{"id":28103,"date":"2022-06-05T11:11:19","date_gmt":"2022-06-05T10:11:19","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28103"},"modified":"2022-06-05T11:11:19","modified_gmt":"2022-06-05T10:11:19","slug":"nuevos-materiales-nuevos-procesos-nuevos-dispositivos-ii-9","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/06\/05\/nuevos-materiales-nuevos-procesos-nuevos-dispositivos-ii-9\/","title":{"rendered":"Nuevos Materiales, nuevos procesos, nuevos dispositivos. II"},"content":{"rendered":"<p style=\"text-align: justify;\">Al final de la entrada de este mismo t\u00edtulo, en su parte 1\u00aa, \u00a0os promet\u00eda una continuaci\u00f3n sobre las Nanopart\u00edculas, y, como lo prometido es deuda, aqu\u00ed lo dejo. Para seguir el hilo, el final del d\u00eda anterior fue como sigue:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQfRHmFKMXb2pOrzrc5DTZlXOhyxg5IlypLbA&amp;usqp=CAU\" alt=\"Nanotecnolog\u00eda. Los nanohilos semiconductores ser\u00e1n claves en la  electr\u00f3nica del futuro\" \/><img decoding=\"async\" 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\" alt=\"Nuevos nanomateriales: Nanohilos derivados de Pol\u00edmeros de Coordinaci\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Nanohilos semiconductores y nanohilos de diamnate<\/p>\n<p style=\"text-align: justify;\"><strong>Nanohilo con un di\u00e1metro del orden de un nan\u00f3metro\u00a0(10<sup>-9<\/sup>\u00a0metros)<\/strong><\/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<img decoding=\"async\" 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\" alt=\"Nanohilos Semiconductores \u2013 IDEOJ\" \/><\/p>\n<p style=\"text-align: justify;\">No s\u00f3lo las mol\u00e9culas, los Nanotubos o el grafeno son las apuestas para sustituir al silicio. Otros elementos como los Nanohilos fabricados a partir de materiales semiconductores o los Nanohilos met\u00e1licos tendr\u00e1n tambi\u00e9n cierto protagonismo. En concreto, los Nanohilos semiconductores presentan un gran potencial como transistores pero tambi\u00e9n presentan aplicaciones en campos como octo-electr\u00f3nica o en la fabricaci\u00f3n de censores biol\u00f3gicos. Por otro lado los Nanohilos met\u00e1licos, cuya s\u00edntesis controlada es m\u00e1s dif\u00edcil, poseen gran inter\u00e9s como inter-conectores. En el caso de los Nanohilos formados de materiales Ni, Co o Fe se puede aprovechar tambi\u00e9n su potencial comportamiento magneto-resistivo para ser usados en dispositivos de almacenamiento magn\u00e9tico. Los Nanohilos met\u00e1licos son interesantes a su vez porque los efectos de tama\u00f1o inducen en ellos la aparici\u00f3n de transiciones de fase martens\u00edticas y la aparici\u00f3n de configuraciones no cristalinas.&#8221; Veamos que pasa con las Nanopart\u00edculas.<\/p>\n<p style=\"text-align: justify;\"><strong>Nanopart\u00edculas<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 son las nanoparticulas? Descubre los tipos y aplicaciones | Nanotec\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS_RtfDxDVdFVVNwsLWWko9uuApvKs8dQElWA&amp;usqp=CAU\" alt=\"Una breve introducci\u00f3n a las nanopart\u00edculas de oro \u22c6 Quiu\" \/><\/p>\n<p style=\"text-align: justify;\">Quiz\u00e1s, junto a los nanotubos de carbono, las nanopart\u00edculas representan los materiales que tienen una repercusi\u00f3n tecnol\u00f3gica m\u00e1s inmediata. Adem\u00e1s de sus propiedades intr\u00ednsecas, las nanopart\u00edculas representan