{"id":27339,"date":"2025-03-21T08:46:24","date_gmt":"2025-03-21T07:46:24","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27339"},"modified":"2025-03-21T08:46:48","modified_gmt":"2025-03-21T07:46:48","slug":"las-moleculas-portadoras-de-informacion-10","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/03\/21\/las-moleculas-portadoras-de-informacion-10\/","title":{"rendered":"Las mol\u00e9culas portadoras de informaci\u00f3n"},"content":{"rendered":"<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Las Mol\u00e9culas de la Vida - ppt video online descargar\" \/><img decoding=\"async\" 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23myijEalAU4HjgccGyOPnVcIPLRvxJJ2+3k5t0LrEnTRu4pHEjMFMWO4lRI6Xz7bu8hxXlTzqdHM80qTPMKkYNh6s0klAUYrQ3Q4r2\/Un76vqH8NenSxLEIdwjKpAkBYsbs29mm5P+AA4A1Un+GZ9NEErqY4cEdIGVmcO7qzEsSq+8gheSK54A1soqSoQnTt+5+ooNpufR3EkciKz+kkP4mT1BjbPSo\/AJBBBrnE8Dzuuh7CErS7iWQV7QZpVKqP5SM\/1Cxfj44GuIrD1RZWhaJWXbusZKqrYk\/mKB+l3vzR5+ONbns6LqW3keWfZiEYUxyGJPt99AtVY21kE3\/hsenGMUk+xLdnSv9kx\/WX\/AMeX\/wB+n+yI\/rL\/AOPL\/wC\/Xk\/Wowochgh8MRSm\/HN1qB0ju6Hcsyxxymro4ghgDRIokjmvNHkfessJN5JXVNksUEzq0gIiYgmaQ1Qu+W+2rrVN1WT1oJ4vRc5xMuLJwchVc8c3qT0xziY2\/VGcbPyPKH72pFn65fTWmFhpppoBrxnhV1ZHUMrCmVhYIPkEHgjXtpoCv6d0fb7dDHBBHGhNlUQAE\/UgedSJdpGxyaNWaitlQTR8iz8H6akaaAif7PixC+lHiKpcBQq6oVxVn\/E6\/Z2qFlYouS3i2IsX5o\/F\/OpGmgGmmmgGmmmgGmmmgGmmmgGo+9VyjCNgr1wT41I15yyBQWJoAWT9h50BzjvOHadO2kgbbK7TAAkl8bscJR9uH66UoTV8myKL+Hmx2rkS7ibbSIuWOdsxLrTDJyfYuRWz9vHz6d899bbewPBHGGKOjYyoGLMrKQAFY0CMgb5IsfN6q+u9Rj34ik2Tjb7rcwiOWCVSEfMBAkZcVdEkMoojkUb1zXGT+hdyV\/3LvtruTZ9N\/FRxBRm7y4M8jOtFUUOcWIWq5bxzyb1by\/xPjTFCqO55yV8Y6ofJBOX2+nN\/Gsr2B3RsIi6zbRVdICpkWMMSpb\/dsQLJaxbP8qbPOt9sOn9N6vs42\/CoYQWCoVwaM3TgYHjkfymjxrrBxTyrJd7Pu379gKqWRwXAKBSrWD4s2AD9j\/idWXTe6dvO+CswbIpTDjIc42CVJr6H7eeNU3Uv4XdPlVVRZIMfBikIJ+l5ZXWvbt\/+HOy2bI8YlZ15yeVjkT5JApb8\/FGzd6x\/I1V3MB3N2akXUH\/NhWOQZlt1OEHLA4oE95Kkk0RyPLc6u361LvUGzadEX1VjMqIWJWNgRIHJxOTBeSADkP21qO6+zPxnuTcyQteVUHjLUBZVuR4H6WGszuv4dbsRIW3kEjxGwXg9NSoJa2YEkHLyaPGqqPEcndnr3HtE2ZgX1ROrRTFkmICH9BLcUqgk0RR8\/Y3cfw87aih2sDe0S+5pDH+lixyCkmy2AIUG\/j6GtYzpvb\/4zavPvBswLOCq0ilixsKxWseBxiGys2NX\/afqQxxRvNFtVbARxgl8rJXLggJkxFA\/qYUR8a5KMU7Rr5Nu9nStQNz7JUk+GqN\/6n8s\/wBGJWv7\/wBtUw7xi\/ESREARo5jMuXGQTIjxX92ru\/jV5km4iOLWjgi18\/Tj6EH\/AAI1SaZji1lk3TUTp05dBlWYtXrxkvBr7HyPsRqXrSRpppoBpppoBpppoBpppoBpppoBpppoBpppoBqD1LZGYKMyoDWaF5CiK\/zsH4IB1O00BiOs9lbeWWGOJUgQJKXWOJKfJog12P1cD3c\/11F7x6a6LI+36dATGo9OYRRs6qR7yqmySORjj4s8+NbDdK4lV1QuBGy0CAbLJXkgeAT\/AE1D6z1pYIZJJ4SsYUg5vEAbH6eX+fFaykbbaSORdB65BDs\/SaBHMkj5zfhUdmzzegt5E+F9ygAXV1r36P3XtNskW3WPaugUAvLBTR2xtnKg5KPFUDZ8nVL2P1OKHqfrR7SWYhJHMcIDtHkBZX3X5JU5N4b61q+7j2W46\/IX28EaIiKhkaVWNMWaxiKsDypI5rmqJRkmbxdWXXQ+8djLIEk2+yIN0yYD61SyAE+Pg3z41qOt7vp+1bB9ojsFyKpChIA+aNa5p1LvQ7SUQmBYJtu6+oY441ZlQi7ck5CQX8Ae4H4o9Lmgh6lFBNJspWVkDpbqjBXANHGQGiKtTxqpSTfpVBJWr0Vu067sjXq7BYgaxJjjYkNwvC8+eCADX7c6m7fqHSpmeExQqRkGDwhOAPdyQK458jVdJ2DtihUbfdq38kg3Clk\/4QXK8eOQTydQNv8Aw3Easqtuytflh2gOL\/2zRGXPxx5P2IqPF3fsSeXcPanTl2t7OaOOUOAJWbPgfqVsrFBWyF18G6JvLdvSbMRv+N9KaJJAGQKPUATNi4xXJlLOW83Q+fGtN13tmaPaSyTMWloBnaKLEr+kIoEma5ZUTkea8VqN1nqO3h2Mcce1ClV9FpWSNpgwogLi12T778Afc8cm0i1GUsn2LtmAfjU9aEwRRu2aJjIVUZD33XsagzD6AfPHU+l9PTbxLEmRAs2zZMSTZJJ8865n0uGSOKV94rJK8YRYlEWDBxiOScjZJyrEUtH4vonbm6WSEYknAmPnzS\/pv7lcSfuTqOmo1caErrvX5PY\/lz\/3Zh\/+6j\/VkH\/8x9dfNwT+IiAJA9KU1Zqw0QBIB5qz\/jr26jAXQhTTCmQnwGU2t\/awL+16iQzCSfbuBVwS8HyDlDYP3BsH7jXUg9ejTyOjNIyEiR1GCFRSOyfLNycb1OlWwRZFirHkffXprPd1Qbt1Ag3EUEWD+tI4OSjE0V+OPN5LVXz8AV\/aPUty8s0MwNRFhmRwSHoYnI5WOSCSVtfFga151w3p3cjdPn\/Nw9Q0LjaoWT6UwU21fqIBsD4A1s+3+9ZN7IsaAIS5H6SCKDEq2V5UATa1yAOAb1msFtcrapUdA01C6n1COBQ0hIBYKABZJPgAf0J\/pr22m4WRFdDasLBqv8jyP21pNOrJGmvNpACASAT4F8mvNa9NDBpppoBqn651b8P6dC7JZ\/axxjWs29oNVY88edfOt9xQ7Vo1lai4Yj9krL+vIofOrfjQ2j9aaaaGDTTTQHzVH3X21F1CEQzNIqhsgY2Aa6I+QQeCfI1e6+aBYK7p3S49rCsW3RVwjCJfziKXI+T9zrB969c3GyRi7Pt1dPZ6UQKZ85F3UEA\/p4NA39jrp2om92EUwUSxJIFYModQwDDwwscEfXRA\/nzcdeWT1ZDvvU9cqk6Ot5KnuRqCilDe3hhyR5utbrpf8Qd4MopYIXkFMknqCNCmNtlWVMD9ABR+3MHqO2h2PUN3HsIxnJtsWRVd3Vi6syxgggAoSSoNcJQ4I1U7Xd7Vx+Fi2jzQIL\/Ngk4nbyqmPEgMKBQmuBQ4Opn1k5JKP2OsYXisvWaNtH\/EyNkDLAQTf6m9v2xIW2s8eBzqw6L31FLKkEsbQytxyRhdWBfBBI+CPP8AQnEdZ\/hm+12zSru2YqyYpQRI8mUMQxPhbuz4AOonS+gZSQ7nfRvu4UOKyWnostMiLXGTB6GZFN5sitdJz6cbdOv8EKF90aXunviCV32vqqoGSmi4ZiCVGLigARzak+R9Def\/AIhw7eT8PH0+BQ0INtGoULmUA9xIzpjTDkgk\/Q1O2W323TOqhzE\/5kLGMNKhCZEWF8WtChZJF\/PnVp2T2ysv4h5ZWfbs\/wCXtmH6QRaMWB5OLEUtUbPJ1xjKM43F2bxcactE3s7pa7mKQbxHnNlQZV4VVchcTiBkaBJVjyP5arWp28C7eVERQsbx4qBwA0fIA+7KW\/8AD1N2W0SFFjjUKiigB8a8erofTLqCWjIkUDyceSo+7Lkv\/wCWqhBQVIyTt40WGqNEKb1Vr2NFK6n4BLQ5j\/Gm+5Zvpq4jcMAQbBFgjwQdQ5\/+1Rf9zL\/5odUSZ5u\/tt+JWBWVgaBctibJN0pHIXgk2OD9tfvvTrkH4GYBw2a4CmqsuM7o+1f1XRBqvnVxuujQtt5NuiJErqw9iABS92wA4u+fudZbsGeaWRhO8begGWIoD+YpNepz+mv040DzeuUnNSSVUy1TV1rZF7J7QEvo7zdsu4b0\/wAvNOFIYUygj+6SrHyGHArl3sV2+7hl2cQO4cuJjAivKTiuOa0fIy5I+P663XUdkJlClmWmu1r