{"id":11021,"date":"2019-11-02T09:18:48","date_gmt":"2019-11-02T08:18:48","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=11021"},"modified":"2019-11-02T09:19:46","modified_gmt":"2019-11-02T08:19:46","slug":"nanofotonica-luz-nanoparticulas-futuro-tecnologico-4","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2019\/11\/02\/nanofotonica-luz-nanoparticulas-futuro-tecnologico-4\/","title":{"rendered":"Nanofot\u00f3nica: luz + nanopart\u00edculas = Futuro tecnol\u00f3gico"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/page\/2\/\">\u00ab Entradas anteriores<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\">\n<h3>\u00a0 \u00ab <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/12\/%c2%a1los-elementos\/\" rel=\"prev\">\u00a1Los Elementos!<\/a><\/h3>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/_WiqMAWNl9Js\/S-f9v081WxI\/AAAAAAAAHZQ\/Qx3yaeofdeg\/s1600\/Scale+of+Nanotechnology.jpg\" alt=\"\" width=\"509\" height=\"393\" \/><\/div>\n<div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Han pasado ya cincuenta a\u00f1os <a id=\"_GPLITA_0\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> que Richard Feynman dictara su famosa charla:\u00a0 <em>There is plenty of room at<\/em> <em>the bottom: An invitation to enter a new<\/em> <em>field of physics (Hay suficiente espacio en<\/em> <em>el fondo: Una invitaci\u00f3n a entrar en un<\/em> <em> campo en la F\u00edsica)<\/em>. En ella estableci\u00f3 que las leyes de la F\u00edsica no impiden manipular las cosas \u00e1tomo a \u00e1tomo; &#8211;<em>es algo que se <a id=\"_GPLITA_1\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>pero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a><\/em> <em>no se ha hecho debido a que somos<\/em> <em>demasiado grandes hacerlo-.