los materiales que tienen una repercusi\u00f3n tecnol\u00f3gica m\u00e1s inmediata. Adem\u00e1s de sus propiedades intr\u00ednsecas, las nanopart\u00edculas, debido a su peque\u00f1o tama\u00f1o, pueden convertirse en diminutos dispositivos capaces de \u00a0realizar otras funciones, como transportar un medicamento espec\u00edfico por el torrente sangu\u00edneo sin obstruirlo. Para lograr esto, las nanopart\u00edculas deben ser el soporte de capas de mol\u00e9culas auto-ensambladas que confieren una funcionalidad adicional a las mismas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Nanomateriales: riesgos para la salud y recomendaciones en el manejo de  nanopart\u00edculas en entornos laborales - Protecci\u00f3n Laboral\" \/><img decoding=\"async\" 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\" alt=\"LAS NANOPART\u00cdCULAS PUEDEN CAUSAR UNA GRAN EXPLOSI\u00d3N \u2013 UNIVERSITAM\" \/><\/p>\n<p style=\"text-align: justify;\">Nanomateriales<img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Como su propio nombre indica, el t\u00e9rmino &#8220;nanopart\u00edcula&#8221; designa una agrupaci\u00f3n de \u00e1tomos o mol\u00e9culas que dan lugar a una part\u00edcula con dimensiones nanom\u00e9tricas. Es decir, que su tama\u00f1o est\u00e1 comprendido entre 1 y 100 nm. Dependiendo de cu\u00e1les sean los \u00e1tomos o mol\u00e9culas que se agrupan se originar\u00e1n diferentes tipos de nanopart\u00edculas. As\u00ed, por ejemplo, tendremos nanopart\u00edculas de oro, de plata o nanopart\u00edculas magn\u00e9ticas si est\u00e1n formadas por \u00e1tomos de Fe o Co. Su peque\u00f1o tama\u00f1o hace que la relaci\u00f3n superficie\/volumen crezca y por tanto que estas estructuras tengan unas propiedades caracter\u00edsticas y esencialmente distintas a las que presenta el material en volumen.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcResy9uSS1guAc5WUW0zXdQBhRT0mi2Cc4Vqw&amp;usqp=CAU\" alt=\"ejemplo de nanopart\u00edculas. a) nanopart\u00edculas org\u00e1nicas: de izquierda a... |  Download Scientific Diagram\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSh37hYsWKwbggWU63gneyGIw16YUtegQeM9V6yL8yQAI8tO3FtdY4LkeUx4HBz06XTqYg&amp;usqp=CAU\" alt=\"Logran moldear nanopart\u00edculas de oro para que se comporten como clones\" \/><\/p>\n<p style=\"text-align: justify;\">Una estrategia para la formaci\u00f3n de nanopart\u00edculas es recubrirlas con distintas capas de manera tal que cada una aporte funcionalidades diferentes al sistema. As\u00ed, por ejemplo, recientemente se han descrito nanopart\u00edculas cuyo interior est\u00e1 formado por un material magn\u00e9tico, como el Co, seguido de una capa intermedia de SiO<sub>2\u00a0<\/sub>que aporta estabilidad al sistema y finalmente una superficie de oro.<\/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<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRBqad24XrURFMjoSzGrgZH03SEtmC-KZjtgg&amp;usqp=CAU\" alt=\"La tecnolog\u00eda de inmunizaci\u00f3n de nanopart\u00edculas podr\u00eda proteger contra  muchas cepas de coronavirus, seg\u00fan un estudio\" \/><\/p>\n<p style=\"text-align: justify;\">El tama\u00f1o final de la nanopart\u00edcula es de 3 nm, y esta estructura laminar hace que tengan un n\u00facleo magn\u00e9tico que posibilite su guiado, y una superficie de oro que facilite \u00a0el auto-ensamblado de mol\u00e9culas org\u00e1nicas o biol\u00f3gicas para diferentes \u00a0aplicaciones. Entre \u00e9stas destaca su uso como biosensores.