7iiGBBHP0+hHIGsJJtX6fvkJmEsbtJMqEBHF8EM103LmqA8c1rtF8Wnslkfrm63Ms0cPUIWWN3iK48QDxncgNhv18ZA8cX5PStnCiIqRgBFACgeK+K1z\/ALv6knUVih20mJSaNjIwBQZAriVu2rMH45+eNaPp3bHpxoh3MxKqBaER8\/NULC\/RSTXOtajV9xb0Qu\/+ojbiCRWIk9QKQptsCCbw\/mp1WjRr\/HVF1HuXqSmCX03WBgAHwUAkvQMwblARj4x8kjyAPvXeiHab+HcDcNIssoYxyfrtF+JSf0\/pGNXRrx4kd3dwR7uL0YHwkQrKXaiEIJBUrfvNA+DXggnxqk4xaaz5tGG+jlV0yVgVI4ZSCP3BHGubdN\/iEIVjzZJI2J4F+qPoTzX0virvnUbu7t\/cwjbL+KWUyFlkVgyqpaspURbOKirBJNkc+6tbLqnbUEmymjghiykjBVkATNlFxsWXk80bJ\/11Moqk0\/4NTowW\/wC413O7T8UsBaNw0ManNXH7k\/pI5yIAOIJFLrru33CuMlNj9iPv4PPgg65T2psN3D1GZIHZYyGyErrZpVK2ffyuWNUSKYmro9R6ZtRFEqBUWhyEAC381QH+g\/YagO1sm6aaa0waaaaAaaaaAaj7rcLGpdjQFD\/EgD\/Mgakah9RlxjY4GTjlQLsfPABJ45oAn6A6A5r3Vu1bcPJs4GjmkHpjdi\/e2PGFnAcBkL\/r4IFedYXp3U9xsJBKu8ZS7sHdyWikNAMcf53UkG6sYgcjWr7i2QbdPJuoY8TUqxpuGjkCGkHCgFfcQzML80eTQ8OndW6akn5UClIiVELSSGP9PLCNslBaqs+TTEXrPiwjKmv+8nbg5Uo0yt23djTk7dp95Oj+EZFYiQjHE4ZZLZsKwoGjRPj503qe5j252M0Kwq6RCyCosZe8EDBXtVJ554+RrXd0du9Lj2Uh2qRRy5IVeOQiRSzDksGyCgWcTwK8caood6iwnpsaSbrezqPzGMZR0Q5FVJIpcQw5HmxZ406lNOiIYlbVlam2Z3FxCdTEA7SurNHTSUy8eDQINDyCTXOup9o9LiiWNoS8asCTE5Yu5BZQ5LsWoijRsD20RzfI9zsNzEzmSHeCTGOowUogmipCknGzQ+a5++uo9hD1TJLLksyNgImmLsgUFSSMiPLOAeQOa8nU9P8ATVUb1I0zcaaaas5ld0j2q0X\/ANJio\/4eGSvsFIW\/qp19n\/7VD\/3Mv\/mh18m9m4RviVfTP7rbp\/SvU\/xGvSZU9WMk\/mYuFH1U45X9rCc\/t9dATdV+x6TBC0jxQxxtIbdlUAsbJs155JP7k\/XVhpoCHv3dY2aNM2HheOeeasgXV0CRz8jXPNluU6lukG8hciMvSzQmJUBHFXy1kAGyQeDxwNdBg6lE7tGkisy3kB8UaP24PB+mv3vNmkuIcXichyRzyPj4okEeCCQdBVGZ7t7ZVsdzttuG3MbIRiwUlV+gYiMsBVFvp58al7YdSKLl+HBoWCTn5NgsAUDY1yFIu\/itabTWVmzbxRzLf7DdbrqCQ76HLbBy6HMejWGIxxp8s2A5o8keDrTdw9o7eeEhIIxNHCUgb9OBAOA48qG5o2PPHJ1fbjaJIVLqCUNqT8H\/AOf8vpqRq5TusaMOadI7R3m5USbybcbeSM4xgSpKxB\/WSTkKJC1zxRsa3HRtg8ClDJmigLHxyAL8\/eqHFDi6F0LTTWSk5O2DDdwbWLZ7qLcpIY2mkYOHYmKyvLBfhjXwR5J\/f5veub6Rl\/DQiSNWKmWMpizcFbVzaoP5iCfsR41A7l6JLuepKqssyYEsspIWDhA2I5zLK3igPgk81v8AZ7VIkWONFRFFKiKFUD7AcDXDhLm3ePH5OnKkm8\/glaaaa7HMaaaaA+a+a\/Wsj3ts95N6Ue3VBGLkkdubKhqQrYJDEj+vPxRxmpJs9O7+vDYtFK7\/AJZsFOfjkmx+\/iibqq51Q9e\/iHk0UOy5lcX7iAOBbL7hRoeeR5FE86pdrMOpptlkynEZIG1b2epUZ5Y3YCmuSear97bpibWYCHqOyiV40AiVtsVKoLBVay9i0Ka6PP0OohNT0VLptXlY+ZgW6pvonkknkTHdxmJ\/V\/NK0wJNeBiC1AHHnxwNfOmdQ3G3gnTpyPJEZCXliRixc2EjyUliAosBgKLAG7GrkrspJdyNvAjAyBRCqF2jQGg8ak0mdC6Xwa\/fsfSUIhjyRY2xBZFAAU1yABwNV3NVKGlv3ONxdI3R28KbrZ7pomerjjshWqg8YAktSCSSAp451b9q9q9QWYJg21ijcvkTGQfIHpqhJBIJyBIXkk5HXWWYDk8DUVupwDO5oxguT+9fav8Aabngfc66xm1eF9jmclXfvs9zLBuUBYO5iaSEldwLsk3RZrwYY5AHydTepbHc7H0lE\/5jZuvIUMpKlwWrJSoOJPORKsMaIGr7q6tFNsXk2+5jLX+WVcWxBGSDyQSpINci71he\/m3UUexl3ISZJMlwa2EWRTG3A95qjdX7TRPnXN+C4rHK\/Y6R2jvp5YqnSnUkE2T8mlNgEkLQJrz9fJ0GuZdF2u+k2o9F4YpFVEMSsys6rySz4gqTZIIBvnnk1su1N60u3QyX6i+1xYNMPgkeSOAb5vUwk2sqjJLF2T+qwF4mC\/rFMn\/EpDKP2JAB+xOoW4mMkkTxEW22laMnxZMJW\/8ALV1rP7IY7sRf2ElK\/wDC7wsP2AbNB9l1ZJN6ODTcTDgX6ps5V7qvn6XXt\/s\/Ovx1vrsO1VmleiELhR+ohfp8c+Oa1a3rG97Tttw26eOFo0pRI0Yd4leg5orYB5s5VyLXgnQEHsPcQtPNIA6mUt6dvlH7mLuIzQ\/u+f7JrjW1k30YAOYIJqxzyBZ8eKAsn41xbb9Cm3E6LscPTkRmIZiscQyxzVUPtPuFIf7JoAHjQ9H2Umw3SR79ojEcjHL8OEAxBUClxtWJbw1UTVgk7pIt5Vt5OqaayPdvX3QJHtCZJvVUOqY5BWUkAM\/5YJJTgm6OpkMnUcUyj2x4GVO2XhroY43+j5rlvoLy80TWLLqfcqlFmABNc\/sT\/oCf2BPxr31zXrO63i76IbqP\/qpkTFhTRD22wIHvz4b48cfpvW3frm3BjBnQGQWgy82aH7c8c\/Njzq3CqrNmFpprymlCqzMaCgkn6AcnX42m5WRQ6G1N\/wCRIP8AmDqQenpi7oXVXXNfTVN171gSUWRqj\/LEbFbkv+YgH4qsgU\/Vl8ar+6+ubiDc7SGGPP1sh5HkFSMrHishdj5PkAHV6yzWqR+tNNNaYNNNeU2WLY1lRxvxfxf2vQHnuN3HHjnIqZHFcmAyP0F+T9hrO9391LtIpvy5CwGIYAhQWApi1EKOaB5tgRrmf8Qpd8qx\/i1ZSUZEYmM2zFchkoxF0CBwf9BbdW7l6hF+Ek36RnbzQgywYgnEAZ5xuLDHIWLKr48+YU7ejo4JPZi+j9wjabiPewsplwZZvVtczIcrFcuBV2T8pZ51Y73vXdb4vIIuUpXl26MzLGLNBSSvJYWzEEeAD86DtHprTbdm2u1iJli9TKRFpTZQLESDjeLcHj54J56N2ltWh2yQuqoy3+WGDFVJOIJHBP3\/AMz51UcYMl6lyx9DAdtdU326lVfws5iiKBGkiWNCoFN7sUJ4sBbI8WDq47v6H1SZYXikVmS84xKYzftIKkKos0RzVXweSddE1+WYDkmhqotxdolu6wcn23bHUmiEJhKOyh3lfcBoswSaxWyR+nyrciyT516dJ\/h3u2V4ty8EcZB5iLO5aj7vegHJIJ8k18HkdKk6nCudzRjAW4zFr+\/PH9dVnWe4NqsJvdKnqho0ZLZsqo0F5tSR+xr66pTkk0u5hkB2X+CCzy7tXkJ9PNh6SKDiFpbOR4JNut35FDUKHqM+8RNpG7enLa+mhQNEgBZSxdCcQcBlyfA5JvXlH0v1do8ku8Mc0LZ+iUZolpT\/ACNyWcC8lNC\/BN3P6V0FHljmjmEL4KJmKBZWJZ3LoyHH3WV914hRdjUSlKWXsvirq8eSy7P6V6O4cNuPVVCVicggynycmvFigyFDjyQBVa3165O3Q+oPun2Id02sZMkcph\/Lbi1ViCAQCcSi0T5oAUdz20k0I\/DyiylkSKrBCCbAW+PkirsY1VUTx6fOnyXk2eVbeTQ6p93B\/wBbjdeH\/DzKD8frhIsfNH\/U\/XVxqvn\/AO1Q\/wDcy\/8Amh12OZh950zebINv5t1HI4IzUQnjKo\/1Ai1VSDjiORfGvXqWxfq6+iNyFjiKu+UIYljdKwDBSKs8H5Gt1uoQ6OhAIZSKYWORXIPBH21n+xekT7SExTLEgU0ojcsG\/vG0WjVCueAPHzyfTfNO8eDrz9NvaqvoWLBNqkdRs7UsZdUJchVNFsVJ+K+lkeNYTcSx9Y3cSGVoTEZVKRH80KCLEmQIHKgeAQTXPnXU9YDuraztvFO0hDnDFyriIo3BzZuC1KyfUi+ByddlJxdo5EPuLpEPTZtvPG8npvKoO3zGFopOQZvd\/KPaTyftY1p9t3XHIivHBuGDC79FsR+scsARQwPIvylXkLxvcmymXcJ\/tFEn27zJjL5HC2UEXkGg\/IFVZuzWuh7LqG29NPTkjVMRgAQoAA4FcVQ+PjVP9Kde4MF3F1z8du4tihMDxzKQ5v1LMZJ\/LIHto+SboXp3d2pDtRt5xNLmZFjkyYYS8s5L8ezwR7a8gffUzvDfZ7rbnbRNNInqK7QinU+0AZ8cD3AgGgeDqF3B+MyH4\/bmTbgRMxUhoVojP1E\/ma7vgjng0OCnlcMPRrTWy\/fv\/bBObaQBiyR+4LjYuzQINcfP21iZ9pvtpHDupNt6fokBnWWyVbyaQNgvwSRxkPafIm949S6ZJLtFURKIVyW841Kg8QlRj7TV0QfsKJvpSyLuYSFYrmnNeVyH0OsmopJU77hOjkXQpJ5d42LowJV\/WnchySSQEpPaTxQYqDYI4IGuw9L3RljDsuN\/HH\/In\/U65r07ou3XqzoWlU5ElbxzNCTIUoqMsRSqbtV58jXS9tDHAioCQLoZuWJJ+7Ekn+uoTs2UWqsmaaaa0kaaaaA5\/wDxZ3m7Tbj8PCxRfzHlUj2Ff0kg2aVqY\/UD6XrJdL6ZL11VebfxKcgWWPbm3AUFlzL84lmGI4Fsa8Vc7voPVdrBupDvWmDOD6aMxcqP5lZiCjH5RbBAoH4NB2vsWk3EMEUxjmIeQ7uJi8ZJW2TyAx9wu+ODyarUW70XjRN2\/Wt9tYpkg2rr6IEb+nAWxxpS4PCuTVjhyL8lRQz2x723s+6RkjnZ3tVChlJJxGbhBieEWxVUo48k9H7T6gdm+4h3k0CASKEcO2LNhblmcABiK4J8huTrW9L6ZDtkKwoEVmLnkm2aubJP2A+gAA4Gru401\/v7i1GWM+xzTtrqXWJ\/UdYZGW2DGSUKrnIr+TY4xNnjBSFo\/TWh6t29v5kgf1IHmQklJS4UZDxaZISPFiPnmiLN7NN7GWZBIhZRbKGFr+48j+uq9+5tmM63MTFACyo4ZvcaHC2TZNa1u3ZPyOUbLtL0Z5NvPv09v5imKAswehyRyMASRxz7f5eNefT4lm3gh3EsRPuQT4BJQCxKy0wZTaClLE439Rx+NrsofxM0qSbhVlm\/KLMsamPGzl7S1lj7TXIXnkEa1fU+8dnPEm1kSXbxuVWKYGJwDG6heA7NWVDleQfjyEpykrbNcUpUyv7i7TMUu2G33MkuYLu7vHYwqn\/QFxpmH+H041HYnb0a7VHmWOSZ3Z2cEt\/MwCi\/FDgqoC3fnycrs+hxb6WJInki9rO04kUvIVYGmjxKjkggCgObLHWz7M2m7hDxbhTipamtCrHK81xOQyskqwFGq81rjFT5NuqKbXCk+5rNNNNdTmNVs7AbqHnzFKB9\/dCf\/XVlpoBpppoBqOm3QMXCKHYAMwAyIHgE+TWpGmgM33X0H8b6UTg+mrZ5o2Lqw4\/wKlh4PNX41K23bO1RFT0FZVXEZ+\/4Is5XZIJBbydXWmtt1QKbp3bu3gmknjQq73fvYqLILYqTitkAmh\/qdS+q9PTcQyQyAlJFKtRo8\/II8Eeb1N191ixo1tvZR9A7bh2kXpplJ78y0pDMWoAHwAKAAFAastrs0jywULkbNfX\/AJfJofU6k6+6Ntu2YYv+IG8C\/h1VVkkWQOYvkpi4vgcAtQF0Cf21GXtaXdhZZHk2vJC7f2OFRgMuOQrMRfBoccWTq06h27+I3yzy2I446UK1ZnJWGdcnE58eKI82dafXH4Sc+TOinxSa2fQNNfdNdjmNNNNAV\/VumJuY\/TkBq7FfBoj\/AJnXKt90HddJUTxwrLwVdtujZChQZr5XKyxYcKUWyb12TWc7yE8kJ28CW0wIzYkIosZZEA0Ct3dWLAs6yilJpNeTnncPSWji28rBtyd6wM22d4v94w9RCpoYAc5MGrhfjUfvz8WF267jcxLlB+SirnGJBSkORXNGlkAIu+ALJwW\/2W4l3ZgUxPJJODUHuXge3mh7QPkj7\/vp+0Njttrs55t7BFLLI6mISLmETw0lrwBZJoEGwv1sbGbjLGzVG1at+T06BD1JGRZomnjjCFRHEJSg\/lZa5DcHkgkck3evztu18juXk3h\/EyBlRQDmnqN7vVyQKgHORU3fggijadt9+bTp3qKLnWcCRGRj7a9ojcN+igC3BPk8c6\/PXev9OkneZYpBM4qQes2DHwVULY5XyxAqwau9JQm48oiDj\/Vfsfrffw9sIn4gyzgqojkeo8MVFqwBYMXIv\/iIqhZ2fbX8ONttpk3DxRGZfcCokpXNXWTlSF8L7FrzQ1z\/AHvWFhj28kBVSV9xbcPIQ\/CiS6FEAn7Vx889R7I6xLuEOeLheDKhJQn2nEFmLE0eb8UOeaHPpqSilLYnn1XlkrZdtxbfcGbbRRxiS\/VxFEnk8cV7jV+KxHmzrQ6aa6EDTTTQDTTTQDTTTQDWf6m+5WctHm0R9FSoA9tyHJx8\/p4YfQg8Ym9BpoDN7Xqm5f08oilgZH0XPvqPJfIoW0nvPHtHn5j7ffbsqFkQqKAZxHIzrwPdQAzLfOJtb58HWs00Blk327BtkIusj6TMI7jU0Ap9\/vtbHiz9Dr4vUd4EH5fuC+7KJyQQVA5W8y65NwKUijXnWq00B47ckqpIIJAJB8j7eT\/qde2mmgGmmmgGmmmgGmmmgPmqDuzqMu2iMyorxKp9RS2JNlR\/ZPFE\/Irg8+NXrtQvXIe8v4gnc7eeGANFULNIWVWLKypSjniw5vjihR1l9jUm1Zk5NxPudzFKT6UEhK2ZQThwCmQxYWP5gAdaV+xMYd4u03TPax\/khlWJ0APtLHkPYdryA5o+TqNvdjENnsJBt4C0u3aZUMZEYxVWZGAa2DOwNiiAo8nnUTrXU9u5gjigXbKduTKEjWQMXW6GRWqqszZo+OBrn8OblyTwuxalDWUu\/c8ezuw593CXj3G1wWIqIyokp3YNhICtAhQpuiQSKHzr16v2HLHOkibvYnclj66MMIo2aq9NAtHg\/IDXRrniBB1Z+mHewQSyESBS7MFLfopaPgclrNeAP6Wez3AMkEhkmMkpMmIKJHmvDGsWoEtdUfFcXq5Sko2jIKMpVn5Hhsu1drspoxuZ0kYkuI4ipAxoBj6qG3JaxFiFsDmuNdp7f2ixRlUlDqDS0AMQBwCBxYFDgAUBwNYTpvVHkj226lVWnllK4gAIBGB8kFrs8EAcMw+edj23vYSCkUbJ5JBNgVVqpJ4UXwAAPsNISlJXLZkq0aHTTTVEjTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQDTTTQH\/\/2Q==\" alt=\"ADN: La Mol\u00e9cula de la Vida - EGO Genomics blog\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Representaci\u00f3n esquem\u00e1tica de la mol\u00e9cula de ADN, la mol\u00e9cula portadora de la informaci\u00f3n gen\u00e9tica. Las mol\u00e9culas se forman por la Asociaci\u00f3n de dos o m\u00e1s \u00e1tomos, que se mantienen juntas por medio de enlaces qu\u00edmicos. Podr\u00edamos decir que algunas mol\u00e9culas de vida ser\u00edan:<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR0-WiUPZ77fbqr6Ztfk_NCXNtBv7f5rZuiwA&amp;s\" alt=\"4 ALIMENTOS RICOS EN PROTEINAS: LA CARNE, EL PESCADO, LAS LEGUMBRES Y EL HUEVO | Blogs Quir\u00f3nsalud\" width=\"440\" height=\"293\" \/><\/p><\/blockquote>\n<ul>\n<li style=\"text-align: justify;\">Huevos<\/li>\n<li>Cereales<\/li>\n<li>Hortalizas<\/li>\n<li>Pescado<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">&#8211; Agua.<br \/>\n&#8211; Hidratos de carbono.<br \/>\n&#8211; L\u00edpidos.<br \/>\n&#8211; Prote\u00ednas.<br \/>\n&#8211; \u00c1cidos Nucleicos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-YHMO1JQFEbc\/T-YJ0BahHzI\/AAAAAAAAAsI\/r9LG1Awy5Do\/s400\/agua-para-fabricar-coche.jpg\" alt=\"\" width=\"400\" height=\"297\" \/><\/p>\n<p style=\"text-align: justify;\">Principios inmediatos o biomol\u00e9culas: cada una de las sustancias que componen la materia viva.