj9orgp8IJM9EqTo&amp;usqp=CAU\" alt=\"colors | Nebulosas, Fotos de universo, Nebulosa\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSD-MLWz-VVAeO8iPS_GL7lDn0yn2G8YwjLZxJrKvJwbi6I3oon9miY2wJfoNcxYPqwfps&amp;usqp=CAU\" alt=\"Archivo:Fairy of Eagle Nebula.jpg - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0En estas grandes nebulosas se forjan las nuevas estrellas<\/p>\n<p style=\"text-align: justify;\">Lo curioso y asombroso del caso es que, a partir de esos materiales, se forman nuevas estrellas y nuevos mundos y, en algunos de esos mundos que se sit\u00faan en la zona adecuada para la habitabilidad, donde el agua corre l\u00edquida y se ha formado una atm\u00f3sfera adecuada y oc\u00e9anos, con el paso del tiempo, esa materia primordial se acomoda en estructuras complejas y surge la Vida.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/9701\/sn1987ares_hst_big.jpg\" alt=\"\" width=\"336\" height=\"393\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-fWPPIW7k_fo\/T0pqRfSgyHI\/AAAAAAAAH4k\/hXIelt94QAg\/s400\/sn1987a_hst.jpg\" alt=\"\" width=\"400\" height=\"313\" \/><\/p>\n<p style=\"text-align: justify;\">La imagen 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 style=\"text-align: justify;\">\u00a1Qu\u00e9 maravilla!\u00a0 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 que esas mismas estrellan han posibilitado, creo que, en muchos mundos que son en las galaxias del Universo.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBhMSERUUExQWFRUWGBwYFxgYGBgbGxgbGBgaGBsgGBwaGyYfGBojGRgXHy8hIycqLCwsFyAxNTAqNSYrLCoBCQoKDgwOGg8PGiwkHyUsLCwsLCwsLCwsLCwsLCwsLCksLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLP\/AABEIAKEBOAMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAADBAACBQEGB\/\/EAD4QAAECBQIDBgUCBQIGAwEAAAECEQADEiExBEEiUWEFEzJxgZFCobHB8AbRFDNy4fFSshUWI2KCwkOSonP\/xAAZAQADAQEBAAAAAAAAAAAAAAABAgMEAAX\/xAAjEQACAgIDAAICAwAAAAAAAAAAAQIRAyESMUEiURNhBDJx\/9oADAMBAAIRAxEAPwD51WFLKiAKiSQgAAPcgJwGHw+kaEiTSEMuYuhJWghRR3K1G5AvULAkhnJ2a4tFOaWpLJNRDkpBPDilWU+IuPJ3gkxFFwlaeHhDghTrLO7MKXFnNSX3LSu9GyMEtsXlSFFxS4loKgwFms6r3uQ5ubADYRfQaCYtM3uwphLeaxtQFJz0qo53EXVKdmNuoI9b7QKWtg4Ju4LHy225vv6GOKvGL0BKeEkE52cWIt0IOTsDzjs5NCjYFSgACQ7AgFw\/xYY+fOLy1JK2U4DXbbf7Yg+vAUuoDgwL3sGG3riKIi8enRnJ0RYpoVWQ4za1bhIDngGcXBhBKiC73I9Q7F3+4+8bEyQSCfTbm\/0eE1ysqJ6YucueXve45Q6RCUQMudQAUruUkENgKBSoPu4O2x2aLypyizEikOLs13t\/5F7ecC1ElSCQtBSqxuCCHDhhYMQQcYxHaQlTVBQtdL9CbEA9MZG8K0StockaMqQtYIpQ1iQFGotZLuerYioAZQcgc7sWuAQN33NhBO6KKklnBIcEKB9UuD5gtBu0ESlKJlJWlNqQpQUbAA3AHxBRxuBs8LsquhAjDpu3M3fBL9PKIoJpDFVTlwwYCzMXckl3sGYZezcuShTVKIqJrZAZIYEFICg5dw1mYZwF9UKi7APskMB5DaOHvVlJSbtzsPWLTksW3BY3Bxm46w\/2Lqu7WFKCCKVJNUtK7KBBIBZ1B7Emxa4EKGW\/5yHWBexo9BpajNUhKlgAAIClBglL70hyA5L3MC1XZwBU60FmZi9TsbMLMCHqbcZBEEmByS5LnJyfO5v6xb+BVQqYA6EkJUbMCp2B8wlXtHDSQh3W0dEtnBhjuCTbeL6TRGYtKKkoKizrUEpH9ROBBsk4iS8YLvl7N5Nz3eBEQ2JILuWsSLEuWcC3PD9YoEvBFqy3dJITQpZJSTMBAABBJYcXElgkuWuWawcSUtF0yy\/2gktq0uKkuHTVS4e4qbhe99oAyAzprm5Nzc3OckxRepUoJScJDAMBuTdslyc84stRUoqU5JySSTfcnJMQob7QUK7YUKQFGlyl7BViQ+7GxbkYLppIWtKCpKApQBWp2S5ZywJYZsIXCL3F7HoxD\/cQcymcWLHIPLlzBjgoDMk0LKXBpLOLg9faGpVk0h6iQTm7OAGdjsXIBDmJKBDqCXGHIcDfydgc7PblJIPeJpy48KrnGC7gn5E+kMOtDOk11CGoRMJQuWmsFdIUXdIfgWCSQQ2SWLvCU+WFEhNgwLEgPSm+Tcu7b+7QdOlUAZoQO7C0pNyySoqUlJvVhCvQZeBT5BCikMq9IKeIEg\/CRl9uYMcqEk2yunQHpLJBYGoAliXfF\/S7WwYP252SiVMUJcxK5Q8E1lBMxs0g3JBtbHlCy1pFQAPiBSSQ6WdwoNc3D+URc8pehRIuE1J2qd0i4QeEWBO45iGEAoSTLJZTBQdQekEiwtapkqIL4Co4tZDB1AC6b4qv6emYMjuylBJZVZqpqqYMRZQod3Yg83bMCVIUk3BBNKh1ChUD6gg+sBhQUyO5mJIUF0spxU1QINNwk2Ni3KxhOZLItY3hv+FIszECq5CbM7cTOrDAfOLTaClLAggMpy7qc3FgwakNfBL3aFQWJUM0SHETWUkj4SCNsF9r\/eJAYqHgUMLlrOWxzyznpvDUtgBckG5DDldmEc0goBJlpW6Cm7kAqfiGGUAzbWxFpFQFIVYcTFgA7OQDYuAkG2BEj0Yxae0LaqavKeEDD3Pp0g404pSRcqSFFnsS7jpj+8MrlJB4z54cOH6R2QmWGo+RYfMw8eiqh8uzJ1UsgiwaKIlrUCHNr2GB1+UbM5SbBjccIa7cy7b7xTVaEqpSlOAbgF1F3i8YkMkO6ENKS97Fvf03hiTJBBDByRSkYBJ5k4b1xB5EpPFUFOkgJOxPV74BZt2gOu06qeE7+oLG4\/OUW46MyTspquy0lKgC6n4eVm33e\/tC8vRS0EmYSQAWCQ9Sx4agVWQcEg+UPaLtKlYCxbBO+GD7MPKHe2dCCy5aTQbgG9JxcgAF2y3KOUU+iM0YcncsxcEMAwudjkfheOy0Akgkix8IBc3YZDAnfbkcRp\/wFJAIALYy5\/t+zwx\/wl7ilwEsAPEwYk5Gzl8v1t34jm0omXJUjhUUpOApOHxhsWs4b3hXVocmkMLkDl\/iNtPZExwtQ4VKIJcOSGUfqLtvHNbJDBgxcvd+TMGtb6bROWF+FYNOGzz4KQwDvu7chYeRqv5QXUadIUyVVJNwWY+odgfU+cdVpymZxDbcN6jp9njV7REpcpASkiYCozFO4VURSwZw3UnMT\/G\/RIS8EZSykpLBwGwCNw4exPI87wstJH5+8EM5WCXNT4NXLO46dIcnSHTUMNlt9oPHRr\/sjJWogvd9+sHn9pLmIly1NTLBCAwB4jUXIDqvzdostMsyy4V3lQYuKaQC4KWep2u+AbQOVdWALMwts0Taozy+iuqlBKjQStAIFVJS5IdmOC4UOtLxyXMSoioFgw4QkEgFy55s\/EQcDaNyX2aO4qKACHublTnrhgwYcid4ydTpkCmmp6eIFgynPhId0sAbtkjZ4nzT0HjJApgABIFlE0ioEhjYqbdrXzyg3Zq6p6D3aVipPAtRCCLBlKcMnq4aNHsn9OJmImLmTEygmWVpqPjIbhDYUeRjGmzabCBaeg01th5tKahlnAxa7m4eoO4F8NCiZjmoioOHF77sSMPeOTEKDOGqDh+RJDj1BD9I6hPle9js5DNsc2O3nDoVsNJlA8h59T1jTT2VPVL\/AIilSkVBFZ4nW1hd3sBbpCvZ8krKUS3rWpvEAm4YZZsqcksx2u906lQTRUQnLA2ewdt7fjRRV6PWgSTwm4IJBCXYE3AJDsGc558ngEy1QsTjmHxYg\/uDBpaCbKCiBlsgA3YHlcx3+EeoocpSWBLAsoslwNz588tAsVxOTJZWXpZk1LYEsH8SvMqH\/wBh0iyZkxSUoqSA9YDhPElw9mFR55LC9hDfbMhAmzSgAJKgUlFkpCkk0kXZW2bFKhfIZ\/T3Yi580CXWpKU1LEtgtIF1M\/I73s29oKTekI1XZhyyoEkHxBlE3yz1bi\/rFhOUsKTYklJBoSS6eAJqI4EsrGCwfZne11qWpKl01KQGZNJYEpBUwSFKIDlV3e5d2HM7KKES5qykImVUgKFXAQ5IpJAN2LZ+a2NQGbL4U96FAFKCjFKwCUuS\/DZK2YZ23ig0ykJcoFJUyVMoP3Y4mxa4Je9w28UWSpYuSbeIAPSLEuSDbnsBHJclQLgc2I3Z7Bsvy39445DZ1ahKUgKZKyFLSQGNJNLE3wo8s7wrLlCbMSlwgGlL4Gwc+tyYrMcv9Rjp0iiUN5wRZIc7U7PEmapAUldBatJqSpjkFsGJA5M1ZFLOEkq8IJvS7kB2cJ3s55l5AYEjW0vaTS0uG6uNydsnHpbpAJ4qdaHPMDbr5QBYCpijLcIy1nCWcg2SCQHGL+sW0s5SFUl0kO6SCAqpjxOq3CTgbJyS4mlR6H5W6UhrRLQpNKnG5sDccrfLD8oItSEABil8F8hzdRJI5cNovKmyykskufmWaxzCfdrquhJSGLFw4DZa4Bw4+saMaspN0lWzR082i10VZ2Zudo0Z09KU8rEguXzcAvtlhGRImWNYC0gl6rkFV3ByR5mAT5NKklS3lk8OS1uXyvlhFrrQnNpWaGpUFEkYdhhuoeFlKcpCQlDBixLkh7lyWJcWFrecWUi5pNibMPLAOIsnTkhRHTk48j06e0X4uSMc8qUiDQOLhwxudznAGdoroO0SJqEAvLJAIezn7R3+OJUJdnccfTy5wXsTSJmT6acHOG9GztmJVT0cpcos2e19EErLE3AOPPHOx\/Mxl9n66pdnsMKJxYWy3