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAM8AAADzCAMAAAAW57K7AAAAkFBMVEX\/\/\/\/09PSRkZHg4OC0tLTKysoAAADp6en8\/Pz5+fnQ0NDz8\/Pb29vs7OzU1NTNzc3FxcWenp7AwMCurq6Li4vk5OSDg4Onp6e5ubmbm5t7e3tGRkZsbGyVlZV+fn5ycnJiYmIzMzNYWFhaWlpEREQ6OjpkZGQsLCwaGhpPT08mJiYSEhJFRUUMDAwZGRkhISE9UtwlAAAOd0lEQVR4nO1diXqqPNcN8xSQMINgQARL+\/Z4\/3f3Ezoog6BWkfyf6zmPnlJs92rIzp6yA8ALL7zwwgsvvPDC\/zhc07Is7tlS3A\/2eptu00B+thz3AlrzqooL5dly3AsodwHgRQa4HsahplgRdiCQgwizzLNluwWoYH1UsTJYx0ZQ2G6KBOwwQWWvtg6NDyE6VHklxjLgdQDXHnxndU1iIsdl+A8aH0JUCbq02gfAynfrbCP7+6xcueV+vS5E6dnC3QCUE2VdONpHInHlBrj6Cm+t2JYkSaXyeatWuhSKqiFqgBM3sDIAv1adSgfhO43PWygSIBkU4vs+3TKe+Fl\/pZf1RevZsv0Nut68MW6jpxkaJ8\/\/GJTg2RLcGU74bAnujH80quwRBNGzJbgzUuPZEtwXRkzjojoC1n62BPeFG+vPFuGukHn22SKcA8NBCGtjxq3faqdUg9CA0z6oFsEZZLsFrs+yTu0d2CxLZgV0WC9aTX5K4aOFLkIaVNWVVhNRVbX+m+srVQ2RNvUpJqFII2iJOXGHLGxo0thWOOEXKHip02cQSjLhtfHOPILcCyo7GuzVKtqicMgemx8ORcrgC9LY+gK38wlyL0B4foAqqpTBJAL8bAluQdBE3s2k\/x1xdlnuAY+E34Dz3v+G\/wRp\/g7vTaynCZt1r7vrZ0jzd3jRumAG+MTCM6T5OzxsZGGfj+U9RZq\/w4sVW+SSmo8m\/ULXqdXVXqyBeOdkQAkwQUQQFymtwUQv1oG0z4raJYK\/CFJIMqs0YlPqJCXcmT8hb1G5mtZUbLKeOp31VI\/1Un2KPA9CwMKcJtf0CGk44BFDlkoDwbSGhwGWWkphlk7anJsmnmlQyOe8gyrRmFyAzmgAQUVhQFMEW05Ga8XYXYq38XQUdTEwk7EpYn9armRsSmosBZ0dDZAemnyjuqNGb\/PjAeyvGhEppiWoyLGjU4MRG1WuR7TwsSceJLEJJ7rpYnNabZjbifRCsSOvxoGWKGmAxi1OSUw1YInUVCFMqLd6gmWiKLK\/pH2W4BpHXLEc8hFnJlPDGl1+COQT64BPQ1TjmvJzRSCf8KNonpp1eSr\/0wKf3OoQrcbTMveDOm6+tcHfXJMtzMUHhFfU+tPAh\/Mun9408AG+f7GQVPDRvJ5\/qjcpLr0eOIOYdwz3beQd+SjQMAz3cu0wIx9gOV2blM\/NelIFKQA7EpOH+HuVOvJxt9s0xfxkNcYP5uQDPLOjEpBIYqPoozbgSEmsUfBf1498uMMm4L3dVDXGL2blw+HO3xmt32rJ\/bdvhwHu+nyKmiiseKBZKEESkFCIVqREKPQHBZ+VD2D59tcoZnfWF58Nb\/PswPjsPStwYgP429AuHBDFvFPpehTbUTTkzM7LR4\/bVg8qoVdpDZ91WZZV1ufzb5duDxUElglknIFPLDGmbq4FRdgOVW3PywfE2DrCkFHqSjsWHWo+CELIDzxve9YwrDhhuDDC\/+1BkFWbQPEPcVwOOhfz8jG8eJ2w33BsBqUcsLL07UcfDM0fcilMIRsHxiYDrmF6O9uuVqvV4G7JefnEboT0Y2oOED4gevsY4ZP5jC5UDtzWo5G\/g3q6SVmiFsJRubcwK5+ANdLWwp9s69+u7cWaD2Gi7r8foRM+4r+i2Nf6wCnyqhRB+JlXlcQk+yqLhjyQOfloWMftVLamkwVJrwVrNs8o0jeNIx9Zcl1X0mTAQNXVXKC4gqETS0KFg2vsnHxCPriwBpEK+w1Gej7spBrdwPVFfJShEZqRj7dC4fDwaIfOhcvGhw\/7Afz5+Ji+cbYEnu2k7C983rx+kHLO+YOEsx6q2P7OhXwEp2fyzMJHVpQJX7tTAHepPnCs7s+dgw90qnpBHGeUt+Jml\/LhetGpGfgI+xyhvBh3YYz09KuL9TXyOxrm8XyknOxLYKZyVa0C34v5aN0q9MfzgfsmkmgV48lE6dQSunw9tZz2AD2ez6po\/oTGevyBk+2TOpiAvTgCgtsB6zn4NL9RnYoBaKW1+obKYlNdqfW\/6R9v4BaBx\/PhvoxmvpgQTgmw8w02rTzy7uUXxHV2LTf18Xz0zbZ+4GAaTVUXyJLeoHaMfI8jDpLrD9Q2dwBxyyacQV9zeJskeXxNMudHH2h4SjoFt9XMHOupa4chf9Wv+eEjm1O1st3Myjz2m3zlzrhffa0541qkt8lj5vjOhTiuP+pmVCUk\/Oz2wS048mHQWKbf8LpGx9L5AMkcMRX6T+Pi+YARS8FKemvA8vlIPrEvXLsfetCd5\/qnl+OUj3EgK6ZZ9QsL7IGEHwV8\/omo5vNfjw8cqp1YPh+1yjMTmOue8IjvXgF08LG9WO\/zGZacBj6mUfhWlw8TDjbtoYGPBexiU+sDpdkuRKBpDD+YnqOEj7Z5fzeAmVfV+gv\/7bNqaPrQwGdt1U7uWmw\/b2ooJEMeyPL5wKa3hZ225dRQ4NsDVvvy+ZyBkVjJgAdPAR+ZGTLhFJ+3\/b4vQQEf1xp0gbh6gPrO3vL5MP6Zol\/eDvpNPJbPR2DPBIakxDTp8xf0851h4IDoS+ejTIR+pcDmTw2FpfORNqPymfE2ztMTS27hfBQbjd0HK2fFGeHhaCksnE+vYq4NtiLSy9kxW7lsPooz3skTf1Vwsv9+ryybj4BHA6tKGTb3+cf+I4vmw6UTwmGvGR\/n4\/fKovkYU+3m2X1jIHzGv1cWzUeeyv\/o1RoCLRePSmPRfIBWTkgnpaIovp9YccvmUyuEyXvdlspYOB\/Nu7LZ98L5ABiP3tjD0vlo6Lotj0vnA7jNVbvuF8+HGbdIu1g8H8D10wiyRBYcRVdA8x8gHYdwkI\/m1rh4y80DcMpHDnpVp1JMtudCzwBO0\/MCH4dwkE+Q52nqPLGtVCu+I4Vdnc19FvUloTJB6ZAb3yf8BZSRs2Cq5zXFaccTzaTzrHBZVrpg1fAhQu6P+6SH+ZBdU7bIAC3gbVORIc9btU1Rv5nzcGzz0VDHC+LWTsrKhE9cBpYlHKb4rO2VEMUK8NaJV1gSxmyOZKPcsNVQzPj+6MR71aSdG+F2fFCZKuGzr2dGKU7xOVRpJXoy8FTg7jy49xnD1Dzsymg\/ywB1+MB4Yx\/BS9wuYLzY39Z8YnO1MibHZ+ebFspUsELsptgwzi7yOT3OPQ+Ls\/SUafNRbBZj\/wfId+vxATCtdpfPH3IxY5Uc8\/w2AtBCORZiLwiCy\/fE\/gVtPiSVYDINNALyvAHZ3v\/70W+TfLYqo1liAEUOSNnG9Vzg7wQPM8DC8z9vOuL9dmslSPbZaZ5ogtwjN35M6OtQXOfbLNKU93ITV6keV1HlaEaeRvtwfn2wSrqpOAWSp1436pFqvB\/jyGGQj2Soqko2sUDLMjgIJDMQdCC7ZqDO09W5Ve+S8P5gqnQQU\/abPPT2cJzwqc0doV921HyHu8f+HziHgjvh4ybmcKUBABa6w\/4fZXfd\/TfhdHxk82w\/z7vs\/3Gu8kduw6z7fz4eP4saPtZ2N9Xz3+n18LiBzwzNtwmfrYjDXBwPKLr4HvWj24f37OFZJWksq+AwXq+MUOfBvIXP45vX86ycNZXk2na8BZQcd8S\/KX7w8MMFeFZ7a5Q045Tjd1pee4Bu4qNVD1YJPKu\/NTYB403wAbEhn67zN\/Fp7T16BHgWFM2DNvW8kY0rlvkDQVghzK8EgtUvLjl7KH6sSqj1ARKhDJjgfTJ+nWy8E5Rr7HmbU+AL2rkz3mN7cNf6Wo4y20qya3+P2u9jFnR1YB\/Gg90gsv4wKMIef+1EHZg\/0uTZQ0r04IbV3\/bODSHNIX1gDexbb8F8dF\/A+\/Y\/0CZam+kPb+N6534OKjsqcPhwC\/vOfGRkj\/w8mD\/c6b53vw1prHVz+fguyH\/lwzh8HJ+qeu38BDKvzGjegr\/y0Q+V4H+erqNqs9HOGAis7GYIIPyZz0cA5P2pUca+Ex0X9oMF6MGmW4M\/8yHOU3HaDNhpqi7Yffd+aTtHBO7+fLz4UMoDfPAsh5n\/tZ\/qAB9s1R5Vj48wU\/w6T8IaV\/W7NcknEG52fEuEz\/vpXmkvZjxR7vE50+Do7rBv6EfMjn2GnG2T5eEeyAZJIX0hwAVtpxL+gPDhxHUGZCv6xW7nzZNfuD8In1rJtc\/q4SJl98yyhD+Abcpmdp3IVGJb4xWqlIEptRmst4dguOMU78BHx6oeAygMLzS5lMyQX7g7lM2Z3mZGrFUUqgT77PEcniXQN4P0873E9ctzs8vBqL9dr0OmNVOi+z4wxoPafJmX6SLrGofBjMerhH+hYPDxZP+mxWDiLPN1Sl7NHS0TaSre27TaBW5Jydk2U2fBMGKjr6k5e0idCrY3rZ2BVFLCBzoT+Z99Tl6NjJazu4Jw3KBRyTk9RlXSYvaM7DD+gnU47N8wPScuWslEPoRxDZ2mE0uvOnuIAlx19hANCM8e7Ukn3A2NJ5KOYMCfk5WfV0Zu\/kNTHEGJegNkNZdM\/F0vxg00k1swTKfrDiAR15fQ57dBahS0nE34hU3X6vEz0Za\/zrYhBhykxl\/4AuwaACjGO\/WLT3MWTEEXn1pnt79GpRpjpuGzy\/N8nVHGR0sN5QgZoNRV93xzVg\/ZaBLSNj56HKPfTTe+1ZzVgwp8oHT+AMeqot89Ud98mHLfO6uHEhgbN26Z2SE5q8d4\/zmrx8io0tfKxuhU8UKTmAxWzaVpSKQPHve0WPBIGG99QxckD+LhsAidhmoY8M5whPqKvVLLgREa3UbmP2AKmuzqbzCM321k\/gufkrhbG4M9GL\/Q7wy8YDB+HI8nf77cOUrgFm842q+f2PrgrtDjVCOv9OR2xsEdmlh7kI2GsOWEllSJetlZPcqWkmCvcOHZQ9ajC\/7vBO69ed6sYiJlwjgP3pBxJ0g5ZshO\/Km+eIChZA1Sd1gQosuPh1481CjPI6oihVNQ\/n+F4l944YUXXnjhhRdeeIFC\/B+GyOIbGhPYaAAAAABJRU5ErkJggg==\" alt=\"\u00c1cido peptidonucleico - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"S\u00edntesis Asim\u00e9trica y Aplicaciones: \u00c1cidos P\u00e9ptido Nucleicos (APNs). -  Master de Qu\u00edmica Supramolecular USAL\" \/><\/p>\n<p style=\"text-align: justify;\">Para ello se inmoviliza material biol\u00f3gico, como \u00e1cido desoxirribonucleico (ADN) o el llamado \u00e1cido nucl\u00e9ico p\u00e9ptidico (PNA, del ingl\u00e9s peptide nucleic acid), que siendo un \u00e1cido nucl\u00e9ico artificial, presenta un &#8220;esqueleto&#8221; molecular formado por enlaces p\u00e9ptidicos y una estructura de bases nucleicas exactamente igual a la del ADN. El PNA puede reconocer cadenas complementarias de ADN, incluso con mayor eficiencia para la hibridaci\u00f3n que la que representa el ADN para reconocer su hebra complementaria. Por este motivo, el PNA se ha propuesto como sonda para la fabricaci\u00f3n de biosensores altamente eficientes. Estas macromol\u00e9culas unidas a superficies o nanopart\u00edculas son capaces de detectar diferentes anal\u00edtos de inter\u00e9s, particularmente mol\u00e9culas biol\u00f3gicas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" 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\" alt=\"Biomol\u00e9culas: definici\u00f3n, funciones, clasificaci\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">Sin embargo, el concepto de nanopart\u00edcula debe concebirse en un sentido m\u00e1s amplio ya que no s\u00f3lo puede estar basada en un n\u00facleo