<\/p>\n<p style=\"text-align: justify;\">&#8211; Simples: O2<br \/>\n&#8211; inorg\u00e1nicos: agua&#8230;<\/p>\n<p style=\"text-align: justify;\">&#8211; Compuestos:<br \/>\n&#8211; org\u00e1nicos: gl\u00facidos, l\u00edpidos,<br \/>\nprote\u00ednas, ac. nucleicos<\/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 tetravalencia 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 style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/_e1_cFc9xC1c\/TBDtGRQ4ZPI\/AAAAAAAAAIo\/YouOypAwiHs\/s1600\/carbono.png\" alt=\"\" width=\"554\" height=\"306\" \/><\/p>\n<p>&nbsp;<\/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. Refiri\u00e9ndonos al silicio, se\u00f1alaremos que las \u201cmol\u00e9culas\u201d que dicho \u00e1tomo forma con el ox\u00edgeno y otros \u00e1tomos, generalmente met\u00e1licos poseyendo gran nivel de informaci\u00f3n, difieren en varios aspectos de las mol\u00e9culas org\u00e1nicas, es decir, de las que poseen un esqueleto de \u00e1tomos de carbono.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"\u25b7 Silicatos: Clasificaci\u00f3n y tipos de SILICATOS [ Nombres ]\" width=\"158\" height=\"184\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Granate, Olivino, Circ\u00f3n, Minerales de Silicato en el Mundo | Minerals Channel - YouTube\" width=\"334\" height=\"187\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRKgkuYHoIOCLsvqFprux4V3SQIF7MlIRSe5A&amp;s\" alt=\"Los silicatos \u00bfQu\u00e9 son? . . . #minerales #silicatos #cuarzo #divulgaci\u00f3n #cienciasdelatierra #rocas #CienciayTecnolog\u00eda #educaci\u00f3n #ParaTiii #geociencia #geolog\u00eda #cienciasnaturales #ciencias #volcanes #mineral #planeta\" width=\"473\" height=\"265\" \/><\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El mundo de los silicatos es de una gran diversidad, existiendo centenares de especies mineral\u00f3gicas. Esas diferencias se refieren fundamentalmente a que el enlace qu\u00edmico en el caso de las mol\u00e9culas org\u00e1nicas es covalente, y cuando se forma la sustancia correspondiente (cuatrillones de mol\u00e9culas) o es un l\u00edquido, como es el caso de los aceites, o bien un s\u00f3lido que funde f\u00e1cilmente. Entre las mol\u00e9culas que lo forman se ejercen unas fuerzas, llamadas de Van der Waals, que pueden considerarse como residuales de las fuerzas electromagn\u00e9ticas, algo m\u00e1s d\u00e9biles que \u00e9stas. En cambio, en los silicatos s\u00f3lidos (como en el caso del topacio) el enlace covalente o i\u00f3nico no se limita a una mol\u00e9cula, sino que se extiende en el espacio ocupado por el s\u00f3lido, resultando un entramado particularmente fuerte.<\/p>\n<p style=\"text-align: justify;\">Al igual que para los cristales de hielo, en la mayor\u00eda de los silicatos la informaci\u00f3n que soportan es peque\u00f1a, aunque conviene matizar este punto.\u00a0 Para un cristal ideal as\u00ed ser\u00eda en efecto, pero ocurre que en la realidad el cristal ideal es una abstracci\u00f3n, ya que en el cristal real existen aqu\u00ed y all\u00e1 los llamados defectos puntuales que trastocan la periodicidad espacial propia de las redes ideales. Precisamente esos defectos puntuales pod\u00edan proporcionar una mayor informaci\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"C\u00f3mo reconocer una cristal o gema | Cuatro Lunas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSUxrXNvW83ftUvW-WWlHO-9h1LAbUMq_kR2x0B-ctRrFaKdliItfAJJvpoV4QJzIFOfQw&amp;usqp=CAU\" alt=\"DIAMANTES PERDIDOS\u2026 | Las Cr\u00f3nicas de Alix-ann\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El cristal ideal no existe, en su estado natural, todos tienen imperfecciones y, s\u00f3lo el elaborado, se podr\u00eda decir que son cristales perfectos y, sin embargo, la mano del hombre lo que ha producido con tal intervenci\u00f3n es perder una valiosa informaci\u00f3n inserta en ese cuerpo natural.<\/p>\n<p style=\"text-align: justify;\">Si prescindimos de las org\u00e1nicas, el resto de las mol\u00e9culas que resultan de la combinaci\u00f3n entre los diferentes \u00e1tomos no llega a 100.000, frente a los varios millones de las primeras. Resulta razonable suponer que toda la enorme variedad de mol\u00e9culas existentes, principalmente en los planetas rocosos, se haya formado por evoluci\u00f3n de los \u00e1tomos, como corresponde a un proceso evolutivo. La mol\u00e9cula poseer\u00eda mayor orden que los \u00e1tomos de donde procede, esto es, menor <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a>. En su formaci\u00f3n, el ambiente se habr\u00eda desordenado al ganar <a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a> en una cierta cantidad tal, que arrojarse un balance total positivo.<\/p>\n<p style=\"text-align: justify;\">No puedo dejar pasar la oportunidad, aunque sea de pasada, de mencionar las sustancias.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Clasificaci\u00f3n de las sustancias materiales y leyes cl\u00e1sicas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSHEcMqaQvDI6zu14t08OO3DX4LalOcVD9z4g&amp;usqp=CAU\" alt=\"Sustancia pura \u2713 Curiosidades e Informacion Sobre Tecnolog\u00eda y Ciencia\" \/><\/p>\n<p style=\"text-align: justify;\">Las as\u00ed llamadas, son cuerpos formados por mol\u00e9culas id\u00e9nticas, entre las cuales pueden o no existir enlaces qu\u00edmicos. Veremos varios ejemplos.