O9rRr9s9mrXNURZKQB8Rq2YWYW5n9oQn6FaQlSUusEPbP50+wbTVo85SVm2OyFiWlUxJFTtbP59489rJKVTKEm+3WNn\/mGYumWoEBNkpu3o+Hhf\/l9lVHJx0f6iOp0NCai2med7X0dKqixcWDm2w9g3tCfdKArKSUVFALMHZ88w4LR6rWdmgkhSggAhIUQSG5kAORjZ48xrFKSaS9PiAPs7ejekQmiyfq+ymoStQS6iaQaQVEtdzSPhuSdnvvAZOopIbiexDH8Ma4UmahySFBkpSEJAoSlnqDOqw+Fy7kwnL0RUpkuSSAABc7AAe0TjBmqUqpoXmLStRISyeW49WgZkNnHSN+fpVGXLQS4SCwZqQolRDte5ffMZ05AqAItFJ4tWR5cmeo\/S3YczVSQhCiopNkuXAy3l5RmdrdhTUzyCklCTS\/8ApAHW9gN9hBv09+pf4NSzLOXCXsQOZbdvS5jRP6gTORMRMSAqYQmt7jLO1mqAv0jxMicZt+G\/CnKjyfbM1lMggoACQPIZ+\/rGJPurhBbYG592D+0ekn91JE2VMlVKYhBBUkpWWIKhcKAAIbq94zpelUlK01BJUClQpCjZQU3\/AG3TkXtyJi0XSQmSLnJqhEab8\/MRFIKCUtSoOCOocHy\/tDiUEJKXNOTyJALeZufc84RkjiO17jy\/yYoicocaQ7L7PeQVvhTKBKRl2ZJNSjYlwGgITtf0P0jT0mvPdKkBCD3hCiqh1gpwEnIBe4hClg7+gN7ENbl1h0w8aDyiClQUFk8SqgS9RADKqsz3JZ4mnSa0uxcjLMfN7QoiY7l+t97j3Nz7QYLU9SnL2ck8rMX2tHJHLZr6\/UyJpUZckJUtkpSVlpd0sUkkO7Keu3FszwlpNeZVRQpSCQzp+ljg\/mYAufVT0sMYBJHnlr9IFMPIsW8nB+sM5O7OaVUFnap6lEAqJOcAEHA5g4cnq8HkIkrkXWRPCglA+EpJJcqJ4SCW2EI6hbFVIYGwCmKh8rHqw6QnLnEbxNqybdMMUX62+cO66WapVS0glCHUi5SlIpBUxJrAFxYsBbEJiYVl1KuBkubJSwA9AANsYgk2WBcKBYkCxcgb3DB3x06X6wWi+oUwKS+BTyz8JLkpBr3Ae9rgtzOxF\/wo1IUDLKu7ariccV05p\/OpzpyRSLknGLBPQu+Xs0ETOUOCqwIuFEpDOAbOCA+RtjMUTQkrZAoCW5CTxEBmCsJJdjVTZgDbiUxcGJBTLkBSVVKWisgoIpXT8JdlJL72t1e3YDGQES6hZkhupukPi5v1t8zBpKACGCS92ts7g8t7ONukUMyoA0pu+BTcl9izDGOjR3uytgHUsmgJAu5IbIu9RAGXv5ojTXoTvTuS12PUkkt0d8Wh1Wo\/6TlV7gOcMH3sznHnC2r08yRwrSAoeJLCsUkBlgYwC5DkHMM6ciYooLylg3SoEKcFve5z1jRj\/Rym+r2Jia0tYVdNjwswLvxFt2xa\/tBtGmyTMQ0s8WaSU1MQkl335teNdHYoKFy5amCiCoV+IpxUAzsXIHrGRqETE8CquEEAAcLev1irVDShNbYWTqEkqSNi6X+eOcaOonploCUuTf4SzYfn\/kRjdnSErWbNyVd39HeN7tHsRVCVWV3ewL2NwDfIPrF1J8dGVYpSdsUkzpZUFFI4Rcmq5azX2t7X5Rfs7STAkz04Sp1Hk5s\/Nx5w7J0gmylOhCSAVAsUqVQHUGGXcDpCfZuoSKqyQDnqz59+RjOm7s05MaUaR7if+otOqUhCQK24uRPXk3SBSgU+IAgcvmygWMebkyErUkhL48rWDtmwEeo7MlEgJURfJ5RXl9HmZMcYqjlMsmyCAdyOV7+zwPUMMHhtbLenPp1jR7V06ZShSQQfCR92wYQ1WpTLTUvGfaGUrVk4xV1Rm9s6aoU8wAPb5R5bVdiUq8Vm4sHd7PgsI2tX+oxMnNLFSQzljb7xndoupKxgXP7Nvg\/OOsusTStgNKm7JVYE2a+PJsHaNbS6ME0i48RD8gb+gf5x5zQzFVFizsPofTEbEmYd\/Nx0+2S8PFou4txPY6n9Nyk6UTEqClK+HcDe0eD1ulBUWDtki7DD22vGnqO2FGxUwYNmzCw9Iz9RPU9RDhTsR5sY7JP40yGLG4vZkahKQXGMe1vp945o1Mo0KPUbdI152glIAVWFJWkgEJCqVqcBMwKLINlKcEkBiOiKUBID5aw6OT9THjz2z08O2MIUpYPeqCtkk5D2sdh92hXVavuO8ASriBQCFFLgkeIMakgjFn5waWUHiPFTdtn284vr9ZLnSwAkiYFBjZiCGZmcl23a0BRRoyR+PZiXWTWo2x7W2xa8P6Dsla5a5rJMuWQCSQC63awNSsHmLQrP0akrCtiSkg2vgu+I1VJrTMXLQEplpSSATuQkeIvc3P2gvTox8HezOm6rulcBBIYhQcEFscwzsR03hRJc9IaVMrJNMtIUqkJ5OXepV2u1RJ+Ua\/ZfY0mdMSgLCFBJrKyKHS\/hUMgsCLfE2zm+ONkpSbMRMouzG+Or8vX6Qdkix+cel\/5TJ0yp4UCAaQl+J\/LkI8\/N0gpL5BHLcHq+w232s9p46Q0HfRpdmaOTOLLUJNKVKKi5CiCSkANazJ3x6RkzNGTURgNuN8MHc4OHaCzNNTLspRLi+3hBI5uHziG+w+I0TFNLTVMpKXqUEvSSGIqCQMsPOJUqH4SbMWehVzzL8+fO+CY5qGm3Y95wpSEpFNIDX3cAJvvckvc7fauoTMmqUlAlJJLIckJHSCT9SJMpYSKVHhWSA4qBOMhwLNj2icu6Q34E1bdHm0JItyP1z9BDUtCTVUQOGzueKpOGIYs+XDPuzAQp82cPjxMWztv7RSaGu4vsHt7iEkjO0kg5AwAOK17exLAevOEDMJNgPQbAbgdMnzgpW1xA1eFwGckO5dmDjLNv6xy0JJ2Nf8TJlGVRLY0uQgVcAId8h3JVzYPiOwgm28cinZPka8pylgHABA3bKrYbfPX0PLmFBPdkkFJSSE5BsXqJbLODsGvC\/wDDTOBgSZo4EpYlQegWSMkhQbNn3DkkrWiuWUObgpUhygi5IGQQAeWN2ifZvfQNUtUypVKQBcm4ALEgVF2JZSmJdRByWEWMtVdaphWo1OsqcquXckl3zl772gq9OsXKSAsV2DBSXaoDYXYFrYYXiqpoAoTdxfqQTj0i8XXRDgu2FJ2Bs+Xzdrb+rQ3pdUC0p82cnb8+hhXuFU1MoILVFW6xkC2N2vApqqlEsejHBsz84utlI5q2auilJdCUlLmz7DY+fpzjclzVS6gkODfF2G5yxbz2jATrApCUolUzAonvHdRcANgNdy4vxbs8aSETUKSJriwVfJCg49Gh4rfZdZ4V0aWj7USJPdrcORZtg71F7Zxv6XZ1v6V7xJVKKaXqJYXSxxC6\/wCHWWJKbByAL2uCC++45Yh+R2klKaJQKZYFKdzbmT5mBxM2f+RWolNPpUywKUi1v8nnDkvVA\/C33\/aMxEx1KJenYDEPzlmWtkipgOYIUQ+CH4TztjaKUlo8yUnLYzLSJinVkeY9Ov8AaG9WUKlGWpI6l3DDAaM5OoypXmSOpz8xCGq7VqCkJVY\/M\/hhavoMLFFadCCsBLJdwAW9YydVKqU4azkgkdH\/AMCN7QyErcLJYA3SHNuSbFWPQX2jzZ1CEzEuAsWJS5Yi9iQQRf1jk\/o2xtdi+mWECkAOth5XLAbAEt8otN1pSlykEKJSL\/6W29R+PFdRR1YAPz\/8ejRnkPcNbZonK0aIyVD0qe9JKfMQ32lOQuY+nSUJsySajYb2vdzjeMoalKQyg5LVXYs4LJsWNiKi\/ixBtLUtylgCcAvTewLl9rPyiMp6oRwTnZ06crUqYtaElwQGaolV6AlLWdyLWxyg+r0CWSb3SpSwhN0qchIJJAIJpuMPzDQWh0pBq4FOkOQEvlnLJcsedodn9s0UpIqsHIUXY4CvIoCm6JjFObukVgnZgI0ikorAdNVOC1eQHxUwdjsDGl2TqpSEzO\/lFa1hpSgWKFG78iG+sJTNSgTppWhQQMIdHiJMs+MEFi90pJcbZA5OrWESXSAmWDhSuJSy5LEsCwA4QPCHiuNtbYZNSfFmn2npJVCZiVhRqLywC4ZgknYuX9jGMjQKVLmLSUgIYqBUAo1FhSMqY5bAjd7Z7RlL08pEuWkLSCpa02KiTZ9iw3tk254XZ2oSFJqGF1OACfJlcJDgFiIo0l+wyuWmtnESx3YLlRsG5AuT1y2LXMaGg0a6wAAlTWChkEPuGJL2fpDOg0+nJUVLKVB38JBN2AS4JGMYvGpMTL\/+IKKQwqLWN3AAJtFMMvlVAeJ+GjpOw1JkqMwqAA4UXZy2bhsv6XEeaTpV981FZcmkgkerXaPeSP1I8gSDSzgLUr4SSWvkMBy2MZvZesSnUTST3iS4UQ5UWULjcuWvyJ3tGzLKouyf8dNy+RhaeRp9Op5xuxdLOQSGB5PvGXqdZ4kBSkoWRVfLGz3AJGbm3SNT9Zdj97PJ\/l0\/CpwfWwzb3jH1\/Zy1poCAprAg3Hp5bRh00mapyyO6j\/hjK1RCnsejY\/MxVSjs5h2T+m5wbgWfSNEfpdaJdc0KQFD\/AKTp8ZBAVd7MPO8BrVox8MnUjy7mL96S7n6fLlDU\/QEG9t72x94VmIxCN2QaaeyhU\/48WklwXaw3PKzDmekF\/hixVZhm49GSSFGF3a7D2f6wqOopMN3iRwKYvi1rODHYdCNGjKmlASUmlaSFVOygblNLXAsPVsQY6l0lykrJqKzWV3BdPIuS5tvnMIzVvewYDHQNjnzi4S4UqwAYAEpfdrWJskuW5PkOqRqcmdUoMHJf5AdPnBUoAa7khz0J2Ljl\/mOKn8ADnLs1irDu\/In39YrWpF2ItYkZuzp8mNxyi0SU5aPR639SqmaeXIIBRLdiAH4s3A9Nw0ZTpKiU42By3WKaScBaxth1JCVFwCTZ1JJfcfMQTToG\/q35f5RqUr7JRVbG5SSE3bhL4D8QGTmzCxw9smNKUpZSM0qFssW5c2MK6eTZxzyP2\/eNXRaekeLb4TzHMHkbj0MWjA5yvoAmXfnG1o+zFCVXUGqal+Kwd25besWXxpFgGDGzFV6nUfiL7+UPntIIkmWUglVyo5G4Y7dYaSMz5GOZmXi6FcRNzycwvrFBIB3JuN25j2OenotJ15cps3XPoYRDOCZo6khYvts8JasIl3BBAAUaXDE5ELdrapKP5ZV4eJ7Go+IBjcecY\/8AEqW7+X+I5otjhRbVa9aiWLA2jOmILv8AONfWSQhA4Slw+z+EO6mDhw4GztfdVZCgaWQABZ32vm9yHbZ+QicTZJOqALnGkJJLPcdf3aDSlkPQ6QeEkG5Bsb9Q\/SMyZrCJgO4+TcuvWDVqKt2J+vWFyNMSL2y69A6Su9IUA\/UgkAnDkJPsYa0TJWkoqIDF1Nnywz2vAUaZTpK2CSeG4vh9+EcQLm3zjs3VULBQWDWY9GPk93HWMMitJo2tfqSl5hIqPEWAAck2pxjkGu20Z3YP6hMjUd7QFpFlApSSUnhLFQLFjY82hWd20QFihCqhS6gTTcF0XzbN8mMqZMIvZzy28+UJFU7BKSqmauonom0IlyQlYWshZXdSSXSlYVwOnmGfEBndpqmBKVAcCAhLBmYWJpZyOZcnd8D0P6P02imJmfxRoCUukgO6g7But7DLR5vXIAmlQJpe6gfFc3840vHpSFbt6DmeWdBIKrHcAMMKJfm7tYDnZpMxqEIWEHdZfPmHI8oWnaxJroRUlScsQUsRxMksFbXccR6QpPnE0C1hZg25Je3EXJD3xyERStmjmorR6T\/gszTS5a1IP\/VFn+IPdjyNvntDUibMVl2qICg+UAFk9EggtyaFl9szP+kiaSWSChKrhKVXSRfcMdswPtRDLqkqUSeEBmUVUhww2JUUgDYdYrKST+JfC2oEnSyC7kc3HMEgWFna37QSbIWJXepBSlyh6vEoAFR\/\/Qt1hMzFIKe9SHWAoMQ7XBcDBcYLG2LwZemQZRUVEqsEtg3vU9ww6QJTtbBSe4gDqzW1RUnHIt7mOTlqqBGXjvdISgkLNQU1NOUtmp+dmiyboCk53G4\/A0RcikVpl5nakwEUv16Qwv8AUcxVKVzFKQg2c4uHpfB6xkztaKKKT3gJdT2pIDBmy7l336RkTtQp4ZX9mbJnrZ63tTtaUtyAySokFTKUz78zHnZk9FQ4PNiz\/K0D1WsUpiouyQkYDBIYYzaAI1gDWuHc8\/SOSSM+XO8nY\/L7lQ4gUMC5HE5u1izbDPXpGXqC5tjaPQrn6demShKVDUFTki6SnYAZBe\/tHnCg1MAanYc3f6vBlBRIKfLwkiUo1MitkkmxNIDEqthuZteOQWTNKDkpcELap2YgpNwC9s7jziRyAyHVVUhQBSnYAJJDuXID7m5dvK0G0aGLsDzJZQZQbBBdnzkekKyZeCSGfmH2e23n0jW7DnITOTWAUuHD2Ys7+QtZopiipOhpN9g1SqE3UCSLJywUL3xVdm\/YQGfqFLShJLhDhILMkEknAe5L55849T+su0dPOWf4ZJRLAHCelgX81b848l0jVkxKLIqXJDEpgzbN9vu9uUaWmnKJUCTxEVtYli7Y53bDgcozpaPTz8vL8eNKQpQUSS5yS75y53z7x0VbGbrRo6N0\/EwfD5Pl5b+kb3Z8oLZ7dRj2\/aMCXOQyWBqe5exDBmDOC7vflG\/oNSkBLAhV6sNmzb45xsxr7El1o9dJ\/TBEsrsQL+f9owJ\/Zy11sCaASroMPG1\/zItMvuwbDMZOu7Sl93SBQsuSpyxfA6CGldb+9V9EW6PM64EJwMm73JDdccj1MZQnNeNvtuiygsFSgLJRSkNY+dmLjLnG+HqZiajS4TtUQ+N2EQkxktjkkFSuNIUZiTSVqpFz4nJAyCL2gitPLBM2UlVCaRSoglyLlwBZwfQxljtBQDAkJcFhYOMHzF\/eGZPa5DkqPFdW9T3vzux84zSbNuGr2A7c7RVMCRS1I5u8Y0xdCiEqJDM4cO4uL3a5Eayu1ly5iZkqkLSXSWfbPE4jLnacsFFJDuxOLMSxwWce4gWVn8pF9VKlkS6AsKCT3hUQ1TlqGwKWzu8XXMSadgAAbk1FzxNsenSBS1tf8\/xADL4vmIR7BKNIfnT+CgeFwpnPiAYkDDkWuDA5ckrApSTcOdrswPK\/WB6kAXBt1gidUpKFJSohK2qSCWVSXFQ3Y3iEjgWoUBMwEgqdgCQm+wJJYdXia+XLROUmUsTEhxXSyVO4dKSHSKSM3BuNo7rFIJ4aiGHiZ6qRVi1NVTdGhUkqL+8SSJehAvgKd8i\/vZr\/AGgU5JekEEcxg9b3947OQQSCzgkG4O7ZBY+kRYA8ji45tt5GKWN2OaScUpMtSyJSi6ggBVw4fICvdt4BoVEqdgqkOxdtndtriD\/8SXpS8sgKXKKVJICikKqQoKBTwqIFQ3AULwpobA3KXHViNwWvsPX3jvDruVB5WmKWUSLuWBuGJHENjb7xsHVJnEUllJA8JO2+c2yOkZB1CO6IA438VRulsFOM3d\/hxeByjguLD8x1jjRjycNGlNkmsPn8MMmeAAR6g7xlzJpODgfYH9\/XnB9HqQWCgOjlqbu488X5wjsvHKk9ej2pKUMtnQTYKtUwvgvYnaMbUzuJQTYPa72fnvDOoklSioDhTZTtw5Z3uHNvO28KTkGgWADm+5x1JbYHDvfkKJTycjonBPrs3LH1MNGfKKSSoA8mz+0ZsxeC7W2Bs235zgM6WGzcZHO\/wmOqzO8jjpDkxSQakKBpI5HL3Y5Fr+YinaOiTLppmJmOkKUz8JPwlwLjpaM8nk\/V+fT5QVU8nJuwHoAG+X0hr1Rnbt2XlqUFBSXCgoFJS7gvZjl7W8oHMLioqckl3d+bnm7xYzRcDB8jvbYX2cc\/SKBQcEDGXuDflyZo4JwKs0SDJAawv9GAuL7l9rMLxIPIFHEzFU0jDvgZbmz4OIMNnLWyQrIu1n5j3EKKW0G79xfYWGwF\/m\/5iGi2uijlQ0vUrWQSSaQEpfiAAwLvYRSWnEUGqJAGwt13\/f6Q5JmcCklRAUUkBzS4LOoBJdkqXyyc4Nk2xHTVjcmdJC1OFlDKpBUArBCXIBBYsSALscRzTqVSpWAGe7O5DAf6ju3QnaMsr2hkNSCFBySCljYABi+C7nd7HmItB72Qc9mnKmW3d72s1mu+c2bb22+zdZTxG+Gfn\/b9o8vImRpHVBgA7jPL0jZyrQj+XR6jWdqoWoqSgIdmSk2Fm394BJ086cFUAqCU8TXZIP7xiy9RS1QcEFtnyAfQ+7ND3ZP6mmaYkyyxIYuHcHmD5\/SDy1oDixDUz6QR1w1jl7vY4\/tCCmJ+0Mdoz1agzFy5ICUJFdNRCQ4FSiTkkgPi+Iz5C4g5NlIrYacbNAlzmHlDIAs7s\/q27bQvNlgX\/OcRo1RaRRCkFTTKmKS1JHibhd8pfO7RJqrM56chzt1YX6bxJcoFlkh7hvJr+rn2gukWUrrYKCLkGliMEcQIe9rHmBaBorF6bKaHTVkBiX2BY\/Q7xo6\/9OTZYClIUHFQsfCGBPQQnJm0lwCkZAN7Pa++M7tG3+of1PNnoSJjFNICOaUgkWOXdJd8xVKNEpuVqujzM4Fr42gX0gqlBZA33JJL3N\/ngcusCMxO+OkYZjnZmLZ\/sL4b\/HvCom5Z8WYGwAwPS+\/Uw52bMlpU81CloYghJALkcNyCzFj1xHJuraWtANKSsKEs+JwlTKqpwAWZw9QLFoiM0Iq1iwsrCmXe9nuGPyJhOpri0N6mUELIC0rDeJLsXANqgDYljbY5hWdxOqwcnhD2ZjjZJcsxODYWhkRsN2hr1zyFTGKkpCSr4ltgzD8S2tVksHeOOwGzwTSqAOAQxFw7VAgFnAqDuC9iBHFKs\/8Ai0EaKrZ1M6x5l8Ng5szeTM0VKth0\/PeHOzFCTPSqYFAS1JUqlioMUkUukpe4zbYtCGoWVKqcVKJJADM52awzgYaOoHIaRLqVSHJOwBL25C7fNto6CkDep7HZm+r+jQCTMIHInBGbOM7AuX8hAlFrRw\/IYmTjgWcXYniu97tbb0iSptqVPSeX5zaJO1B4DSlJQALJapnNSuai9zuGjnanaSp0xU1YAUsuQlISnAwBYb2b3eFaBypjciQaDNSUm9KgzsCGDuCL3Au9ji0Kp0qiiZNEsqloKQpQFkVG1xYEsQM72sIVTObEM6vXLIKKgQopUprAkA3IYOeI7ZdrQASlyQpOpoSAggup1ueLw2ANhSXuM1QJrQUyeo+35+28FToiyiaUlIuFKAUeJmSk3JG45AwLJUKZtiLLuTgZxYej7co7TFkAMeexfoXDNuWvt626w0XMxy8SBhUSCMUUXggQHLX5fn+IGTe8dSo+v5iHQz2HSQAzjIwBsOed8f2hjToJUEYJIF7M53fEC0qgkqqQFWUkBTikmwVwnxJN2Ljm8XQsklRL3u5D3fZ3OPS3MRSL2Ch9WiKVLRSlSmUHdwKblSCCxslV7ggnpCKIZHX8fEDVLDC93LhvJr77+3WKpqyOSHoeXNNjlgwdjj+0E0Ov7qYFUpU2yxUk+YOYHotaqTMStFlIIUlwDcXFjYxTVasrKioB1KKiWALnONumLmL8l6Sjsal6oEgKJawe5pDuaQ4626xUzxffkcb8oTSbZ36458vntBULFV3YYIsehwcFi3RnGYbkhv0WXPLWxu293u2b8+UM6PSVE4DB779A2TApE25uHIN1PuXNPU8+p3aPYfozsiXOWlK+GrB2N2uPQ+0VjFSViuXE86rSkDztCM9GAfpe3Lb\/AAfX3f6w7JRKXSggpwFZB5+sed7b7CmaYIUsN3qagxACkkvta\/LoI7JjVJoMJ29mXpZgSSHSApJDkOzjaxIL2cfSFyvO\/M87xebKUkAq4akhSeouB9DnkYSnTGDCMMtG6LpFlT8\/n5\/aD94SL5bfoLfKM0q9+f8Ab2hpE3rt7GJthjJBtXJAcC5BYs13NqQQFHf5YeE0oBu4F2bicMBfkxL7vY4tGl25o5woVOKiZqK0kqqJSoku4y5qN7wlodKpZUQAwdySkAOC3itz62LXAicrXYknyehl2lOUeKyV8Q8J4m2U4IF8QKdICUOFJJJKbVYASXuliCSN3FNwHEN9nKCpSxMBEpIeoIKql5QglwUhTF2OASziETMIBLkKdJG1gCQci9xdt880Sse9FUJRVxBRAUHYhJKd2BBY9btChRvBpaiTjHuXt6+kcni14NCUqsopgQKgXANnYOHYuMh2PlYmGNJPSkqrQFgpUkOVBiQwUGIcg3ANjvCstP8AjyhtGnSVgKUEJKgFLHEEizqAF1blhnEFiI5ptZMQmYlBUErDTG3TUCy\/+2oJ\/eFhM+nn5+Rgil01hCyxBSWcVJBfiGCmwN9wC1ngSQymULvdmLDdmtDJimho+zZk0AIQ\/UDJ6nya2LO1y60\/SqS\/CWBAKrsDe3K7HP8AptvHoP0x+ql6MqVL8ShSAQN9y\/T6wgrWpmLNSQEzXSOIhKVGwXv4Sbu9icWI1SUOH7Jrly30ZplOMjb4hd3wN2IbpbnCrwfUSShak1BTKIqSSUqYs6TuNwesWk6YrwLJDqblc5Nn2HO1jGEqzvZ\/Zc2esJlIUtRdgkOSwKi3oCYAhV2Ls92t9ocRNmJlpWK0JrUlCw7DBWAQxcVgkf8Ad1hNbCq4LG2eK+Ra3q0AAVSizOSkdTSTuRaz+TxNQ6VeJzuQXy733sb5zB5vaBXI7ushCFd53dPCCQEkhTklRATkAZ5B0iWtZ+hxfpY+nOBR1kSnPT\/H1aLLUTn8YMPkIqSGHPP2b7+0G00kKUElaUP8SnYWJ+EE3sMZIjqCLKjsdCXIDgPzLD1MSCAh1Cu6CLUhRW5CQSpglgpqiGI4X6tvHEyTw44sXHMi97XBz9CI7O1yFSESxKAWlalGZUolQUAySMBmyLmLdmmWFoM0KMt+MIICiOQKgU\/Iw7DFlQWiyHJ\/NousvewucMOuBjP40clS3tBQ7RoSgkgMXs5IHMOzFsG0EMqpyAwA54FhnzMB06CNshx\/aLLmknnv75v+bw8dMo462E7S1feLqYDhSlku3AkJ3JOE\/wCMQstBAD7vuHt0yPWIswPl+8VWzNKNDUqUqctkIdRAZKEnYAEsH2DnqTA5qQFEJNQHxMQ+zsbgefPbEBmrANnAPrb2Dt9o0dRr5R06JaJLLDKXNJdZU1JAwAjBAuX3iiaEUbYqrVeXt9OQ6CNjsbtZSfDkhg3LBxzFveMGVNIJAAUCBUGBsCDlnThnDG5G8NaWeZawoEOkuG6Ha0WxZFEE8baNztLtVYUKskXCh5gOD7j0hHVdormskq6XLJAHnYD6Qx27+p52tmpmTACtqQB1swSOtx1y8ZYWqWpQIIUHSQXBGygoNyBBSefSOy57Gx4tAVqtAClyWxB0k9Rg26PvtZ41ZGh050i5hmETqgEoIsR8SqtuTGMlc3os9GKkCoYZ2c2GN2fpHZuoVMIKr2pTYJApbZIAwb9VOTvEnJFI4kuVXSxcBKQxfDFzYHKb7QJKBW6gaXvSwPUJNx9doi9BHdP2bNmy5qxxJlAKXxCwKqR5h7W5g4hdemCVEJUmZTeoOEkWeygFfmIoNStZLlSyU3JckBIDMXwEpAvgRor7Pld2CVd3MNFMshSqkqAJmFYFKR\/2sSz7i\/SaYqVsvL7TQlJJrWugUMohEo8QYpUFVhINgGAqPnC6QlFSCp3SXCbitLsxZmuzhwXNwC44ESq1Ags6imglrJUzFfwOxu5ISzjJWUlYQLMlRcFgS6LZyBxeRtlhEygORNSFJJBIBBUHZw92Iw4i2tWlSyUClJwCXb1YecScsFRUEhLgMkORhieIk3z5naKEp7sClVdT1VWKWZqWzU\/E\/Rt4ZMWWgKJtJwDYi7tcEPY5DuOoGYqhT2fPp9besQi7\/b26ReWjJAem5U1rlrjADnltBJlpSFAFVJpegqbhBUDZ8PTVbo+0CKuN\/F5ve13YvnrtDmq0y0IYopSVniIL1AB0vggAg2\/1ZgWmKfiBtfYjBazjJYODYEnaCBoqpajxHB4c8gLXL4I\/BDuo0y0olmaVBBSFS2CSKSohRYKDHgXm5pAsGIXEjhKm4UgO3NTlIUX3Yjmwh+R2UjuBOMyplEKlszMpIFSiQLgnw1GwFneObAK6nsulKlKVQXAShdlqBqvSHpandvEGeAaLSLmKplhRUAVMLlkCpR6MkE+kMdr6uXMmrXLlCSgkUywSQm3M32f1jmrQtCwkk1pFPCQRSU4BSSN1Ata5vE2MSQuZKpmpA\/6a3CilJNRcgKqBCrJJbiAhKelmIUHNy3wl8PvZj8siGp+rUpKAwAQmmzsX3bwhRAAJDPS5cuSPUyFJYqSU1AKDhnBBYhxcG98GBYKEwCksR0YjFvcHeCoADu77Bt3HifpV6xydMUtRUpRUpVypRJJO5Jy5MdQsu9vJgQ5B2gs5FVHy5MOgb+8WCSo7Odue1usDeCr8A43APhJwSLkDBekORyD7QoSs1DWNiCQRdw3P1f2OIkdE0734WDgYAa3kGjkCwMRGYZRHIkVZ0BkRdEdiQDQNIxHZmT5xyJFYjsJK8aPNP1ECmeH0\/wDYRIkUiQydMFrsy\/6R\/vVF9L40\/wBQ+ojsSOfQkQ2p\/mzv65n+6KzfF+czEiQseipdOZXkP96opq\/Gr+o\/WJEhX0MuifD6n6CLyc+h+8SJHI6QDtL+av8AqP1hef4vQfSOxIRk2c02\/wCbQZWB5RIkKwwHNb\/KV\/8A0R\/tmQl8J80\/+0SJCIowut8KP6f\/AGVCa9vIRIkMhJFJm0UkeNP9UdiQxL0Zm\/zB\/Sn6QHb86RIkFBYwP5q\/\/L\/cI72b\/Olf1ftEiQGchfT+JPp9oaT41RIkIzl0B\/8AiP8AX\/6mNT9Q\/wAuX\/RK\/wBsyJEhfQeGGvMQ7eUSJDgBGGND40+Y+oiRIWXQUAk7+X2jsSJAOR\/\/2Q==\" alt=\"\" width=\"760\" height=\"393\" \/><\/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;\"><img decoding=\"async\" src=\"https:\/\/s03.s3c.es\/imag\/_v0\/770x420\/d\/0\/f\/tierra-aparicion-vida-ep.jpg\" alt=\"La vida tiene un nuevo ingrediente - EcoDiario.es\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0En la Tierra primigenia comenzaron a forjarse los ingredientes para la vida<\/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 micro-cristales de arcilla, en los que, seg\u00fan Cairns-Smith, puede incluso llegar a transmitirse.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/-0P0l3ojTBRs\/TajOQyFSZuI\/AAAAAAAAAkQ\/BXxn1DFzhmM\/s400\/MICROS7BASALUMINITA100a.jpg\" alt=\"\" width=\"400\" height=\"300\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Porque&#8230; \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 otros par\u00e1metros que en ellas est\u00e9n presentes; 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 style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"MOL\u00c9CULAS BIOL\u00d3GICAS. - ppt descargar\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRmCdOkFmIuDaXYMrie4h3HZ3bkz4NNS_XYwqZHhqK4iTnUU3iH7HNEACFbmlmRG2tmJHo&amp;usqp=CAU\" alt=\"Curso de Verano Quimica II: Unidad III &quot; Biomoleculas&quot;\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTNQY97CSMs5WanD4bLP6B6B3c2EqxxBE7F6A&amp;usqp=CAU\" alt=\"El Nobel de Qu\u00edmica va para la criomicroscop\u00eda electr\u00f3nica\" \/><img decoding=\"async\" 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\" alt=\"NASA: La NASA halla una rara mol\u00e9cula en Tit\u00e1n, la luna de Saturno: \u00bfuna  se\u00f1al de vida?\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 En Tit\u00e1n existen mol\u00e9culas de Carbono necesarias para la vida<\/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>\u00a0<em>up<\/em>\u00a0y\u00a0<em>down<\/em>\u00a0se 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;\"><img decoding=\"async\" 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iitFPcd5j7wfpSqmuO8x94P0pVT0dH5J1+5eAoormRwouTYXAue9iAB7yQPfViIn4zyvgsW2eWAF+11JRj2dYqRm99dcE5ZweDOeKEB\/TYl2HsLE5fdanFFJgje9hurO2G7sFFFFOKBrzmrz5+on816a85q8+fqL\/NLH1V9\/0EvSl5QqooorqOMKWcX4DhcUwaWIMwFswLKbdxKkXHtpkzAbm2oGvedAK9rJRUlZjxnKDvF2IcHhkijSNBZVFlFybD2nWpqKK1Kwrbbuwpjy950\/Zn9y0upjy950\/Zn9y1Or2MpS7zcUUUV8Q9KYnnLjGKw2NheIl4o8M8s0IFy8ayJG7r25kD5rduUioeB8zzyKkcQSeWbE44xtI\/RxrDBKQpLIjE6MoAA9ta9+HxNMuIK\/5VjaMNc2yOyswy3tqVGtr6Uq\/\/AA\/AiOONImiEbu8bRSSRvGZfOBHRgyq3o3toNNKAFWG5yxE3QrDg06R4MQ7rLMUCPhpBFIgZY2zC50Ol+21L+Mc2YibCS3hEIm4XNiYZI5mZ1yBLhuouVuuDcE1rsFy7hYujyRZejheJLM+kchDODr1ixAJY3N+2uJOVsG0aRGI5Ewz4dR0kmkT5cyXzXN8q676b0AIMVzlPhEljmwqGWPBJiUyTM6yRmRY2DO0YKuCQdiD31Y4rzZiIHjgbCp07RSTFBJI6rEjBVAaOFiZGJ9EKLb7UzXlDBZJozG7iVFjcvNK7GNDmWMO7llQHsBFWuMcCgxLRu4dXjBCSRSSRSKG8pc8bAlTYaHSgC3wrFdNDFMY2QvGjFHFmQsoOVh2EXtUPFeLw4dJZHLWjRnayMeqq5jYgWOnrq1hoRGiopNlUAZmZ2sBYXZiST6ySTUrKCLEXB3B7aAK0c6yxpIhurAMpsRcMLg2Oo99eVNidh7ahqkdCM9QruDf3VxXcG\/uoehkdRTRUvg7+iaPB39E1fEuTlwS4Iqo8R6RXjdEdwFkVghUasFKkhmAt1SL9mbuvTPwd\/RNHg7+iaMS5BRktjJ8NhmLZcsnSpJhQzmS6oqwwtKpGfUkZhoDmLqey409S+DN6Jo8Gf0TQmluNJSlsRUVL4O\/omjwd\/RNNiXImCXBHjvMfeD9KVU6xeGcw5Qpvnvb1Wpd4DL9GfhTUpxSd3uJXpybVk9CtSOXByOGUxyZjJdn6WylenR1ygNuEGmgK5SBvrpfAJfQb4UeAS\/Rt8KeUoPclGM46RZl+IYSazIiMVvLkOcm11jygf5VtrnsxvltsLipY8DIzFnz9aeMn\/IbdGIUDAANYL0ga47dew1o\/AZfQajwGX6M\/CsvDke9S3aIuF4WSNkvnt0cgfM5brCRej3J1y5vdTSrPgMv0Z+FHgMv0Z+FMpQStcSUJyd2mVTRzV58\/UX+asnAS+g3wo5iwEry5lQsMii4tuL1kZx6id1uEqc+m1Z6oQ0Vd8VYj6Jvh\/dHirEfRN8P7rq6sPcjk6U\/a\/wACfikRdUspbLNG1gbGwYXOpGwuaVzRyqlyJAQqiQiS3SOZYwChzaXGfXq2DAezWeKsR9E3w\/ujxTP9C3w\/upydOWeJFY9SKSwv8Cjh0bKHuCFMhKKxuVXKotud2DG19ARttVqrvirEfRN8P7o8VYj6Jvh\/dOqlNK2JE5U5yd8L\/BSpjy750\/Zn9y1H4qxH0R+H91d4LgJkckxsBkI1tvdfX6qSrUg4uzQ1KlNSu4s19FFFfHPRBRRRQAV7Xle0AFFFFABXle15QBDidh7ahqbE7D21DVI6EamoV3Bv7q4ruDf3UPQyOooxGM6MBncqMyrck6lyFUe0kgVy+PCuIy7ZjbTrdua1zsL5WtffKbVX4lgRMF67KVNwVt3g7EHWwtf1nvribh5aZZi4utvmG4Cl7BWzaXD2Ohvbsvpe3wc1\/ksNxRBmvL5MqRNq2kj5cq+051\/GpvC+sF6Q3Oa2p+ba+u1xcaUtm4SGkMnSEXdXIy\/ORgVO\/YOkH\/P1VFBwMJH0YkN+oAwDXAVWQ7uesUZxcW3BtpRb4NuuRrDjg4BWQkEKRqdcwzC1+0jW1dQYsuuZWYjUa5hsSDodRqDVCThoLh7rubhowwsTHbLr1WAjUX177bVchjVFCqoVQLAAWAHcANqEvgVvhk3TP6TfiaOmf0m\/E1xRW4UZifJJjJWENwzXz2vc3276SycUyllMzXUKWAZiRnNl0GtydANzTfHeY+8H6UgxOFzksGsf8dtLgGN84vrqDt2e2mpxyeW4tWX\/AKV29CynEiSoEzXZSyjM1yFsCbdlrjeuRxa\/\/wDZvOmLym84L3X26GqeG4cEdZOkYkZswsMrFrk2G6i5Jtft9t+G4SCSekNizNYDZmkLlge+1lv6vdVMPwiSkr9zGbcQYGxlbyWbyzspAY39Vx+NC8QYgkSPp2Xa\/khrAbk2INqVxcJAULm+cCbA2ZcqoyWZjYEKO3sFStw8FsxKsDfMGQNcZ2fq3PV8rKdDcKu1q3D8IMS9zGMWNZwGWRiCLg5mGnvrrwmT6RvzH+6hRQAABYDYDsr2twR4J45ckpxUn0j\/AJj\/AHRzLiXWayu6jIuisQO3sBqI1HzemaVlJIvGo0NjqDtWKK6iy5GlOXTee6F44sxXOJ3K3IBDObkErYAanUHahuLMArdNIQwuuVnYkWvcBbm1qorhHWMxrLa7MbldbM5YgZSLaG1xr2i3Z1JhTZMrBSqFPJOXK2W4ChgV8lbWOlqvh\/1RDEvcy940fKG6d7WBvnbY7Hfajxm9yOne4Nj120OUNrr3EH3ilcfDADdnLgixzZrm6dGdc1rW7CCbneu\/AeqAXuw1uV3bOrkkX26qi3cKzB\/qjca9zGScRkJKiZ7gAnrPsb217djtXfhsv0r\/AJ2\/uqWGgCDQLc2uVUKCQLbCpadQjukSdSV8myx4bL9K\/wCdv7q9wTFSlyDIxGQ7sT2r3mlNMeXvOn7M\/uWkqwiovJD0pyctWbiiiivjHowooooAK9ryvaACiiigAryva8oAhxOw9tQ1Nidh7apcQkdIpXRczrG7KupzMFJAsNTc2GlPHQlPUnruHf3VnuEcQnlmFzeJukCjoXjOWMIplLMermk6QBDuuUjYk6GHf3Vr0FSsxJiJ1Wy5kDsDkVmAzEdgG57Nqq4THljGHyoSi5gdCZSFJRQT82+vrYDe9XifXbs\/++uqxwUZEY1tE1wA3zt7t2k63vucxvcEg9GZy5FqiisLxrnPESYlsFw\/DrNIhIeRz1FINm7QLA6Zid9ADWyklqEYOWhquZMa+HwuImS2eOJ3XMLi6qSLjuqlyFxeTHYOPESBQ7M4IQEL1XKiwJPYO+sjzLzFxGDDzwY\/CKqzQukcsJuodkOVWGY7+72GnvyPf6uH68v\/AGNSKV5FHC0Ls11FFFUIHuO8x94P0rP4jFgMuVkKqxEpvcxgI7AkDbVQNa0GO8x94P0pNMitbN80hrX001BPsOvtAPZTUu1+Ra1sSvwR4OfODewYHVQblAb5Q3\/lp+Nxra9WKhiw6q7uL3fLe5vot7WHvP6bAV5j8WkEckrmyopZj6h3DtNW0WZBq7yJ6Kw2E4\/xbGjpcLhIlhuQpka5axt6Q7uwW9dWeA81z+EjBYzDiKVh1GQ9VtCRpc6GxsQTrpU1ViVf080tsvybCiiiqkANc83OFmJJAAjW5JsBvuTXRrzmrz\/\/AAX+aSPqL7\/oaXpPyjPHFHreTYkZDe4KZVJcntAv2eoX1vVtHDAMCCCLgjUEHYg1GY1NzfVgBcHsG1vxJ99dQRhFVBsoAHsAsK6Y3vmc0nFrLUQcd41LDjcLh0CZJMua4JbVypsb6aDurRVgufMSsPEMHK98qKrG2pssjHSr54pxaReljwcaxnVVY3dl7\/KH6CueNXDOSd3mdc\/p8UIONllvlma6ikfKnMS40OpTo5U8tD3XtcX130I7KeV0Qmpq6OOpTlTlhlqFMeXvOn7M\/uWl1MeXvOn7M\/uWlq9jGpdxuKKKK+IelCiiigAooooAKKKKACiiigCHE7D20p49OY4ZGyBlCOZCZGiKoFJZgyqzXA7te6m2J2HtpdxiTJBO+TPlhkOTXrWUnLprrtTx0JS7hXwDC4wSdJiuvYMqOJrqEOW14ljVTIbaub9tsoOUaKDf3VjuWlWPELGowgAV1AgRlawSORGW8jDoijjW2+UdtbGDf3UbGbmd4nCG6NgmZ0kBj00DEMtyexbEk7XtbcgVxwwsryx2OVctnKMpdmuXOY9V9bai1tRawFX6K6bHHfKxX4nMY4ZpBusUjD2qpI\/SsL8hUC+C4ibd3xBVm7SERSAT7XY++voEyB1ZW2ZSD7CLGvlvJHFBwXEYjh2LJSNpM8chBynTKGJHzWULr2FSD6lllJNlIZwaWpuOfsMsvD8YrC4EEjj1NGpdT+KilvyP\/wCrg+vL\/wBjUv8AlB5xw7YWbDYaQTSyxOD0fWVI8pMjMw00QNp76YfI\/wD6uD68v\/Y1ZdOWRtmqefJrqKKKqQPcd5j7wfpWZxWH60pCmxUM\/VvnKA5VCrq\/r7wFXtNabHeY\/wCY\/SlVNSV4vyLWlaS8EOCdmRWYWYi5FiLe46j2fE71X5g4f4Vh5YM2XOhUHuO4J9VwKvUu5jedMPK+GAMqrmUEZs1iCwA7Ta9vXaqy7cyEe9WMFw7jHEuExiCbBdJEl8rC+guT5xbi2vaL0+4HzXw\/HzJmiCT6CPpEUm972STWxv7Na65T51w80C9PMkcyizhuqGNzZlOg1HZ2Gs5zdLh8fjsLHgwGkD3kkjWy2zKQS1utlAY5vXbWua+FJxd1wd2HE2pRs+VofUaKDRXUcAGuebVBmIIuDGAQdbix0tXRrzmrz5+ov80sfUX3\/RsvSflGYhVo+hsp2CC6k5I1A1JXRWNgTcb2GwJplRRXVGNjlnLEYnm7DrLxPAowupVbjvs7G3vtW2rA\/KBO8ePwjopZkjDBRucrsSPeAa0cXNeCZOk8IVRa5U3zj1ZdyfZXNCcYzld7nbVpzlTg4q+Qik\/xccXJoJE63rvGSfioNbisRyojY3HS8RZSsagrHm7TbILexbk+s1t6f6fRvZt2JfV5Sit0kn5CmPL3nT9mf3LS6mPL3nT9mf3LT1exkaXebiiiiviHpQooooAKKKKACiiigAooooAhxOw9tVMSbI5uw6p1RczDTdVsczeqxv3GreJ2HtpDzLIo6BJJWjiebLIysY79RiiGVSDGGcAXuLmy362rx0JT7ipwgscQhSXEyL0Th+mwywhbFclpOgjJ1uMoJ3vpbXTwb+6svhsNHHjokilJQQu7xCWSQI3krK2ZiEuGKgaZrudcgI08G\/uo2M3QpooorrOIKqcT4XBiVCTQpIo2DqDY94O491WzUcE6uCVNwHdO7rIxRhr61NZkCvqihgOXsFArrHhY1DqVeyA51OhVibkqe7aruCwkUKCOONEQXsqKFUXNzYDTepr0XrEkjW29QooophT3HeY+8H6UqprjvMfeD9KVU9HR+Sf1HcvAUUVx0i5st9ct7eq9r\/jViFhbjuXsFMxeTCxsx3bLYn1kra\/vqzw7hkGHBEMKRg75FAJ9p3Pvq3evb0uGKd7Duc2rXYUUUUwoGvOavPn6i\/zXprzmrz5+ov8ANLH1V9\/0EvSl5Qqoorh5ApUE6sSB7gSfZoK6jkSuRy4ON3WRo0Lr5LlQWX2NuNzVSfgGDdy7YaMsTcm1rnvIGhplUUU6toGB0J9wOW\/40rjB6pDxnUWjZ3HGFAVQAALAAWAHcANq6ovRTCO+oUx5e86fsz+5aXUx5e86fsz+5anV7GUpdxuKKKK+IelCiiigAooooAKKKKACiiigCHE7D21XkQMCrAEEWIIuCO4g71amBNrVD0Rp4vIlNO5WwmEihXLHEka3vaNFQX77KBVqHf3UdEa6jQg1rasYk7ieirHgknd8RR4HJ3fEVfHHk5enLgV8Xw5kRQFDhZEZkbQOqnVddO5hfS6jbcJV4LJ0bL0MXWWYIM+kDSTSSK6nLpoyXy2IMYA01Gu8Ck7h+Io8Dfu+IrHKL3GSmlaxlcRwSVpCQUyZimpNzDOS+J02DM+Ww7lq1wzhRikWTIgbpcUXZfKZZZS8YJtc6ZdOy1aHwN+74ivPA5O74ii8eQam9ivRVjwN+74ijwN+74imxx5E6cuCDHeY+8H6Uqp7isI7RZQNc19xtal\/iuX0R+YU1KpFJ3e4lanNtWWwn4thzLEUAvcobXA8lg2mYEE6bEWOx76VDhDkANHESVVSQFFkXECUKQBbVNwNLg2FrVrfFcvoj8wo8VS+iPzCncqbd7k4xqRVlEymI4VIZg6oiqrv5ORQUMLxKNFzEgldLhQFFhXM\/DhDlbJGIwIMybI7IswYv1bDy42zNuUAJGla3xVL6I\/MKPFcvoj8wrMVPkb\/ACe0xWH4TJIqtlygowVVKjoj00r5lLxkgFWQgqAeoum1tRV3xXL6I\/MK98VS+iPzCtjOmtxZQqS1iUDRzV58\/UX+aveKpfRH5hXnH+Fyyy5lUEZQPKA1FCqw6id+RZUp9Nqz1RnapcSw5cxHo1kCuSVYjtRlBAIsTcjetB4ixHoj8wo8RYj0R+YV0Sq02rYkc8aVWLukzKRcOkAUFVLf4rSX1jEdsyrcXtobd+Y3tXHipgABFGNLG1hmAlEmU2Hkutx79RWu8RYj0R+YUeIsR6I\/MKTFS9xT\/Nx\/Rk34WWLkogUrNlTQhDIsSrbSwuUdjbYt21fwOF6MvZQAQmi6ahbMT69tae+IsR6I\/MKPEWI9EfmH90ynSTviRko1pKzixZTHl\/zp+zP7lrrxFiPRH5hVzhHCZo5CxAtkI8oHW6\/1RUrQcWk0LTo1FK7TP\/\/Z\" alt=\"Quarks - Concepto, descubrimiento, modelo y caracter\u00edsticas\" \/><img decoding=\"async\" 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\" alt=\"En un lugar del cosmos - En f\u00edsica, un lept\u00f3n es una part\u00edcula con esp\u00edn  -1\/2 en el caso de los neutrinos y +\/- 1\/2 en los dem\u00e1s leptones (un  fermi\u00f3n) que\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Toda la materia conocida est\u00e1 formada por estas dos familias de part\u00edculas elementales<\/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\u00a0<em>C<sub>n<\/sub>H<sub>2n+2<\/sub><\/em>, lo que significa que una mol\u00e9cula de hidrocarburo contiene\u00a0<em>n<\/em>\u00a0\u00e1tomos de carbono (s\u00edmbolo C) y (2<em>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 style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" 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 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 style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Investigando los inesperados lagos de metano en los tr\u00f3picos de Tit\u00e1n |  Astropampa\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSIx0uGMuuDtsk-Dj2Uw_FLgNTEEJjvZvGNRQ&amp;usqp=CAU\" alt=\"Lagos de metano\" \/><\/p>\n<p