inorg\u00e1nico, pudi\u00e9ndose sintetizar nanopart\u00edculas polim\u00e9ricas. Yendo un poco m\u00e1s all\u00e1 una c\u00e1<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>da v\u00edrica puede entenderse como una nanopart\u00edcula formada por una carcasa proteica. Esta c\u00e1<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>da v\u00edrica tiene dimensiones \u00a0nanom\u00e9tricas y, en muchos casos, burla con facilidad las membranas celulares. Por esta raz\u00f3n este tipo de &#8220;nanopart\u00edculas&#8221; se proponen para su uso en nanomedicina, y son el objeto de estudios b\u00e1sicos \u00a0en los que las herramientas como los microscopios de fuerzas at\u00f3micas juegan un papel esencial. En particular, estas herramientas nos permiten caracterizar las propiedades mec\u00e1nicas y las condiciones de ruptura de c\u00e1<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>das v\u00edricas as\u00ed como la forma en la que dichas c\u00e1<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>das se comportan ante, por ejemplo, cambios controlados de humedad.<\/p>\n<p style=\"text-align: justify;\">En un discurso recientemente impartido en la Universidad Europea de Madrid, William F. Clinton, ex-Presidente de los EE.UU, afirm\u00f3 que &#8221; el cometido del siglo XXI ser\u00e1 salvar al mundo del cambio clim\u00e1tico, regenerar la econom\u00eda y crear empleo. El futuro m\u00e1s all\u00e1 ser\u00e1 la Nanotecnolog\u00eda y la biotecnolog\u00eda&#8221;. El propio W.F. Clinton fue el impulsor de la Iniciativa Nacional de Nanotecnolog\u00eda durante su mandato, convirtiendo durante los \u00faltimos 10 a\u00f1os a EE.UU en el l\u00edder mundial en la generaci\u00f3n de conocimientos b\u00e1sicos y aplicados en el \u00e1mbito de la Nanotecnolog\u00eda.<\/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<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT8Y7i5uVmjr_uVfm1HbokS2mQ8l6URE2x7Gw&amp;usqp=CAU\" alt=\"Por qu\u00e9 el hecho de que un cartel llame &quot;presidente&quot; a Donald Trump no  quiere decir que lo sea en la actualidad: tambi\u00e9n se usa para referirse a  expresidentes que ya no\" \/><\/p>\n<p style=\"text-align: justify;\">Nadie pone en duda las afirmaciones de W.F. Clinton sobre el papel de la Nanotecnolog\u00eda en nuestro futuro a medio y largo plazo, por lo que es imperativo estar suficientemente preparados para construir este nuevo paradigma cient\u00edfico. En el caso concreto de Espa\u00f1a, las dos \u00faltimas ediciones del Plan Nacional de I+D+I han encumbrado las investigaciones en Nanociencia y Nanotecnolog\u00eda a la categor\u00eda de Acci\u00f3n Estrat\u00e9gica. En la actualidad se est\u00e1n poniendo en marcha varios centros dedicados a Nanotecnolog\u00eda. Dichas iniciativas son producto, por lo general, de costosos impulsos puntuales, locales, dirigidos por cient\u00edficos con iniciativa, pero no son fruto de una actuaci\u00f3n de conjunto, planificada siguiendo una estrategia \u00a0quiada por unos objetivos ambiciosos, en los que impere la coordinaci\u00f3n y el uso eficiente de los recursos. La actual coyuntura econ\u00f3mica no invita al optimismo a este respecto, por lo que ser\u00eda necesario poner en marcha iniciativas que promuevan la adquisici\u00f3n de infraestructuras, la formaci\u00f3n de t\u00e9cnicos, la coordinaci\u00f3n entre centros emergentes, etc.