\u00a0 Las sustancias como el ox\u00edgeno, cloro, metano, amon\u00edaco, etc, se presentan en estado gaseoso en condiciones ordinarias de presi\u00f3n y temperatura. Para su confinamiento se embotellan, aunque existen casos en que se encuentran mezcladas en el aire (os pod\u00e9is dar una vueltecita por el polo qu\u00edmico de Huelva en Espa\u00f1a).<\/p>\n<p style=\"text-align: justify;\">En cualquier caso, un gas como los citados consiste en un enjambre de las mol\u00e9culas correspondientes. Entre ellas no se ejercen fuerzas, salvo cuando colisionan, lo que hacen con una frecuencia que depende de la concentraci\u00f3n, es decir, del n\u00famero de ellas que est\u00e1n concentradas en la unidad de volumen; n\u00famero que podemos calcular conociendo la presi\u00f3n y temperatura de la masa de gas confinada en un volumen conocido.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"M42, dentro de la Nebulosa de Ori\u00f3n \u2013 astronomia-iniciacion.com\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTKxbkHfqN1jKKZG5IlJ5DBx6r3DtRAskXphcyWuGAcOe3nWwy9MhfFkmH-Q0Gzckau9Qc&amp;usqp=CAU\" alt=\"Nebulosa de Ori\u00f3n \u2014 Astronoo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong>\u00a0 \u00a0 \u00a0Nubes moleculares en Ori\u00f3n<\/strong><\/p>\n<p style=\"text-align: justify;\">Dec\u00eda que no existen fuerzas entre las mol\u00e9culas de un gas. En realidad es m\u00e1s exacto que el valor de esas fuerzas es insignificante porque las fuerzas residuales de las electromagn\u00e9ticas, a las que antes me refer\u00ed, disminuyen m\u00e1s r\u00e1pidamente con la distancia que las fuerzas de Coulomb; y esta distancia es ordinariamente de varios di\u00e1metros moleculares.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Enlaces de hidr\u00f3geno y fuerzas de van der Waals | Quimitube\" \/><img decoding=\"async\" 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\" alt=\"Tension Superficial | F\u00edsica Termodinamica\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0La tensi\u00f3n superficial que hace posible que un mosquito se apoye en el agua<\/p>\n<p style=\"text-align: justify;\">Podemos conseguir que la intensidad de esas fuerzas aumente tratando de disminuir la distancia media entre las mol\u00e9culas. Esto se puede lograr haciendo descender la temperatura, aumentando la presi\u00f3n o ambas cosas. \u00a0Alcanzada una determinada temperatura, las mol\u00e9culas comienzan a sentir las fuerzas de Van der Waals y aparece el estado l\u00edquido; si se sigue enfriando aparece el s\u00f3lido. El orden crece desde el gas al l\u00edquido, siendo el s\u00f3lido el m\u00e1s ordenado. Se trata de una red tridimensional en la que los nudos o v\u00e9rtices del entramado est\u00e1n ocupados por mol\u00e9culas.<\/p>\n<p style=\"text-align: justify;\">Todas las sustancias conocidas pueden presentarse en cualquiera de los tres estados de la materia (estados ordinarios y cotidianos en nuestras vidas del d\u00eda a d\u00eda).<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Investigadores convierten metal l\u00edquido en plasma - Blog de unicoos\" width=\"462\" height=\"259\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">El Plasma de las estrellas y otros cuerpos estelares forman el estado m\u00e1s com\u00fan de la materia en nuestro Universo -al menos la que vemos-<\/p>\n<p style=\"text-align: justify;\">Si las temperaturas reinantes, son de miles de millones de grados, el estado de la materia es el <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>, el material m\u00e1s com\u00fan del universo, el de las estrellas (aparte de la <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>, que no sabemos ni lo que es, ni donde est\u00e1, ni que \u201cestado\u201d es el suyo).<\/p>\n<p style=\"text-align: justify;\">En condiciones ordinarias de presi\u00f3n, la temperatura por debajo de la cual existe el l\u00edquido y\/o s\u00f3lido depende del tipo de sustancia. Se denomina temperatura de ebullici\u00f3n o fusi\u00f3n la que corresponde a los sucesivos equilibrios (a presi\u00f3n dada) de fases: vapor \u2194 l\u00edquido \u2194 s\u00f3lido. Estas temperaturas son muy variadas, por ejemplo, para los gases nobles son muy bajas; tambi\u00e9n para el ox\u00edgeno (O<sub>2<\/sub>) e hidr\u00f3geno (H<sub>2<\/sub>). En cambio, la mayor\u00eda de las sustancias son s\u00f3lidos en condiciones ordinarias (grasas, ceras, etc).