style=\"text-align: justify;\">Lagos de metano en Tit\u00e1n<\/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\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/0\/09\/C60-rods.png\/120px-C60-rods.png\" alt=\"\" width=\"120\" height=\"114\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/0\/08\/Nitrogeno_-Molecular-.jpg\/120px-Nitrogeno_-Molecular-.jpg\" alt=\"\" width=\"120\" height=\"114\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/1\/1c\/Water_molecule_3D.svg\/120px-Water_molecule_3D.svg.png\" alt=\"\" width=\"120\" height=\"103\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/6\/60\/Phosphotungstate-3D-polyhedra.png\/118px-Phosphotungstate-3D-polyhedra.png\" alt=\"\" width=\"118\" height=\"120\" \/><\/p>\n<blockquote><p>Mol\u00e9cula de fullereno, dinitr\u00f3geno, agua y la representaci\u00f3n poli\u00e9drica del ani\u00f3n de Keggin, un poliani\u00f3n\u00a0 molecular. La Naturaleza puede hacer cosas asombrosas<\/p>\n<p>&nbsp;<\/p><\/blockquote>\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 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=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ8Ksf4I9kJzSFYVnuuJkYtlq5E5cm0B5X1nQ&amp;usqp=CAU\" alt=\"Con-Ciencia Estudiantil 2: Formaci\u00f3n de mol\u00e9culas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRISJy68gJhjgRvJjZaO2gJNQV7qbK29tn8Mg&amp;usqp=CAU\" alt=\"50 Ejemplos de Mol\u00e9culas\" \/><\/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 style=\"text-align: justify;\" align=\"JUSTIFY\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/9703\/ngc604_hst.jpg\" alt=\"\" width=\"612\" height=\"362\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">Esta nebulosa llena de color, denominada NGC 604, es uno de los mayores y mejores ejemplos de nacimiento estelar en una galaxia cercana. La nebulosa NGC 604 es semejante a otras regiones de formaci\u00f3n de estrellas en la V\u00eda L\u00e1ctea que nos resultan familiares, como la nebulosa de Ori\u00f3n, pero en este caso nos hallamos ante una enorme extensi\u00f3n que contiene m\u00e1s de 200 brillantes estrellas azules inmersas en una resplandeciente nube gaseosa que ocupa 1.300 a\u00f1os-luz de espacio, unas cien veces el tama\u00f1o de la Nebulosa de Ori\u00f3n, la cual aloja exactamente cuatro estrellas brillantes centrales. Las luminosas estrellas de NGC 604 son extremadamente j\u00f3venes, ya que se han formado hace tres millones de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\"><img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/Elsz-YtGyPk\/mqdefault.jpg\" alt=\"NGC 604 in 60 Seconds (HIGH DEFINITION) - YouTube\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSsmc8lgleqAGPh11eBh4SjzeizLZfxpDK64pH4X_jjiisjVt5eQps87Xhg74cKJa3ZdCA&amp;usqp=CAU\" alt=\"File:NGC 604 Hubble.jpg - Wikimedia Commons\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">Otras regiones de la Nebulosa NGC 604<\/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. Son muchas las mol\u00e9culas descubiertas en estas nebulosas y se cree que son el material que m\u00e1s tarde forman los mundos y, si tienen la suerte de caer en la zona habitable de la estrella que les dar\u00e1 luz y calor, esas mol\u00e9culas se unir\u00e1n para construir estructuras m\u00e1s complejas que las lleven hasta la vida.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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alt=\"Mol\u00e9cula de hidr\u00f3geno Fotograf\u00eda de stock - Alamy\" \/><img decoding=\"async\" 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\" alt=\"Mol\u00e9cula De Prote\u00edna De Se\u00f1alizaci\u00f3n Del Factor De Crecimiento Epid\u00e9rmico  (EGF). Representaci\u00f3n 3D Los \u00e1tomos Se Representan Como Esferas Con  Codificaci\u00f3n De Colores Convencionales. Fotos, Retratos, Im\u00e1genes Y  Fotograf\u00eda De Archivo Libres\" \/><\/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 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;\">\u00a0\u00a0<img decoding=\"async\" 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\" alt=\"ADN (\u00c1cido Desoxirribonucleico) | NHGRI\" \/><img decoding=\"async\" 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AHvVSmy44eEVIwf3ZsHVUMDHDXvxN+Zybmxgj\/iEnhjxYvF3JbjkRU\/AUiIa68EBe+XzckTQvKMQrHCKGglY1lbdOOEN3K1kryjg0SS55q1\/3K6TkbpkKK1jTGqOVxnNmjObkXlsl5MQWa1njgJW3lGTKJIzCLPOlpI\/RDRuskRObM5ODbFeO\/avX1UZ0bcOVMFgW\/hxnhuQkmxvzutGEECnIqYJ3KWeqlDQR8ZJJNcZHUfklHMfYGL9jD+zK0JqmnauIbn9L+WguF4jojVyhGkhJiHtm+LSalWbDwCSAplt0XqgAkkUmnaEipIljozjjMzjPH2tZvzsABRY151huRx3p+Ve\/tcMhOmdMJ27JlHA6mFi8E2krbLNpYpJAxKNHAIJA6X5VyiXlfzHQLrrYf3Jgp17+EAl2vOOupF5U9ZYcQlUuxgR7mbhXzESEcDqUzITnJSwl9UkEA4CoNA0mQyYbDwC9bICCy8M3j04rVHtKg6Wv94SUGmJsa6JEI8hMxcFHlPTG3vaCBhKnbDxDAYPAcJDma36+1Yy42ykgIbFmldENRMLjkAK3TFSQmeGYhJoCZWadAA8fCQqLHGjG3ADmchCTgzGiBVJAE9\/hGJQrFCxIhgu0uaG0dynDhxKGUhuTqHhwRXRkNFVfJMIQHbhjaBFMGwIDqGdTKgULKgl2ncrSSNjBLJgoOIYYhFPDQkB9shkTiHD0Xqlzr9oD8ELvVBRFR7lQM9GDE7rmmKiaOoQKZhqnagmHlbNE14vcZKhxXktklFgRW3RRnJEDFLTNdyYRADfPPbEbtkZcwhCDihK6NQpaWodBln1FyR+KEgyaTM4BTVbI2m+sOTiFePjSggzTJVecq8OB\/UJfZrEIicxJqqNVdcwhrhSS5OOELSTd80lbqEeSt0nboaGrBQQnLcp7WarOkLzk0B4B2zOf9vKP50OiZR6GQ0uGNXQjpskl\/CG7ouIeEIC7\/WIgFLSIJxbEr1I5nSkuVlP7zS2k9fCIOukIc9gJSLJWd3sizpIDHqobjNh0l5eGP\/WCTD9VQgOq9WlIrrewIPORAbm0DggEVZ27QLq0QdZCW2KmWoB1FAW80Q2kRC91jOPBpus1a8HSNvZ+ggOc2w7ZGxYLe\/o+oQAAqMCl580DZQMhj6iOsPVlk1Xp5KJiWyRCbeCviniIYqpKiLyNpEALOHuGMJAky4VpaCOcQPSCAlY1nCBulBYaHWkLbhSHmEBX1gIIU0qUjdlc0O1Hzq4vOFwCSENVHa0w1Ty8FShHmspWQRZudY+ibQghITxCCGcJMx5D5tGhLziGXiHQopVtkBFTyOSTAyG4vZJhSZ6awl16ceT4DECI0ggbLkPoUkAIzWUNYAQEEgyXsEkg7BMFkPGs0P\/+cpd8Mn2oiDxVZgm12yzoQ1sUQYApBS3toWPNKah6WC56rYFrDgY2TL6vaKXQah4D3RKEJtJ5pMzJnaTTnEgVgxOvJZZLf5CIK2tuSDVnUZVYXg2I+Q2Y1XKUCiGsg99sKoE6WEQWYUPd44+QNOfIxKHbEn7EaPlwxfQOHACVd\/80NDdohsJkTrZDo\/NBSiIEAuacSW1C1f\/TCSg1yy3B75Fte8PPLDRZaLXOIYGPSBbX712GQlliIjR9Aj8krwwiebZmnxR2B+NReJaoI8EtiFYPrsw+qUerCLIvACsgZt3d08\/EUFiWNdkDykpwKSo+5hOxM5S+cnG0jhSVIuLQbKXjo8dLs0XTQjxPJIglFEAkOLx\/y5ILVIAmrU2s3kkAHXiKMzPSx9VGlXRThjTeMUpJP3NJN8d5xaBAaNVhLxuI\/aO9n2nnPYKK2VIbdF8ihliuLVX58lZ7PXz2lzG9LMMtlUAJIxiCCi7pYJjO6GHploSoo24vc6\/bSfDZG8x2wbKI1jWvKk8JWos8OCwOWsoN8zllQXrkcicgW4MAMfxY8tdgYFY8TkkSEjNIN2RHQYFsYBTsztwFuZTyY01JJ09kF7hENWhjCZ9RcMT2FZC0iPO4MqXWpFpXLoxKmIBDFEIgxVHl+RiJyNIWUqfUPCaTfz1ZgO7xwsItK0ITNV+h3UZ1G3P4iRtVdqSOd5iTbn4nQTj5u3Wdt9knaTDri6qNqHjXIk+\/5BFLuC5NPTzWnDG8qlqimpQzrjDKyuSxqVjiHJRkK4RHgIDzo\/Uqn9wjuxTayeiIvyEHbCZWyUeQfSSSchJypgpsCgM8ymAm9EmxEwbNBmsKa2IxiuYhHUlCzHAUibrILDQYb2vJG5Fipl2pe1VmQgtugzZXkY\/88g+YABEVkhadFCDpYslGzRN2R6liSVhizSkEgirwWZfpPV4WMwjwI\/yXtw8DOkdsZM6RS8XHSzwbA8RNqXi4To4L8+ApIt5JUjBK1+3C+SIpUHmSNn7QOubmvz7EH06EjJwkOvYlO6V5TtNuhnGm2Le9vsQeKZMLack1tJ10SCgGzKEm9QghtDSTko4z4u9\/YeXydUzzc+EKNAZVgV5zI5CV67vUEnitNeNthrLtSrJSERHcn+AMy\/gOEdTBsEvFfmAzsRN\/vicG9Jt5t9EkjUIYZhDENbz33SciewMvxjIvIoVw6\/v5cVUdlJM7s\/FHf2itV2wkGBwEOUCbGDYT5hJglVq6TRWEnnWLKG2cbb5U4n7aflwC7B4+FBKi\/3vQaPHNOVRcuS7eOZyV+bqjPVw6lwTJcBpSDgDu6nm1nZFduDTrY5wPkyXgXIcAXVVh3Er9Pn8RhJprGdVtiz8bfEsjon23iw2Su6HaYXDtOy08NW2hym276ghLapysyRdPQ7MGlVIJYNNqP5j1oQarSkYRv3ys2o348G3naZFpt83OCqbAf5pKPiwo5OmEbDJRec6uKHMn0v38w2CxwNyna\/y0AYvzlUIWicjCGR4BqGaxtk0Mc4yDOedJ5\/FOopjm+qNecyavHJgAQO88FO2inb4mC7yPY6KeaYvGspqmpKSLENVvVNOUHmMamRuV5lJ6Fp3rA1eiKx1Xx+Sxh2op2o2Ez6JZZxL+z3emIZUPfjkioO2eHBIfnHZRiU\/tpfnRW3Oge53\/GYG\/aMnbRdJh0IcsW8ndBaqCAcN7w5zNSSZPhtGH47ZBIrUNsqbMHgRunG9IomGSmaDLvROruaLtRAtWUndFwyOXKHEYZFhDtdZHTg6KZ9RKojYK+FFcERnDaMP00ORqhijrCkkN3HeasokZjo692TYYpNRm6odXkHfZaVgou6JFMhw6jkqNqH0566HgPDbKegE+OboetgtBNRJmGdCB62XW8tjWpNal\/4HEZKJtJrJsCPfxaCQAoZDht+QYtHhmCuLFJDSUQEU13CvKqudyKTbzlFMbAFnhix5i8dFwnYQntmkKGgT1wBIo2vW+A0aZO6foDSAvWMdTtk6GNV4c2OZ1lIVSSkanPFCvpxV6YJOMUi0ssdL0O07re7s+frgz1aG9La2\/Ez0OOd7TXz28IIeivgAAqP7IHoe6ROldcXv3RcJCxpxnCQ3Y0MXdUYySnLIplejKTTj4+ZTdqoTOSoDsNNsUCNOnHBK1VGnTyYikXjipOZqDwyZk25HtlUC0bSaBSgwpiDjE85AudDBgninsmmZrpKNXcGdsLc9gqmyvlpJxKO4qAfIxSVhYm4duGiVrsAJcj7B8mhsYuRA4\/8Pc6IC5+veikd9nTXIezpXQ\/5iMMoc0GzcAv1FTc72MGF+V9xMqmp7wzCUei3fK9aleY67OgPBM\/sIc0IMQp2XHLjNK\/wBHzQ4pC5TpGsqhpW2ZfHUwHLIVVWWBotAHesZd9dQphUaUGg0IINrptyWLZgLCB5B9UxnZ2bguFZRxyfXGt5PCdgwZapkXRtQS5FugFv8LoNiin4PgRevL1yigdHqLRlunLJRdY2wiaohCkcwmxIsjxT76ztx0YrpFnAHQeTQ3spb1tFbKMi9uGEcGlArFPa0R5yMn5lljO2tyOI9gZhjvxBRwZODVIBZOVQ03jyjKHQx5hW6ScRvEwFSAkxTrFKLjG5Bx3ArEopMRKP\/x49jWcns\/u80lSySrK10qtTSDwRkAi7pESWT6v4WSATe2nJkNFD7cL+EyKpJbMsJ0iSruuSy8qrq+8nkHRigFOe3vLQSwgkR+TIajH4RDqQShxhLKZxnCzLnLyWHE8gZVnfQf4wRcmgPZAoJAYNsg5Gefsxbn4o7wfd8VEvJOLWzJAItPxfGKVvSQKAhlkCWXVIrvT4k3WJN8e21iyObPBc0ZOqa1KRwI9sfs1i2hWkGwJSGy+goPLWiRWvT5Fkkmlnyh+987jRg9qxkWGazW5QqMtaHjtRDapGOcbvP5Y6cbyV5CHjZMsSSgdR0IOWCUx+Ty2dBI+vvP3OZx4nwmKMNO7n\/ZK02PAbJIw7QCCscIedCRxdx3P\/9spn3ajzGKac70RZt+13gx4b92oCFl2T+fndSYJMZwxbgtSkZqCcq\/3zcjKpN7TfufLuBTJ5\/BglQC27m7qIzXsdI5lr9aebdmTwM4okKK4duKrFylmLtRSVd11eWXTFNBVzWH8CeiT8uytvE9tgf+4P1seks37cI0ooGYyXuWGo6ixZrSfzbmS4s8aOCwx3NJmL8n1nIcgmzytTyIXDNp5URuOuN1544fP34fkLpz\/np711xd+HYV5UiYjquHloel7ChGnim605w846U\/f9y+etvsaq\/Oh+lK2Rdz64MrEDsif9i88\/\/0Wy6y+dfg3MQ\/yZNb2+4oZ2PikF1DxXJ26fWxAlaaaYeOHWWZQESzU5xI516CBWZUSkY4D1h+dfeAO22Y+e\/hI53Cvv\/Pt1U5N2FC5c8wWSo+mvxI2OSpdDdyKSh1Cm0jZePf9lckz+tdN\/Tt75ypXPJuV6PtcXjdW1n9aMLcwZozFlo+q6pR6+tZz1H55\/lSrUw6\/+R4rja1e+\/gzy\/ihfZ0luwvuJtYJLwvTVafUYGan1V0Gq9Eew6DzNYTyT85+I0EnfuPQeuTD6u1c+fwHJ37z4x911pDmKYzFJloKKprbl0lZdw6o9XWEfKKsIgGyNwzdR3APX9icXv0lvk\/154py4b178tpB\/a52aJiVUfHdZd6UZX5s7JmOoSZ02yTMQWopwGM8ktTP1vYt\/Si61\/P777yKKCCTy\/X5v9SDFzHjOjJeE29Ni51h8aPh83fJlZd4Zcs5hCum5P37v0rfpfl84\/1\/hClFErRfOR5m4crdsJPCK2AypNa03EXJcX627p2TNknyzVT\/\/ux4p36FpwTdePf9FyqNvgGS\/D9tf+PPVOQwnsuQlxVkzIZHHSaKhlIt3geFrrolmgTAefLSldmKwyK8+D1LC\/dl\/\/i9gJb4L\/FJPf8lYvU\/e8KLm+zbPjhIMLy27oW0zM2Im1Fs3okzWwcNXvsyN518FnnAfPf0FeP3l819G+mun82CNXcq+6LiBW\/\/NBp9tR\/ucajXEKtQ+aAeXPv5b77+qThB98fwfShDvfSFw14pLRM12eC9qPK8akpjxJ42MMCvWywe25vy3vqURRCSAeOW\/vc8h\/vRH9chfKyrPfdPy1bBOfppNsRlVT43xkTSuXDzwHdbNTlupENlXPisj4bXTiuOvV25rgG+SebsO0pLYQiCLV9QlQcrkchz4Dlpyb0ARPXj7HRhnfOO1L6DSJJA0010Rx2ldruVbbp2ESEvEJhrHQA20z2HtoMLHdQegzfffeRvMlHvpT5DjmT5cy16viFYsDFF9W\/Drp7yarwbvCMsvlTLFwYPW50hxaVz4+hVgjfDeV1UpEhXX6HQ7qRjyK9aquK7jBRZfM8XZOPQS1VUL7fRpxOxBk2dR579feQWevwEBhMh4atkTFcu3ZSdc4XQ53ojC0BEXjLZeLzNyzFotNvKYZWoyY1ua79+2gtzy94HF\/qVv6prXCZxe1pJlwxGcdJWhkPKAM3klX0BQyyYlcm3OjDi0dF3wrLlcmBFel+R22wKxU1BoD0wmURQUhaBV6qqJRSGSfEXhF0vYtJqry4mS66q+Dz5pGaQ5c3lgIyExxfcufluOkl6peJyJbNvVQpt1V+Uj0oBTeMFe1PiaE2E403M8xWdlEhhrXJOezBlE7cAJCb77R98qy9KxTQdUOIohNCMXdcWvWqJva76jCMK81i9iYhROjhjfkSMLtRjDtw3RqJOCeZYfHBPiyGpxFBC35NmslBiIcUeFTmrgNxgqweAj2wucxIhmv8EtJLkMIQh8M7ByFvmjfj6CLy5CX5Bi4TBLJxGB5CI1cJDBcBAeUFtm9HqdtGxyJ4JghQ5v+e7cIG\/hXEWU666SpEhPpuTZX8jhLMYe8wnCxyTXDFDkSTrYB9cLAJLSbney2GPzRv5bNmv6LD9\/E8l5TI4RCAljIZXRyc0AQzEMiCvlovn91RRhHmrCinV9G5hjGyxru76LxE7K+VLo8n7j8hUlCEzOl705zPr8NfBI9nUUjVObp5ZxYPtxFoki+e+4FTdqot7DpFnIxTQicL8eCiLJ9trtLgzWwgjxUfPt1yKJtQVrYZgrzLFNdsitQqtlKDaywnYc+ka2b9Il2aBSWANJWupytQvcbCpenrWmvJrIKPAVzlItO+l1wemYHgtBd7PPj3kXcczimXBzeq2E9lgrUoi7FMWweUUkV3BM1MPVhUFsc\/B+\/2tf\/\/73\/+Irk7Ozv\/eDH\/zgh9H0D\/xQIEzi1bQ0IlsAdYod5PrIa4w3OcZ3bdEF+ZsTkEbfY7oAybYD0+YsYTAVnc40GRemMu2NHjL58bOErvzsJn2p\/eirFwld+s603JuM6CdR1i5FJxQgQDcS3eVMzVuSZJPVyDNsw59frtSEiT79YK4AAAlmSURBVEEyy\/G6rTqmRMruZyHRk9Ed0baNZGwrmvaUvP2xZ6\/A\/2c\/9mOK6XuA5tJPfnLx0sXvzMgIn6ZpxEvI8X2S3nZBEJEdLp1LdRmlbpA7r08jsjlO4TzfcXk5YDRhf4gyaUDXGs1HTVag1bPp\/o8\/9uzHf6qjvwRMP4NfMJcuXvo5KJP280sXf1T3A59ksqMIBS0eMSQu162mifTYCniWNxYMcEPcGSPW4k3TVUmtgjL5lVpJroDYsc2YwK2v6\/gayNwvEO6jj4Ps3ULSXwEibtAvXvkfly5+s+4qECcF5hz5Efx3fOQUvc4gqbWont1ieblmkFs\/xNVyBXF2QIsvtP1WHJVVVRTbs6o0n7BflVGryj8DmfupP8AX\/ueVZ599F\/HvXbz0y4JBv0Q\/v3Tp0is1P+B8g3McpIKNEN1QbHda\/ZCx6+0EnISg1IbY9YNTnqmKSTR76kdRdfJqrKjAP0l3pjoh1h31wjsgd3rhMNH\/Asn7a+SA3CGsEDyXLl28Vndc28xDDYHH5TMrykvV1yUn5J06iwru2GICQVZsPpwbvjdkRlhb9ELGmfrQpgXmLb5rya5qy\/xMLrtm9Ewh\/eIC5n0MkgeQDAqJ\/5tLfwOoLtYmhAUbbIMpgAXPemJO7jIdGi3brrd9ZuhFoe0EwYIhEZT1IhpyDgpPWmxAFONyLBs4+zGLVKcaP\/vYlZ8ae6KIWTAQ7yKTCF7SJ+1sL9YLHg12kG8KoV1kETFnlm1IZuOqUduwDJl1lEWTYK2TRaBdWFSzraDADRPbTmAIOnWl6y7kV579uPDWg1\/9ynj40ytXHiL0nYuXfoKyvT9u6xcv\/qAhNrAMRk3b\/QzCPgdkPxYhVredhotuegGyeNVFkjqfxOfWYFRlHNpuyzFNQ03JS3Uq\/VEH6dz3n\/1L4VfPfuxXv\/rFs38Lr8OvAqZfXrjwy59cuvRW03F0helGhOcQvKAA\/K0b8I2dr1zFgvg2McyWvWDoVmfvI\/LAJg7LhrzX5UEoZuZwalPtN3\/87MfB2MHfz+gRXwRMl8DdXrz0vVWHAydlQkTuwWDK5PnGyXcz8qMwEgyjxoIIS3o8EyJd7WWnVEyOM6LQMpGVzFyFeld\/86+vkIDo7b8dSXvyAxoQvfejNZKAimsYIYcgWg59Kg664i8qjWAGCd9u0BxZWTa\/3Uoc0SUFnbzPQ4DOMrMYuIYY80L07l98\/mv77LSu\/fCvfnhtvSnS0PdsMF4+xBMOKeLo9YpQXDzHwBA9s2nyiV02IUZqpmhBHdexjYXI3j2GpsE86a3rt1g5Z3zOLsjd\/cAALvDXazuqaVmmWXvyumUtr0RIAksN+86i4jVWZQiu40wfTH4jNNYdM4Z+i\/SG9BlVKUqf81WJV415g84lJpPEiWhbTbxnl1dNyK5SVyTRtPpSTz7xudOnP\/eJMWL27194\/vz5F777xlIoY5IcPwAldZjMTCMI\/cAmua49NhV0wZzs+HZS2CnnuPXTadVZL8ylz32+aH6Ehsyv8L9PV\/S5f6Gv33j\/fEUvrFdrI9m5E8ApF0aoKYh3VY7lzdFIVeZNXm+F5CZYRhC6CsMvy79xytIUyUIoUzVurCGC6O8++fon4YlEuPJvzn\/q14Q+VZVIrUGtsNPJHI4000A8+Ci5pTPU\/Mmq47QMiB+jMIxCl1dWzbdKNG3YQOYcTzSvQQEdELrXYZjg6n9HC9b+\/vx59IYqgxX61PnfrAdpfEjeQLygIiOCkMmgiyw800qFKGTCyFY9py7GXCDBbERlxtPqNI9wn\/7h9OnfIhzzbev\/nD6dk8KN8yiOcbst\/\/r8q2uyaUQOr0Dco6vAqJZHAiDSYN9VRJBMlpci3lmzD6CgmA3GghdHtw4E\/WxMPOifACY5A\/Q60kHy\/gG9AZbh179DuPV\/fwfq9Hh9c+RA5Cyk6jCG53lHNwJNVQLZVgywgKrpysqqedF90lherYfFJgLSzGW9seTXTp\/+xzxGLUsDLv0ZcqhlkLBMn2vHS81k8jByc1kZOSFEYqSJOGtzmR6GChllOBA+Pc7eBAVG7RY3ZzEENrVrApQp0giXohK5mP8kgUS4RCF96vxjc4ncVAvUySV9Ui3bAQC+bDuyH4gEiprUhRUrSIfho0LkV4UY0nV92+dXT9b+E+iSjr3WtvlJYvJY0KXzn5KwRCA9\/3i6hMi0QwbjI1uwNTO0YZjI2gEypG7leg+RxNYrWu\/LHqjQ61KUhvpvT78GEvr\/CHfQG4g8\/eYAJ6HzDFg3CD4E0QS35AkgQCfdbB\/YdPq3r\/\/j6789fZr4WoWw6Z9\/98\/w+OoBe1DpVXk+F5kqS+Iqkz90y9PHo9Y\/jaKH039AX7\/xwih6ePWwfcJ0ZzRx0aRCtMsUVzX1IWZAGts4\/5BLLYR\/eY2EQ58YI1C\/+yoB9Jtj7xNWLUjGWYfcIxX3EV3NSIk5tKTKBgTJU15A9ZLojYMrc6t+qdLCmx5ZgUnWZwq4hXDJk1sNEFLkCC6nVT8QeUKkg6NcdB0L4wqMtq2qlUEiIszhEaReu4ttlHS94UnfYWkFCSpvznoQc+4MrRLZeQXJiOGpa5gEEll4mhpkqelj3hXyJEhSeHV6DDSn80nBpLiCxES0Gy7lktom95hhcZplT7ozYz3JvDoZH89JHobotE\/XOmtElwDIJrFQLGx1jYMtCD4pIiJIbc9s0aNLmjvYJcJJQS0evMJUl8pep++QJhrF4SaYj5d0i1flOcmrales8bwwMSdahdnkaMP25jWtHxTiePVDfCvDJho5mvFsWFWwoe0HKVOb6Jju7XlMNNZ8lvZAm+rxNN3uST2e+8kdB2kqhUSaL7KFrkoUh1Stv4JNWohMsqtmSrp5SJzMIm7NZmlPiASc9DHSh3G6h9hhGWNdIHcICwcB\/bDIAWAZJwNk7pXpEJnbA5Htezsf5JvHkBsaYBSB0vRceYhQZoMH6pqVzJGHUoGoAnUUpUCobypD+iuSpf7AEokI6P0BIUKQ4awjBiAVvaxLLANtYaGoe1m3K5M71ce8Ao9SWZZPrmPKakpCyiUR2KESLnUDgNQeOSwKyVRoAzVyB76BQtgDjFU\/yFxqUV3ScN4tQJf6KQntIAYS8zGXAF7RFQe6uVN2BzTg44fR9gcZEtJ42pqFzO7pHF3nx5KERZVoZKu+lYqqIU1oqaMCNVlFhyz7fEpP6Sk9pX899P8BcbuANm4eiNsAAAAASUVORK5CYII=\" alt=\"\u00c1cido desoxirribonucleico - Wikipedia, la enciclopedia libre\" \/><\/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\u00a0<em>s<\/em>,\u00a0<em>p<\/em>,<em>d<\/em>,\u00a0<em>f<\/em>,\u00a0<em>g<\/em>,\u00a0<em>h<\/em>. Este peque\u00f1o n\u00famero nos proporciona una gran diversidad.<\/p>\n<p style=\"text-align: justify;\">\u00a0<a href=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/5\/58\/Es-Orbital_s.png\" target=\"_blank\"><img decoding=\"async\" loading=\"lazy\" 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=\"599\" height=\"175\" \/><\/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\u00a0\u00a0\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 negu<a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/entropiayneguentropia-140423113400-phpapp01\/95\/entropia-y-neguentropia-11-638.jpg?cb=1398252930\" alt=\"Entropia y neguentropia\" \/><\/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, 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 style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Reportajes | RecMountain | Foto y v\u00eddeo en monta\u00f1a | Page 25\" \/><\/p>\n<p style=\"text-align: justify;\">Campo de densidad el\u00e9ctrica<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-DNBRP_SY4hM\/T0LNBQg5XsI\/AAAAAAAAAFw\/AHpu8IMM3pg\/s1600\/99.jpg\" alt=\"\" width=\"400\" height=\"303\" \/><\/p>\n<p style=\"text-align: justify;\">La enorme variedad de formas, colores, comportamientos, estructuras 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 style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"MOLECULAS DE CARBON by Miguel Angel Velez Palacio - issuu\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTWsjGR9bBtNnROB6Y-Q4VNixg8E3CV93_0uxfsqnELifU68G8aPqziZla8fy0LDVaLCu8&amp;usqp=CAU\" alt=\"El silano (SiH4), modelo molecular. Los \u00e1tomos son representados como  esferas con codificaci\u00f3n de color convencional: silicio (beige), hidr\u00f3geno  (blanco). Ilustraci\u00f3n Fotograf\u00eda de stock - Alamy\" \/><img decoding=\"async\" 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\" alt=\"F\u00f3sforo, El F\u00f3sforo Blanco, Oneplus One imagen png - imagen transparente  descarga gratuita\" \/><img decoding=\"async\" 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alt=\"Mol\u00e9cula de trifluoruro de boro - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">Aunque nada podemos descartar, no es probable que exista vida basada en otros elementos que no sea el Carbono, el m\u00e1s maleable y adaptativo para ello.<\/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 id\u00f3neo para la vida.<\/p>\n<p style=\"text-align: justify;\">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%2F07%2F09%2F%25c2%25bfsabremos-alguna-vez-quienes-somos-10%2F&amp;title=%C2%BFSabremos+alguna+vez%2C+qui%C3%A9nes+somos%3F' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F07%2F09%2F%25c2%25bfsabremos-alguna-vez-quienes-somos-10%2F&amp;title=%C2%BFSabremos+alguna+vez%2C+qui%C3%A9nes+somos%3F' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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