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"The Ethics and politics of nanotechnology (spa)\" \/><img decoding=\"async\" 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60vMHid25ftp3NhDyCrPjBGwfcwoirvEslrgR0wNJYhgjE3OswPOsrjceTvrbixatBZcskkt4eRnyq6xuI2gq5CWMdWk7mQ4czzPr5+tI5afSHruUxjZq2bFkrZtuXe8CXBJAt3GUcqsLmaFyksrYshWCFm0nUNYkxvWXzclitm3KNoa48oSd7r64PwmrLH4wzXwzIsjTpAmQUXaT601S81g43rwuLuUO4b+Wj\/+ouoFcSvg1CYnmQv9aoeFrayPw11sa1ab8W1lltrCsotuYYddwDV7wfvDbYlEP8x7vj1bFyW8P6xWR4n2ndL6Kti2iWLpuaVmHcqVknpsxqNdGXvAzgWGTbdlx8HT395Q186WOlyNI25CrHI4RadsPXaxwXvOriwZtsqoWAJ67rv8ayHDe0ZS21u5j2ryG7currnwM5JaI586NftYddg28e0i2Xa4FQkBiyFSOXrNKP2B5XHluP3C4OKpN0IrBDPhuQJM9Y3+NbFMJg4R8fhajUAw1HWJIkBSOfpXlutkui4I1B9fpOrV\/etTc7ZKX1tgY7POouS2osPzctqXobH8KbtHjrbzr6IulVeFHkCqmP1NVmOsE1JxHPa\/kPfYBWdtRAkgbAdfhUdo7H41mWlhQpZpi8qfSlUyoFOmmilK1A+jQThY9xmAthi3TTP9xV8UzQNJvQeQU3kB+EFporhodbSW0t67rrrCCB4Tye5uNR8hMRQObwLOuEs9htvDsEAG8AQD5mmSw5qtN48X9lJxTGvI384PJ6t1+fWg7bQa13D8G8hNjIVgrKWRGg6o9ooZ8LAbjzrN8Vwu5uMkyNip95WEqfmKLQnkm8Bbyydqmt4bkcqXG6VcpcEU0nJzop2SBHlQxNH3xuaHvWuUU5w0iDQT0pCpFEWz0FTlAV3o6SpAaNFHG\/MBTG29BXUgx0prNB2ptEwqbH\/un4mo8f2m+dTqsXJg7kj+k86gs+2w85oBS9f2DsfCPiavuw3C7eTm2bF0Eo5OoAkEwpOxHKqJht8Ca0\/+Gd9U4ljs5AGoiSYAJUxJokmRcO7I38q9kLjKhWy5U6rirALOEgt7XsH9KfxjsJm41o3riIUUjUyXEcrPIkA8q2vZ3syq3+IJkY9u9f1W7lm21xVDJcd9RDAwNoJ+Aqz4\/gdzwzMH4S3i6gkBLmvXv\/SsA8q4Bwl8txasCbgR3OpgNWkjZZPON49KuuCcFu37ncAsIblsNTR0MQf2rMcG4i+Pft37ZhrbBh6+Y+YkV7Rk5+PjI\/ErbqTkoosIN2S44PeQB5GT+tPNNAaM5kdnbiWNK2ZutkixrW6Ch8BYWwk+JtQnVHTnWi7M9hmRlOSFJ1EFVdT4SIjY+dRdluII2NiufCo4iPaMQTYfxGekn+tO4N2UyUzxfcILff3Lk61J0szFSBPkRTqqaa3AYtG3uyLudeNAQs40s6+GGPItuaFy+C3rABuBQrNAbUGXbodM\/wBYrS4Fu1kW2YWLd10vXLbBn06VBJDD4mP1oLtRaKY1lBaSyTePgR9QMj2ifWmnkrySNS\/4mcsORA23mOo2Mf3qxW8Ec6ejbT8N6qRbOrTM6SQxXl8R6UWqNPiDT6g103jkXi\/7I1uNxh3RFECNj5kDlWH4xi\/zLrmfaJFaThqnY+k1n+I3NRffmWrl5ZSSSDFN02yl7g6NQG1AO8Gr7hyTbj41mcwnWRHI1EqiYPNPY7UMDFLeucgD8am12VT6ESZmibZEU5LAiQaHvoRR0dIsEG1LFMx\/ZFSTQKIqgtEY9guYAJgFjHQLuT8hUcUZw3J7u4rRIBgj3lOzL8wSK5kfS0nnRtuyk\/xO6DyAYL\/pAAUfSBXoTjwt\/rH\/AOxXk2dnnHuW8iyZMRq\/LcQCASffgQy+YmjF\/wAQ7pcRZBBg6RO7dD5\/KrTSSw8f8j8fk5KVL9f6LD\/EJiMvGK+1Ij61rA9oskteZdoQlFj3QxInz5x8BWnzMm+7tk30h0Wbdvqg6O4O6KPWCTWFuOWYk9TP68zS0+y3DPjKT+IktuRyorvWoVOdFqm1GWLzrURlzO9PZgBzknp5U26u1DrbJ36VRHBSLJMF1VXKEK+6kjZvOD1qN7UT5VreJpONw1Y1AqQVBgtLgaQehPKtFZ7PWyQrcMuKDsWN9TAPUgGikQq1h45eaSanawQoYgidxIIkeh6itF2h4Bbt5F1EJAR4Enpsf3rb8UxLORbx8JwEf8LauWH5eMhlKH0OkU3iyfktPFsvHIZXCtp1AE76ZPrymgnOm76T\/evUf4WycNNm5bYt\/ELaOnJnECVVuhYbA+s1aHslYa4obg18AkKX\/EpCifagPO09PKgZ0v8AJ4veWCw+Y\/786GBr1zP4HgYlnIvZGO98JlHHQC4VITQGHWD1350Gez2Bl2bN7GsvjhstLDguX1K3MieVESvZ5kLjTOoz5yZom5jXu6F1g\/ds2gMZ0lhvE+dejm1wgZowfwN3X3os6+\/aJJA1c5o\/iCYeJw\/u8mw9+0mfft21VyjArqgkjn4RFYU8eU70fZyAYnp8dv0Nel8D7I4zYlrIXh97KN5rjQl8ILSK8Ip1MJkdd\/ZNE5PYHFORiTj3MdbguG7ZNzUfAsgawTE+hoox582QzoqM5YqfD0hSByESTtVrhWNTKjOQxHUzJPIf5TVg\/aXhSlk\/h906SQCb0+yT51dLk4NrDxcjIxmdrpYgq+krpMifPaqKujYZrGsupZCpB6iPLef3q44fkWdAtta1vqPjJ0xNa3GwcbJfFvBHRL9u+ChYkwhEHV0J\/eq\/hdvAv5H4dcV0Yh4c3CY0gkEDryp1aftGpdJIFyLgsEFbC6LkOpZnZTp284MH+9SJxJ3aXI38gNhHIRyou9bR04crmFZLgjzOtAI9aPZ8UZBsDGY6XFvV3kDpLR86LtNejRqbZHlZCpitciI8Cj0jYVhbVtyQJ3YgAerGBufjXoXFrmNbx7ne22uJbyDb0h9O8+Ek\/CKqnxMa\/atXUtPbByrdkguWkMZJnpULrWNxpJNtFTexxZd7RZSUOlip2mAefzrOcQsjvDpEk+XOTW\/xuEJ3mSq4b3wl4oNN0LAHQljJPrQvH+DpZx\/xK4z41y3et6Q1wPq6htpGx\/tSBTRif4XcYgC24\/2ttQV\/FIJXckc9q9V4Q3FHVLj3UVGhgDoUlCecH0rN8e0PmZDIVZdYErGmQo1QRz3rDS+zMY1t9MEfCuTFdmkir7u6jYRQwvLK0IQN6TTRtzeh9NAdIq64iupa5EfV0grF4g6AqIZD7SuupD8V8\/UQaJtcSRSHXGhhuGV7igGIJEGRsT+arDhdqzbtC64MmRLKGJI6W05H1ZthQWZx+6Wm0XVAORIM+p8IHyiqJHBfbaSK3N4w9wadkSZ0IIUn3jzLH1Ymq4860eMoygwdAjqJ7xBpG5gd4vIqT+Ybj4VSZOMyOyOCGUkGfSjhFP56I1NFi9tVdq3opEJG1GSPL2gnYintyihdDCj7VuVn0q0tI47nS7sdo7f4eyjWWa9jn+WwYBI1BjqHMnaKtG7VYj3TcbHydZYOYuwk7cl1ctuUVi8dPEfKpjA5UW++jnfGsLjimUL9+5dCldb6gDEgQOcfCp+PZ3evadAV7uyluZ5shYlhHTeqjHbqaMfdYrNv0I4QdxPtoblm0jW5u271u4z7aXFvlqHPURFT53aTCLnIfHyiyuLp034WdpAXUBp9Kx+Rb8RpxAYaTyIg0GzKE+mP492tTLsZFlbbKbuX+JUtphV7sLpMH2pE\/ChuCdrBj4qWBbJdMlb8mApVeaec86zubhNab\/LOx6H0p62A\/iBIMbbE7joYraL4b19Rtv8A+t4V+I\/Ffgsg3tfeybi6dY3G08poe321xb1p7WdjXHU5L5Cd04WDcJlWmJgGsPcSSQYVhzHQ\/Y1AyEcxFHSbk9Awu2OEce3Yv2MnTZa53JtXip0OwYB4YSwgDr\/Wm2e2GHYybN\/GsZEJqW4Lt4uWRxHgljBrz+KlW11YwP6\/pW03ibhuK8FbU34LKnckm6vM\/wC7zoTL4+mRjYuOEZe4LliYKkN7IG87VkyS0KBt0H7mjVOgQPaNFVg8z9+I3\/DO2a2vwaLbZvw\/fB9wA4vHkvqPWtH\/AB7Fs6L6Y7i4FYIGdYGoH2gK8jxwQRO3WedXz5bOkGCV\/MOe\/ISOdWlJk6\/ZqsTjqGzjq1lmvWJCPqATSzhmkc5gRWk\/jOOha+cZ9TtrnUu7SOU\/CsLwu1qMtsoG\/wDxVhlZBcjooEKPKhbW4h1LU6\/pdcLyvxPfpcxmuC5eORCOFK8gASecCKsOLW1sY1qLDWtOXbfS7qzNoBJIIPpFZK07CdLEbQYJHykU15JGolo5amJj4Sdqj7YzhqV\/Ievaa1qyUvWrhS9e71Qj6HEcgWB5fOhuN8csPivj2LN1NTo5Lvr9jpuSflVLmJ4\/jTdE86xlIvG81LgTSHlbaIe8fVuOegflT0qbAXSgHpVLkjxwKt0uaUFYdIIv5cUO2ZPSq931NUwSlbLTIUl7akmhg0Gn66UopA4rrYkx5mK40Xwu4q3F7z2WlGPPSGGnUP8ASSD8q50fUcjyW0bLs0qPntaZQUtoUUMAR4diYPmZPzrbtwqzpb+Unt+6vvj0rzy3nfhMpchhKv4bgESrwNUeYMageoNad+3GLq06zpJDFtLbRvpiNySPhvV5azs+e\/Kjkq053MKjtsFsZeOUVVDSrgAAMrsFIMfH+lYvtJcVrsCdSAI5PUpIn5gCfWtLxviiZeQt+CtiwJ1Ee0QZC\/EkDbymsRlXi7s55sxP6mhRXilqVvtIFVd6uMe3AqsXmKtLR2oIelqHPb2pbTwIpHakHKiuznpDw\/kKieaIwre8mi2UdapLw56nQJHhantsflUt2yrDlUIGkRReMl44QZabg1Gi7GiZ864DwmOdZgUtsRrKOmlgCOvpWev8Oew5ZBqXy8qucC4dR8qPupNTdYx3GryXsw1yyrbjY9f+agKuu2\/9xWtyeFo+8FW8xE0Dd4S49kqw\/Q0VQjhP+DPd63\/gClXGZtzPzq1uY11f\/ib5EH9qFuJdPJGHy\/em0VxK9vRh0oPX+poK45YyaMXhl5j7DfOpm4LcUS0AfGikJT3r0iDCGrzkbgzyq6xboZ1GnYH5t5k0BYwVXeZNWmCgifWP\/FN5NI0RrL25lqgk7TyAFRDiaHrVZmoYmdqGx7cmT05Uu4Va8qxejSfjUA5038anvCs3ktLeg2pqpWRr7eL4aC6wYyDMVHNCYCvBhSfkaMa00ElT+hrNgmSrYS\/zoi5cMRSC3vtSstAeV2R2hU4NFYfBr722vLbPdrzY7D5TuflTHxHXmJ+G9Ky04DGkmnkU2KUspIWqImnsaiY1FHv2y0t8RR1CX1JAEK6xrUeRnZhUuNjYyuHN8Mo30tbbfaADDb8\/6VSGkpkzjuf0aLivHUZO7trtESQAFHXQg2E+Zk1nIpa4UdJ+GLo5OdWacqrkG9WSDaiI5OinqtKBXCiiNST421TxQ9o0QDTaQqRyGob671KtI4mmTJOQXTTLjxvUjCKHvHakpgmSawkDV571MrjrUNh426U51pGP4\/USOKaDTFc0ruOlYWpT7Qpamg01nrlNHRPEJDVXcV5CjVNQZiypq6fRJyUjUTw5Zb051GUmrLFswPWiZSx2Tb1LFBZD6F28vn61akACqvJsFpnrttSb2V8fGf5DLnZ4qW1Xk0oXW8wRv5bW01uoE+PaRIiSprl4IwuMjMoVAzs\/PwIgcsEmTIIAHmedTNxh2LSlvS2s3l8YF1nXS7MdcqSOiwJZj127+IMbjOUQlwyOPGA1t00FNmkADcEGZAMnlR0mpoNt8NurIF8f\/WAu1wd2l2QfyeB15zuabi94Q7vcGm2gdl1KWcEqo0xtHjBn5UwcYfxeBJmUMN\/K\/lrahBqg+BFHi1bifOosHI0OxCqodNBHiiJVtiSSDKDf1PyOhUst8zD0gkPMMqONAWGa33gAZjDDT5UN\/C2fuh3gZbgdthJQW1LPIXm2mdh8KIyOOM6KjIukR7LtEhdIIB9nbosCaFtcQZTbIUHu2ZhJMkvs0ssEGOREEHeho6isNVwzJNoNjuZR0GkxA0uvhMHl\/wAVnnQgkepoi9lG42s+QHUwByEkk\/MmonMSSaDY8Q0UmXZ0tHTn+tQaaJyX1MT+lR0h1zPXZUsaaTXV1RPXobXV1dTE2dSiurqxNipzq0t8q6uoonQ6krq6mRGiVDU6murqJGh4NIxrq6sSYM5oa7SV1BgHrU6P511dQCvYrp5VEwrq6ga0iNmp6murqJMlU025uK6uqi9EqAUskmrFIArq6t9LSlg12moHFJXUwj9kaipAKSupAofFKK6uojokU1IldXUB0So5HIxSXLhPMzXV1ArKRA1MmurqBVH\/2Q==\" alt=\"C\u00d3MO NOS CAMBIAR\u00c1 LA VIDA LA NANOTECNOLOG\u00cdA? - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">Otro punto sobre el que no hay que descuidarse tiene que ver con la formaci\u00f3n, en todos los niveles educativos, en Nanotecnolog\u00eda. En este sentido son numerosas las