<\/p>\n<p style=\"text-align: justify;\">Compuestas:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-1RF1gp-eUeY\/Td3UphzixNI\/AAAAAAAAAE4\/quZcjCnHkKw\/s1600\/ejemplos+sust+compuestas.JPG\" alt=\"\" width=\"325\" height=\"306\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/-l_AVj0cxUVc\/Td3UrWE72XI\/AAAAAAAAAFA\/Jhu_5d0e-90\/s400\/esquema+sustancias+simples+y+comp.JPG\" alt=\"\" width=\"400\" height=\"172\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/-kseI9lEVl94\/Td3Uqmb7vQI\/AAAAAAAAAE8\/BOpfZCIsbRI\/s400\/ejemplos+sust+simples.JPG\" alt=\"\" width=\"400\" height=\"326\" border=\"0\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Las sustancias pueden ser simples y compuestas, seg\u00fan que la mol\u00e9cula correspondiente tenga \u00e1tomos iguales o diferentes. El n\u00famero de las primeras es enormemente inferior al de las segundas.<\/p>\n<p style=\"text-align: justify;\">El concepto de mol\u00e9cula, como individuo f\u00edsico y qu\u00edmico, pierde su significado en ciertas sustancias que no hemos considerado a\u00fan. Entre ellas figuran las llamadas sales, el paradigma de las cuales es la sal de cocina.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBUSFRYWFRQZFhgaGBwYGhYaHBkaGRoWHh4fHB4cHBwcLi4nHB4rHx0cJjgmKy8xNTU1HCQ7QDszPy40NzEBDAwMEA8QHhISHj8rJCM0NDY0NDQ0PTQ0NjQ0ND02NDQ0NDQxNDQ0NDQ0NDQ0NDQ0NDQ1NDQ0NDQ0NDQ0NDQ0NP\/AABEIAOEA4QMBIgACEQEDEQH\/xAAcAAEAAwEBAQEBAAAAAAAAAAAAAgQFAwEGBwj\/xAA9EAABAwMCAggEAwgBBAMAAAABAAIRAxIhBDFBUQUTImFxgZGhBjKx0RRCwQcVI1JicuHwkqKywvEzY4L\/xAAXAQEBAQEAAAAAAAAAAAAAAAAAAQID\/8QAHxEBAQEBAQEBAAIDAAAAAAAAAAERIQJBEjFRAyJh\/9oADAMBAAIRAxEAPwD9cREXJ1EREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAVbX6nqmF8A5aIJtEucG5dBgC6duCsqtr9N1jCyQ3LXAkXCWuDhIkSOzG6o5HpBrGgvgEhzoZfV7Ld3dlswJEmNzC7fi2QTdgOY04PzPttHnc31VPU6KoW3Ne0PscwgMNjmuyAG3S1wI3mMmRyDo5xjt2tLqT3Ntk3U7TAdOAbBw8+CcTqZ6R7m7EzLokVLI+WfbfuypafpNjiWulrr3tHZfa6wu2fFpda0mAZweRUD0WIi7nw51Os5+SN6NN3aeC0PfUa0Nghzw8G50m4APdEAcE4ddGdJsdDg4WFjn3OD2m1tnaaC3tNh4zPKJzFjTaplSbScGCHNcxwMSJa8A7dyqVujA9rGl5FlI0wQBMksIfniCwY7130unc1znPcHPdaCWtsaGtmAGkk8XGZO6nDqrQ6Xa+nds+y8hwe1uIDodb2gCQDbMSF2q9ItFRjGy4ueWE2vtBDHOPai0u7IETxPJc3dFgtYy75aLqUxuHWdrf+jbvXrejnBzSKnYbUdVDbe1e8PuBdPyy9x2nvV4dSZ0rSLQ4OcQ7LYZUJcAAS5rQ2XNyO0BGQJXT94U5aA6bg0ghrnNh\/yy4C1t3CSJXFvR7mClY8B1OmadzmXBzCGzLQRBljSM891zodDtpuaW2ENawG9ge\/sAAFr5FpIA4ESJEJw67U+km2tL+yTJIDXODWhxbc4tBtGN3QMHkvdR0oxgee06wOJtY8glpAIDotJBMEA4zOxVc9Di5rgWOIbaespip2Q5zhbkWntOzmcYwuv7vdbUpioLH3kCyXNc8lxl10OAc44gHO6cTrq7pCmCQXEFrQ50teA1pEi4xDSRODnEbrz94NJYGybqljg5rmOb2HPy1wB\/KPVeVNAXh4c\/tPDctbAa5uzgCTxAMEqLdAS8Pe8OcHhxtba2Gsc0AAkkfOTMnPs4vXGj0pLXTBcKba10PFOx5cWi6CcBozGc4wQLjtdTaXAuIsBLnWusFoki+LZA4TKqN6KIaWB\/ZNBlE9nPYuhwM4+YyIPDK6u6PJFRl8U3lxi3tNe43Eh0wRdLoLeO8Jw6s6bVMqTaTLTBDmuY4TkS1wBg84XdVdLpnNc5znB7nBoJa21oa2YABJ4ucZnirSKIiKAiIgIiICIiAiIgIpWHklh5JlNiKKVh5JYeSZTYiilYeSWHkmU2IopWHklh5JlNiKKVh5JYeSZTYiilYeSWHkmU2IopWHklh5JlNiKKVh5JYeSZTYiilYeSWHkmU2IopWHklh5JlNiKKVh5JYeSZTYiilYeSWHkmU2IopWHklh5JlNiKKVh5JYeSZTYiilYeSK5TY7qFWqGAkmANyprnVpB4giRyO3mFu7nHOZ9R69uRcMb+\/2PovRWbnIxv9PqD6KuNA3MkkHYSRG85nc3FdRpm53zHE8CSI5ZKzL6+xbPPxL8Q3a4cB6rwapm9wjnPdP0Xg0zZBzIJIycE7+srmzQsAgycAEycwIE+HBP9v8Ai54dRqGzAInkO\/8A9j1C7rh+HEzmd9zHDh5Bd1qb9ZufHqIiqCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgp6yi90WVLcEbA5lpB8gDjjK4dH0XB7r3ue5sNm51sHPyTbPCYlaDXg7EHwyqmnYetqm4x2Rb2Ym0Z2meG8dyC8iIgIiIC\/EvjHpTW6rW6ilTuNPTmOrb\/KI7cbucSeGV+0VKzW7kDu4+Q4r5U9E0Tqq2qYCKlRjWknEloi4N3EgNBne1SrEfg\/ouppy0P1FV805dSeS5jXEtMtLpIjIgHmvsVidG6gOdc+GEAgAk92ZIgccTxWyDKQqSIsD4z6VOk0lR7TDyAxh5OdifISfJVGdqv2h6Gm4sa+pVdJAFNjjcRva4wCO+Y5Ld6J6YpaoF1J02wHtOHMJEgEfqJBg5wvwTo+jUralrKMEtZ2c2NgHJnfu8l+wfBvQbdLm0Go9k1KontuJm0A\/lbmP8lSVqyPrkRFWRERAREQEREBERAREQEREBERBhfDbSPxBPHUPI3AjAwCTAxzhXqAd11U3Nt7PZtN11ozdMRHC3zVboFzj+IDnudGoeGh2bGiIaCdxx8+O5tUC7rauBb2cyZutGLYiI4z5ILoXwNStV11dwdVfTpB5a1jHFstBiXEbkxx2X2uq1bacXHfgBK+c1OhFKo4tILXkuAG7SckHuk4WabnWt0cG0iKbXOI5OcXEYJwTJ4HC1l8xp6w6xpJLQDJMHaDhfTTxViS71jVKwa4k7ve5k9zZAA\/4+pKkWADbis\/V9tjGjcXVncw1sk+Zkeqvin2QC4ken0RsrOFMF5gWglWejzl4GAQ18ci64GOXyg+JKzOkdO57Q0EuccNB4nfPor2irBzqbhs6kfWWkDxyfdC\/wANZfK\/HvRDtbp20ab2sde15DrstaHCIaCdyOHBfVLHqVYc6dnPIJ8B9glSPiPhf4Wfpn9ZVc0uFPq2MpgkBuCSXEC4y0YhfddGWt4m44y0tA5gcMn9F44sJaRnw2hR1FcCQIIgyO+EW9bCKDJgTvA9VNVkREQEREBERAREQEREBERAREQYfw+wB2pIEE6h4MOJnO5EkNOeQ2HIK7p6h66q2x0dk39m2bR2d7p47R3qh0b0g4DUucS8M1LmASSQ2WiIIG0zAnERJObXR2rD3PNrgTBggwABHzfLOJiZjKCHTrAQwkbEieRI\/wAeyyqD7m+o\/RfUVGBwggEciJC+eqOF7+HbdHqUk6x75FMNdLRbMmAQc55ytzSF3VPDg4Q0gSIMR+iyw7LD\/U0+GRyX0OsMMef6XfRTMPN3rJYZbWd\/LStHiQSR7NXjarYG+wXlNwFGo3jcw+IcWj\/xKrPfapv9nr1eYuiu2+meN4HqC39V7S\/huaw\/keLTza7sj2dHiFRLsXcod6ZC0elxDmOjgRPeCCP1jzRZ6tmtdYFZt954BtR7f7gcH0K09Fqr6ZcdxIPks0mKc\/2sB\/6neoAHqrrcdtO9lu2+\/wDpVVzRfLSSPkjP5g4zn+33Vig9kZKiYc4NbuZA7nDtNPqI8CUX9RraZ9zWnug+IwR6rus\/o6qDcO8OI4g7EeRHutBVkRUX1qrS7sBw\/LBg7gZ33n2Ki3VVDkUeEjtRPdkYP+7ZQaCKgK9Wf\/jxB\/NH1HlHqhr1boFPs3AXT+W4SY4y3PCO84QX0WeNVUJP8LEwDdk5jAIxzyR3SpfiKkD+FuNru8jlyjf+buMBeRZw1VXP8HaPzcYBjI799sc8Lvp6j3F1zbQIA2MmSCfCLUFpERAREQEREGF8Ova78Q5rbT17w6HOLXEfmAJMTPCNhyV\/T1W9bVZcLuy62RdbaBMbxOJVH4fqvc7UXBoArvgtaGztgwBdGO3uZ7lo6f56vi3\/ALQg616oY0k8B78l81TxgmTErd6UplzJH5TdHMZB+s+Sx+rbYXxLg6074ESIj9VZcc\/fn9OL3H8vDPn919LVaHsInBGD47FYNPRvGQwkOg8CNlvaVhaxrTuAAfRPV0\/x+fyyKumLKcugOLmtMbFocbSeZzuqWrbLcb\/psfaVv9Jtmk\/ubd5t7Q+iy+jgHVGjeA4x3RH6rnZnGvU2yqtXDHf2n6L6HV6YVGwccQeRXz+nbcWN5ua0+W\/sCvqFZdPMyKXU9XRc2ZhrjO2TJWbUddSaP5amfMEz7wt9UdZpwKTw0R+aO8Zx6bJZxbGJUJbt4LtphDm872\/WCub4gT\/pVvQU7nt5Nlx+g9zPkp9rl5+O9N8ahwiJx\/0gz7LVULBMxmInjHJdFqOuKFWlVJdFQNGYwCQTP0Ec+fcpOo1TtVjEbNOYGds5BP8A+u7NTVdS4uZcZdUNxBPZfbie6IwoaZ9FsEl0tdv2oNoImBwgznzVVaq0qouIrccAhoAmQBtvJGfbn6KNXA64TBxa3Pf3bj68YXMU6LBaARDgzsh03YcB2R\/SD5zxzxDdOLYLokRF5Mgg5gTHYnOMILVKi8NA66S1wkwDgN+WPQ7z35QUahx12ROzW4n5Zx4+Kr9XpzOCLQ85a5sQQHFpcOBgSNl4+tRf2jLnBwaDkF2BnhwJ9DHBBYZRqAgGt2iXOgNEEYEQeAxsh01WB\/GMg8m8iOA5yduXJcaNDTvNrRkAi3IHeO8ic+Uq7p9I2mTaIkR7k+ZzuUFhuykiICIiAiIgxfh5pH4iQAPxNS2A4dme8DjO0hXNPSb1tV1ou7LboF1toMTvE8FX6E0lSm2p1gAe+q6obTLe1tE5GABmdvIWKFMdbVdmeyPmdbFoPyzE98Sgs17rTZF3CdlT0mhAYQ4SXQXDhgyAtFEEQI2UkRBV6RdFJ\/8AaR64\/VZnRGKh72b+BH39lp69s03\/ANpPoJVHodkue7kA0eeT9GrN\/lPsUqbv4l238X2L4\/VfSBYJpxWLf\/safUh\/6+y3U8wn16vCJEFSUSJWlfKQS1pjDYJ8PlEc8kLb6Ib2XHm6PIAfcrHfLS1vfafLP1atropsMJ5uJ9IH6LEjHn+WgiIttoWDkPRLByHopog5hoE43Mnx2+gXnVCZgT\/v++QXVEELBnAzvjdLByHopoggGAbADyU0RAREQEREBERAWbonB9So9ryWm0AYtJjfaZ4bx3LSVM9H0+DbeENLmj0aQOKC4ip\/u9n9X\/N\/3XB1Kg0El8ATJNV4+Uwd3cDhBpos00qEx1meXWv8P5ua7fu9n9X\/ADf90HbUxY6drT9Fn9CO+ccZaT5iP\/FdNR0YHRa9zeYJc8HyccHvXNmlos7Ln9r8xvc2SADsDjBHkQs\/RzcR+ImcBwBPfbA94W0sSppaLjLKrWnZxLr55bnf7q5T6OaBDnPceJvePYHAScF9FT\/d7P6v+b\/uvH9HMIIl4kRIe+R4ZWhma1gD3+II7iSwn9fVa+iaAxo7gfM5Pus9mmoy5pqBzhP5oLY3kTk5G\/cuul0LDJvL8\/lc4AY5AxsQsydSTrURVaeja0gi6Rzc8j0JhWlpRERAREQEREBERAREQEREBERAREQVdY+o1s02B7p+UutxB4+Meqxn0zeDU07GA3dp1XInLg0TsZdym7IGQfo1VraRryS4TIgjgR2gJHH5nevcEGO+gSS1ulY5slwd1jTLsTI33AB\/tWroqtU3dZTDI2hwMjPATECPVe0dAxhuaCMREmOUxzjjx4q4gLG6YpwQW0WPc4Oy4tb2oaADJFwMDHcFsqlruj6da29t1swJI3wdu7HmgzNNQD3drTsDHRm5riMTsCZm1hxGAJ2x9AqVPo9jXBzQQQZ3MEwRJGxOTndXUBERB83rGXPfdpqe7u0XsDn\/AMpcJBAwSQeXdnS6Ia5rC00m04Iw0hwJtEnExnnwhenoukXFxbJJJM7GXXZHEXQc8vFWdLpm0wQ2YJnJJjuE8EFhERAREQEREBERAREQEREBERAUSO+FJEELTzPt9ktPM+32U0QQtPM+32S08z7fZTRBC08z7fZLTzPt9lNEELTzPt9ktPM+32U0QQtPM+32S08z7fZTRBC08z7fZLTzPt9lNEELTzPt9ktPM+32U0QQtPM+32S08z7fZTRBC08z7fZLTzPt9lNEELTzPt9ktPM+32U0QQtPM+32S08z7fZTRBC08z7fZLTzPt9l+CfFHTFb95aqi3VV6BFU2vbWqNa0WtwWgxb4D\/FMfFnS9Bzmfjmy3cPNEnGfzicj6qbNytfm5r+iAO+VJfDfsu+ItRr6FZ2pcx7mVA1pYGgRaDm3EyvuVWRERAVDpgkUnEGIjjHHmr6rawNLe06xoIJdIGx2k7ZQfKFzsk8Ik9+3jOyt9HU39Y1wDi0OAMbCecd31TU6ig9j3NNrg4gSdwBGGzEHgJnMr3oXpGi2q9gqYfZ1Yg\/1S3xB59yD6hERAREQFxrsJbDTBkZ7pE+0rsiCh1dafnaBGABmeZkcTHuvWUqsOBcCYgHbMDJgb75\/0XkQUDSrZIcO4HbfiYn5fcBeinWn5xB32x\/aI+vvxvIgoW1oi4Ta6XCPmPyhvhuZHLvTqquIeIiI324yRM\/58VfRBQbSqie2MjA75GZjlPhjfc+Mo1gPnBO3dAujhvls+ByrpcAYkSeCkSgoGnXx2xvwAgCOMiTkcOfDh71dXe4TbEHaZOduRA4THpdDgdiomq0GCQDylNMVOprSP4gjjgTx2x4enFSaKsHtNJkEO4RxER3T5xOJNkvEbhUP3dTgQ4wO9pAxE5B5k+Z5psXK6No1QB2xdImciBO3ecTttwXfShwbDjJk5mcEkjgNttuC50dIGGQ5xxBmDI+8\/rzXTS0BTaGgkgbTEx48fE5RH83\/AB0WjpXVyHSKwILYkQ0E7+Xus\/pNvW1C9wdc7JIDS3c7Tx3HktH461hpdKa0hrXS+3ttuA7LcjvWPX1TQQCAQWNdgNEOcwTNwdPA+qss3sS+bZy4\/YP2Hst0+pEEfxhuAPyN5YX6cvzL9iLgdPqiAAPxAwIj5G8gB7L9NSk3OvURFFeLnVYSMGO9dESioNO7HbOBHHfGd87fVejTuBm8xMxnblurSLP4jX6r1ERaZEREBERAREQEREBERBwq6drvmE+Z\/wB5rk3o+mPyz3kmeSuIgqDQUwCLd4nyMj3UvwzYiMQBEmIBkfVWV4pZL\/JuKp0TOXGdz\/vEr1ujYCCBBH+f1JPirKKfmNfr1\/bidM08Pco6m4CGFrfEE\/qF3RaZflnTX7KXazU1dQ\/Vtb1jw6G0SSIAEAl8cOIKk39jWmcZq6qu8nct6tmwgYLXRgL9RRBg\/C3wxQ6Npup0L7XOvJe64l0ATsIwAt5EQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREH\/2Q==\" alt=\"Equilibrio hidroelectrol\u00edtico: vol\u00famenes relativos de los tres l\u00edquidos corporales\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"TE\u00d3RICO EXPLICATIVO N\u00b01 - ppt descargar\" width=\"274\" height=\"205\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Es requerida por el organismo para mantener la volemia y procurar el adecuado equilibrio electrol\u00edtico. Adem\u00e1s, conserva isotonicidad entre <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> e intersticio, as\u00ed como tambi\u00e9n mantiene equilibrio con la c\u00e9lula. Implicada directa en el mantenimiento de la presi\u00f3n arterial media y en el equilibrio osmolar. Su disociaci\u00f3n en sangre es parcial (s\u00f3lo un 93 porciento).<\/strong><\/p>\n<\/blockquote>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/mundoentrenamiento.com\/wp-content\/uploads\/2022\/12\/cloruro-de-sodio.jpg\" alt=\"\u25b7 Cloruro de sodio -\u30107 beneficios que debes conocer\u3011\" width=\"321\" height=\"214\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.spl-latam.com\/blog\/wp-content\/uploads\/2021\/06\/productos-de-cloruro-de-sodio.jpg\" alt=\"4 productos de cloruro de sodio para la industria chilena - SPL\" width=\"325\" height=\"215\" \/><\/p>\n<p style=\"text-align: justify;\">Se trata de <strong>cloruro de\u00a0 sodio<\/strong>, por lo que cualquier estudiante de E.G.B. escribir\u00eda sin titubear su f\u00f3rmula: Cl Na. Sin embargo, le podr\u00edamos poner en un aprieto si le pregunt\u00e1semos d\u00f3nde se puede encontrar aisladamente individuos moleculares que respondan a esa composici\u00f3n. Le podemos orientar dici\u00e9ndole que en el gas Cl H o en el vapor de agua existen mol\u00e9culas como individualidades.