universidades espa\u00f1olas que ofrecen cursos de master y\/o doctorado con contenidos relacionados con la Nanotecnolog\u00eda. Sin embargo, muchos de estos cursos tienen pocos estudiantes inscritos, al igual que ocurre con muchos estudios de grado relacionados con las ciencias b\u00e1sicas. La tarea de fascinar y atraer a nuestros j\u00f3venes hacia la ciencia debe comenzar mucho antes. En este sentido, los conceptos inherentes a la Nanotecnolog\u00eda deben formar parte del conocimiento que debe llegar a los estudiantes de educaci\u00f3n secundaria, como ocurre en pa\u00edses como Alemania, Finlandia, Taiw\u00e1n, Jap\u00f3n, EE.UU., etc. Adem\u00e1s, la Nanotecnolog\u00eda es una materia que causa cierta fascinaci\u00f3n a los adolescentes por lo que puede ser un buen punto de partida para incentivar las vocaciones cient\u00edficas. Esta ha sido una de las principales razones por las que los autores de este art\u00edculo junto con otros investigadores (Carlos Briones del Centro de Astrobiolog\u00eda y Elena Casero de la Universidad Aut\u00f3noma de Madrid) accedieron a la petici\u00f3n de la Fundaci\u00f3n Espa\u00f1ola de Ciencia y Tecnolog\u00eda (FECyT) para escribir una Unidad Did\u00e1ctica de Ciencia y Tecnolog\u00eda. Dicho libro ya se encuentra en todos los institutos espa\u00f1oles de educaci\u00f3n secundaria y bachillerato, y se puede descargar desde la web de la FECyT. Esperemos que esta peque\u00f1a contribuci\u00f3n, junto con otras de mayor calado que deben promoverse desde las diversas administraciones p\u00fablicas, permita tomar la senda que nos lleve a medio plazo hacia la tan ansiada sociedad basada en el conocimiento.<\/p>\n<p style=\"text-align: justify;\">Fuente: Revista Espa\u00f1ola de F\u00edsica. Volumen 23 n\u00famero 4 de 2009<\/p>\n<p style=\"text-align: justify;\">Los Autores:<\/p>\n<p style=\"text-align: justify;\">D. Jos\u00e9 \u00c1ngel Mart\u00edn Gago, del Instituto de Ciencia de Materiales de Madrid, Concejo Superior de Investigaciones cient\u00edficas, Centro de Astrobiolog\u00eda \/C<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>C\/INTA), Instituto Nacional de T\u00e9cnica Aeroespacial, y, D. Pedro A. Serena Domingo, del Instituto de Ciencia y Materiales de Madrid y del Consejo Superior de Investigaciones Cient\u00edficas.<\/p>\n<p style=\"text-align: justify;\">Que haya sido de vuestro agrado.<\/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%2F2022%2F06%2F05%2Fnuevos-materiales-nuevos-procesos-nuevos-dispositivos-ii-9%2F&amp;title=Nuevos+Materiales%2C+nuevos+procesos%2C+nuevos+dispositivos.+II' 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%2F2022%2F06%2F05%2Fnuevos-materiales-nuevos-procesos-nuevos-dispositivos-ii-9%2F&amp;title=Nuevos+Materiales%2C+nuevos+procesos%2C+nuevos+dispositivos.+II' 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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Para seguir el hilo, el final del d\u00eda anterior fue como sigue: \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 [&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\/28103"}],"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=28103"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28103\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28103"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28103"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28103"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}