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Beneficios inesperados del cloruro de sodio para tu salud\" width=\"596\" height=\"334\" \/><\/p>\n<p style=\"text-align: justify;\">En realidad y salvo casos especiales, por ejemplo, a temperaturas elevadas, no existen mol\u00e9culas aisladas de sal, sino una especie de mol\u00e9cula gigante que se extiende por todo el cristal. Este edificio de cristal de sal consiste en una red o entramado, como un tablero de ajedrez de tres dimensiones, en cuyos nudos o v\u00e9rtices se encuentran, alternativamente, las constituyentes, que no son los \u00e1tomos de Cl y Na sino los iones Cl<sup>&#8211;<\/sup>\u00a0y Na<sup>+<\/sup>.\u00a0 El primero es un \u00e1tomo de Cl que ha ganado un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>, complet\u00e1ndose todos los orbitales de valencia; el segundo, un \u00e1tomo de Na que ha perdido el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> del orbital\u00a0<em>s<\/em>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" class=\"\" src=\"http:\/\/www.huelvaholidays.es\/archives\/581.jpg\" alt=\"\" width=\"366\" height=\"262\" \/><img decoding=\"async\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcQRuPTQMtJ_HlgPjNw_idXidgwjFhbK388pG7XuptxtJLzdsap6Rg\" alt=\"\" name=\"LSFZ9KBEScmcWM:\" data-src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcQRuPTQMtJ_HlgPjNw_idXidgwjFhbK388pG7XuptxtJLzdsap6Rg\" data-sz=\"f\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"\" width=\"368\" height=\"244\" name=\"0TycPPspcs_F5M:\" data-sz=\"f\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Por esta zona de Huelva, conocida como Marismas del Odiel, llevaba con frecuencia a mis hijos peque\u00f1os que, jugando por aquellos parajes, se lo pasaban estupendamente, y, de camino, ten\u00eda la oportunidad de despertarles la curiosidad de c\u00f3mo se produc\u00eda la Sal.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Diferencia ion e is\u00f3topo con ejemplos - Celeb\u00e9rrima.com\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQbSuFdOW0grwBm7h_XjFZIrLlLX1NH_EltIQ&amp;usqp=CAU\" alt=\"4 La materia: propiedades el\u00e9ctricas y el \u00e1tomo ESQUEMA PARA EMPEZAR - ppt descargar\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">Cuando los \u00e1tomos de Cl y Na interaccionan por aproximarse suficientemente sus nubes electr\u00f3nicas, existe un reajuste de cargas, porque el n\u00facleo de Cl atrae con m\u00e1s fuerza los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que el de Na, as\u00ed uno pierde un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> que gana el otro. El resultado es que la colectividad de \u00e1tomos se transforma en colectividad de iones, positivos los de Na y negativos los de Cl. Las fuerzas electromagn\u00e9ticas entre esos iones determinan su ordenaci\u00f3n en un cristal, el Cl Na. Por consiguiente, en los nudos de la red existen, de manera alternativa, iones de Na e iones de Cl, resultando una red mucho m\u00e1s fuerte que en el caso de que las fuerzas actuantes fueran de Van der Waals. Por ello, las sales poseen puntos de fusi\u00f3n elevados en relaci\u00f3n con los de las redes moleculares.<\/p>\n<p style=\"text-align: justify;\"><strong><em>Emilio Silvera V\u00e1zquez<\/em><\/strong><\/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%2F03%2F21%2Flas-moleculas-portadoras-de-informacion-10%2F&amp;title=Las+mol%C3%A9culas+portadoras+de+informaci%C3%B3n' 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%2F2025%2F03%2F21%2Flas-moleculas-portadoras-de-informacion-10%2F&amp;title=Las+mol%C3%A9culas+portadoras+de+informaci%C3%B3n' 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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Las mol\u00e9culas se forman por la Asociaci\u00f3n de dos o m\u00e1s \u00e1tomos, que se mantienen juntas por medio de enlaces qu\u00edmicos. Podr\u00edamos decir que algunas mol\u00e9culas de vida ser\u00edan: &nbsp; Huevos Cereales Hortalizas Pescado &#8211; Agua. &#8211; Hidratos de carbono. [&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":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27339"}],"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=27339"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27339\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27339"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27339"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27339"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}