<\/em><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMREhUTExMWFhUXGBgYGRgXFx0YGxoeGBgXGBgeGBgbHSggHSAlHhcdITEhJSkrLi4uGR8zODMtNygtLisBCgoKDg0OGxAQGy0lICYvLS0tLS0uLS0yLS0tLS0tLS0vLS0tLS0tLS0tLS0tLy8tLS0tLS0tLS0tLS0tLS0tLf\/AABEIAKgBLAMBEQACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAAABQMEBgIHAf\/EADkQAAIBAwMCBQIEBQQCAgMAAAECEQADIQQSMQVBBhMiUWEycUKBkaEUI1KxwTNi0fAV4QfCFkOS\/8QAGwEAAwEBAQEBAAAAAAAAAAAAAAMEAgUBBgf\/xAAzEQABBAECAwYGAwEBAAMBAAABAAIDESESMQRBURMiYXGB8AWRobHB0TLh8RQjFUJyUv\/aAAwDAQACEQMRAD8AxfT\/AA5du2WvIAUWe+ce1fS62NeGLta2NdpSu7Z+Kc+PN0mujzsuNhFY0kZWdJGVZsniTVEZJwU9i1HWehW7ent3EubmMSMd\/avI53SP0ELEc7pH6CFT1Xhpm0hvhxgTt+PvU\/GTi+yASeJm73Z0sVctHusiuc+NwwRalcx3MKbSADHY07h6Hd5JkIAwpElSVbKnj\/imNtjix2x2TG2w6XbI02gKsSAdv2wPisRcPokNbLMUGh5rZGsefSK1xD7Glq1MdXdCtdNQ+XB5FUcICYqPJU8K09nR5LR+F9Al+4VuHAGBxNMnkcxmF7O97GYSPxj0lLV8i2cDPvFcx7HSDWd1znMdINRSMWp+9AZqHis6LXRQxTC11ILTSnsCRVUPeCYwWEzPh68U8zbjn5oJYXUlFzbpUQsVY0EJulOOm9KuXx6Rgd6rdOxracvXSNbgo09g2Lyi4ODmgd5p0r3+TTpWy6hrLXlEkiI4rkyROLtlDoN0vN71sEkj3ql0OFbowqWr0pgmD+lcziocFTytSciuGRW6iXyvEIoQihCKEIoQihCKEIoQihCKEIoQihCKEL0bpmn1Ys3DZLGz+If3ivqnxRxyg8123NjZICd0oupM55p72E34qh4tQMpxnFTuacBJIKEbNDbLrK9ac5TfomutW7yG9LJ7c\/tW5XaWnScr2R1NOk5U3ibqiNcIsEiyfwjAn7UgAtpz90trS0Bz91nmcA1lzgDS9LgCvjJ3FZLby1eFt5C78wsvGRW9bnM2yFvWXN2ytR0rxHZt6Q2Xt+sgjjman0uLw4qcscXhyzb2e8VS6ME2rDGN1qfBmo0oW4t2N3z7fFTkv1gMU7tZcAxfOjaBLuoYbiq5IgweferZ3OjZarnLo2Wl3ibp62rxVW3A5yZP61PC4yNspERMjbKzt20AZpTmBptIfGAbXK3K02QLIcu7b5prJDaGnK2en8UL5Owqd0R8VqLhyXXyShw5LlliJM1eBlU6Vp\/DfWEsoVf3xWZOHc46gkSwOJsKh1rXC9c3AQKthZobSfCzQKKWaljHNZ4jAsLT196aod1B4JzUrXEtJWLOklb650+2bcbREVyJmF2Vz3C15b1np4FxgvE4pEvBkttaMJLbSm5pnXJUx7xiuW5paaKmIrChrK8RQhFCEUIRQhFCEUIRQhFCEUIRQhFCF6Zqus3ZvNZR7dliNwAlROBLcCfvX2LogwtEw7w+v7Xa0tGntN1zq9TprthFtoVuj6j\/AN5pkLHSPdqOFuIPc8knCparw\/eWwNQY2Hgg5+MUh7W6yy8hLLhr03lJbt3byMUiV+gVSHP07hfHWc+wrDhZ1LxwvK50mpkQ9Jgn1CnryGWxT181unIGPyNe8RCawieIgYS21qrgMcmuWyeVrtKhZNI00tP4e1doXU\/iANh59vz+K6bp3BlVlXumdormrHie9pxe\/kRtgccT8V7HJTe\/utRPpvf3Sd7jDIMivXPeDYOFsveDY2U+kBLYGfimxHvWnQnNpxrtDes2\/NKso9+P\/dPmlZpq7TpZY9NXaQ29S5MtJn3qCKRwKiikcPJSXx3iqH9aTZBzUHkg8UvswchIMYOQrmg6c1xtqCSaeGhosr3SGCyp9V057LQ4g1RCQRYWoyHCwqgJJgCtB6ySmL9Puou5lIFVxSNIq8oZI04tHTdEb1wJMdzXkknZtsrMr9AtNus+HCibkk+4pQ4jtMFKZPqw5ZYHaftSr0pgNJonW7pXbuxXjWRk2vGxMJtfOladbl0BvvXnFAaMLU+GYWs1nTrZQjaIivmpo1yXBeRdUshLrqOAcVKWkGisEUqteIRQhFCEUIRQhFCEUIRQhFCEUIRQheh6bzEt3YvTb9DG0QWF0qwgGPTjn1V97MwucHAahnpYxyPiu9Lw0jSCBqHXoqfUmtuFuWbZR\/UboBAWSxI8tAPSoGIqPsHtBfHkchzr8pLWOFkf2mXh\/qFi7ZuW9TedNolFnBP+ftU54u3DS3PMpTpjqBa3KQ3bYbg5qmWJsn8TlVOaHbFWesdJvadEN1I3jBqN8jHN0jJ5pPatcKCWW7YNKbG04WmtBwr+g0LXCLQyWMLTw3SwhxwE8NDWEOOFB1zoz6JyLo9UTjMiufcYaZBuoAWNBekH8SWce08VB2zpJBal7UveLV+40iDVzyHCirHEOFFRICAVn7GlNDg0tvyS26gNN+Su+GuqNavK7DcFOR+tZilkeC0leRSSPBba2Xi7x0L9sWwm0EASaeB2NF5Tmt7IgvKySXQeKpEgdsq2va7ZToxIiKe1xIqk9tkUqqXDJEcUhsh1UQpQ46qITLo\/Vjp7oeJHBom1OFBLnaXDCY9e6v8AxBUgQBVnDRlgspsMRYLKV6O8EuqxGAZpjt6HNeSNuwFsOr9Xt3LBVPUSOAOK3DA5psqdkLg6yspota1lww7U2UB4op0jdQorfdP6wl6yOB71zXNLSVz3NLTSwfXtjXm28VVE22ZVcI7uUrcEcVhwIOFoghT2LzKQRgimXqFFM\/kKKZX+vXWXb+9SO4VhKQeHbaynULBOe9c7i+HxYU80XRLK5SjRQhFCEUIRQhFCEUIRQhFCEUIRQhP9Pq7tvIwZ4mVIzMA9\/cfnX07Jpo7dVGxgEURm6BrPUYPPwXQi4maLLT6ck70V1Ly3GLJba2ob6oLgkD0DucyR2ANdIcQCcDxsbVvfl+V0GcZFIe+KPUbeZVrqXhdmt27tl0uM6FytvMAf1f0moZdE7iWd1wNeDvLoUuRgkcS3BBq+TvLoUl1mjuW2Nu6jW7qx6WEHIkfsaWx3bNxukNOsY3Xep6zcvqqX3J2ekA9qxE6MDS4Uea8jLAKIopXqtKRkMR89qn4jhnNyCQlyxObkFfBeuIyOrEEEZBqeVsh0m8c1l+o19Uwv9XfUuRebc4wCfaqOHfGSYk+B7DcaWX9MquAcGcfNTywMZIAcFJfExr6OCumtncRyCK9LDrI5FaLDqI5KLT3M7TyKVE\/Oh24S4350u3CsaWzFz7xT4Y6l81RDHUqrdZuS8e1Tce+36ein459vroqljf8Ahmpo9d91TR677qd9O1ZVl8ziRMe3eulFPI0d5dOKeRg7y2HiS9pHsKbO3diNv7zRA8vcSs8O5z3ErH+cKeJQm6wr9g7lroxEOaq2U5q7FqnhvNGhavwxdtC2QY3SZmlTudfgoOJDtXgsn4lur5zeXxU8kj2tWNTg3Kq6O8YwSJ9jT4Ham5TI+8MqvdulTU8kpY5Yc4tK7tXwea2ycO3W2yAq0jCqgQU8EFNdP0C5cXcMVPJMxppJfM0Gko1+iZCVYUtzQ9thFB4sJDrNEwyFMfauFxUGh1rmzR6SqVRpKKEIoQihCKEIoQihCKEIoQihC01s2XQEbluyfSygKQAIIO6ZmcH8q+pY+OZ1gaT0IqyPC68rJN7ePRbpeennz9+KtnR2\/JNxbjC+pzZ8v6kB5V90d+InNMcZWvuNpsCztZAOwHT9r0sfq7o294VfQ9Zu6N\/NsGFbDLyDnIYdx\/2ag4ym\/wDowd0\/Np8un261SW92nI2+ybXuojqF0NcZVv3NsE4U4AAn2H61bDLC6NrRh1WPHnV+yutC7h5YwwYcBY8VJ1jw9Zt\/xFjUXQmrt7fLVTuW4CAwKtGeY7EQa580v\/a5sbW6T4rlSuMzgwCisxp3a36HII9jW4nSQHs5TY8VuNz4zofkJl0zo76h9lgbiQTtniKZI1kY1A46fpMcGMGoHHRJtXpStxlZSjqxB+4rnua17tQBBUZAcbGCraRcWH+ocGrw0TN0v3HNWtqVul+6oatntv3iudxBfFKpJS+N6luwSDt\/OmvAJBr1TX0SCQtL4Y6C+qDspA2DvTmzNj3TmzNj3WY1ltVdt\/1AkEfbFRSdnqLnc1K\/s9Rc7mqz6z+kUt3EcmhLdxH\/APIVd7pPJqdz3O3KQ57nblWum6rYYPBqjhptDqOyp4Wfs3Udle11o\/Uv6VXOxw77FXxEZ\/mxS9B1oLgNxIn7Tmm8DxRNjmvOE4gmwvQ\/ETWP4aV2zA2xzVMb5dS9Y6TUsUrmK6DXnSqrsKBhupRp4SSNS50yxivIBpwvI21hR6xKVxTbWJWqjviucHlqmulY014gg0+ORyYxxXpvSepI1oZAxWCHXkJJBtIOpXUvalVHHerYrZGbVUdsjJWhfp1vZG0cVyeIBcoH5XlnijSLavkLwcxXNIpJSihCKEIoQihCKEIoQihCKEIoQtV1rTOW3qVLsELbIIHp52qIBj6vYz96+s47gnRN7WGxZzd+VgeKuc3GpuDzXzpHV7a3F81d4yBJK7pBAJK8Zgz3iKnh+I50l1HYO6jxG2ev6TY+Js0TR5H9\/tWNTpkYFiQARyf\/ALf9xn8uhNFE8F5IAI3\/AH72u75WSwscNV78\/wB++qTdS0d2wyehlMKRIIkQGQj3B5DD8q+e4mN8ZGjI267Vj52uZKxzDjy6rW9F6g3UX8rV2mu3CvpufS67FLSjYGAJIPMVVEWyRBrwWluxo8z7\/tXwuZLEGSgt07Hz+qo9Z6O9s7LqziVYiNyn6WjtIq5zRKyn0fFOl4fU3vZ8Us6Xduae4GtOVInjkT\/cVCzhwDp3b05hQtgp2k5C51epZiWb1Ekk+5pkjyBstufQ2R07UBXVxBCkEqe8dqWx2sWwrAp47pTrxF1S3rLgYWxbhQPv+lNghGksccpkMeC1xys3qrbqpB7cEe1SzslY0g8kqVsjWkHkrXSuo3bAO1ypbmDWYhTe\/kryMADvZVbWaYXJYfV\/f715PA2UW3damhbILbulDqQYPNcsgg0VzSCDRXNeLxFCE36bqpG010uFmsaXLqcLPY0uXbWNjhhwea32fZyh7UOi7OTW3ZPba7krvM7zF12jUxU3MYpJdpwpHd3CrJchqQySnUpw7vK7atTwJ+1WtA3T6G6i1VkjBEfelytsLDxYS1rdcssyoy1fFOcV4CAcIFXhMLN4gc1ex4rKqaRWVyL+1gRyDWXPBWXEHC0dvxE+yIzFZdwgdm1g8LebWJ647PcLtya4\/GQ6HYUU8eg4S2olOihCKEIoQihCKEIoQihCKEL02zZbTm6pS4pElHKQQrHyyLpn0rtJ4n1Dmvv3PDyA4gtO+cdcePywusI6IJNg9D9Fles6JNPc2l0uAgMrLMRJjJAM4r5zimRxSU5tXkWOXmP2kP0Nd3h8x7+6vdE1duWRwxBHo2MMNIjcCuRE8GeM4qvheIOrQ2qvzx7o+AV3CzZ0Db5p3q1Ny3ct22Z9OjB9rsu9R\/poR7kTt9PHtVZjYaa8AkisX5mvl81UYGYBok9L88LLavpVy2C6BgpMB4PPOT7gds+8d65U3COhd\/5HxHXz6+HP8rnS8M6J3c9Ovn1+60XReqM21b4ZrZK+YdpbaFPvyF7fmPzuZN3AXiifuff7XRi4ruASDewPAnmn3VfDVi5qbn\/6QbYuWltg3AwIBER7jNL03E1zcm6J2S3Rf+TXNzmidki1nQ9MmqW0dQTZMTdjgkZH61hzXiIl7cqV8cgjLnNys91rpqLcYW7m5FJhh+Ie9Jl4QuYHXXkkvgJaCcKuDAGZo2aM2vQaAzafeG7une4Bqp8uDn57TTnzOdHQGU18rnR0FT630eC7WQ3lFvQxBiPvSpOEdoqxqWXcO7TV95KLhZCJETipX6oiC5KcXRkEov2RcHswryWNsvmvZI2yjxSm5bKmDzXNc0tNFc5zS00VzWVld2n2ma01xabC0xxabCeaa8GFdaKQPC7EUge1O+n2mKyASPtXZ4Zw01a6cFAVap9RtxSeJaQbU3FMISu\/aMgiufKw2CFzXsNghbDwTdthmDxPaaoe52kLUuqgpPGbJK7YnvFahLqNog1UeiwWuvEGubxUxaVNM8gqPSuSZNKge5xsrMRJKvq1dAOrCrBXF1opb3ELLzS0HhrTC80HgVYJ6ZhNMxDMJ\/1nw9adCNuY5rj8U4u3XOlcTuvLNVZ2Oy+xioUlRUIRQhFCEUIRQhFCEUIUiWWbIUn7AmhC9M0gdf50gi2yBlYiSCTja3I9J+2DX6HNpc0R8zeQNqX1E0Vd0De0q6l07zw6JtUAs9vdAwATsmM44A71zPiPCl8Onm3b8jy8VNxPCkx1vW35B8PFZvTWYk\/SQI+xgj+3Y+9cGFlW7Y7eufx\/q50TKBdsdvv+E\/TqVxrSrJYITCk4G4y0HmfxflXXilIYXNGbz\/vUbrqRykMLmjN5\/wB681Z01179pym420ILqTABMKG2n6uQJGfmnsnZNkbnFEdM+o+R8UxszZcjc4yOmfl8j4qLTSj+m41tXGxyGZhtYgEXFEsR37zHFeOiDTqAsfPPTO3n81hzADqAv65\/Hmruh8Q3NM+xbkqCAl3JbaFKqFZshSPwmlt0h2iQd08uWfz5\/Mr2KVrXaJB3Dy5efn9001Xh25c041IIYMWJA5CgwXJ7CcZp8k8bpOyrb79AqJpozJ2Y5e6CR9X6W2muG25UmAfQ24ZE8+9LhkDxqAwVKx4kGoDCr3vDiNpv4hbqiHjy\/wAX3ipJYIny9m3HNRyRsdJob5pFeVlPH74qeVj2HZLeHNKf6bxLebSjTOqlAZ+f1p3DWXdo8Z6JkH89bl1oumvqVbyrZdVEtxiqZpItOdiq5JogKdsVz0nw1\/FsVtuLZUTn\/iouJiY1oLcFI4ljGtBbulGv6W0lGHqUkSO8GlScM6RneGVmThnSMtwykus0dy0dtxCp7SIn7VyHCjS5BFGlXrxeKzor20x2p8Mmk0qIJNJor03wp1yyLHlsPUMRHNdPhw978Lowse+TCVdZ6dcClyhCzyR710p3NPdtdDiC0928pBqnCLmpJnhjbKgmIY3Kh0+oII7UuKbOUlknVNA+4TXVa4Oar205qTdWsd64vHxYtczi46yodIsAUjh20AlwigFKzZprnZTCcqUpIppbqCYW2E26HqzZcEfnVDYtTaTOy1NpPOp+J12EKMxUc3DHmpH8O4brzbUOWYk8kmuSRRpRnCjrxeIoQihCKEIoQpLNhnMKCT8U2GCSZ2mNpJ8FprHONNFrXXvCFm1ats+o33XhiluNqqRwzc7p+K7fw\/4I6V57ewBy8VVBwupx14AXofQuseXp7SWX0VhQsFGPqJBILN6eTE1a\/wCFwROLezefEDC9dHG1xFEpL0m9cuIqrZALK5VwCWZI2XDImdsH9\/emt4ljr1uN4x9R4X98LvMljf8AzceWPqB0v74X3TJZW4zOSQhEtaOyIO2UW5liSVaMd6eZXmMVvtkXv5bdFoiQNBG+2c755bLOdYS55w038yGctaW5G4Nc2BwCR3Yd+IrhyARvLSRnIPgOXplc2VoieWkjOQfx6ZVNL5sl7TIrFmAO5fUhtzhc\/JmPj2zprtD85+nljn6dfnlrtD8594xz\/tQX2gnlTAIIIxBXjB963I7SeY5iiOo8PFeyHSTuOYo+I8Fe0GtCg3fMC3E2lQUPrO4ZG0EAjk7sH2qlnFDTZzyJ2B8cfL8ALY4jFn15fb34BWrej\/iiTvtIxMk3GFtZYkk+8HvAIGKdKyLshpGQMAA\/7n1XsmjRgZGwpWOn9eWyi6W95i2i5Z3tksW9O1RtJCwCOQeD8VPI7spLIzQAvz8r8t9lls\/ZPsizVC\/f7UL2g67kPPaukWiRtt3XXcxsrNUZ9FH0nW2bdw\/xNrzF2sAoO0z2IPePaubO+QjRgH3suRxBkI07H3slt+2DOJHsf+aa9gI6jxQ9gI6qpp9F6x5ZmcbfvxFSx8I1rtcbscwpRGGnU04TR7mr6bca36rbOvqHMjtU5AJDxlLsHvbqlo+pb8qxR\/gxVEfER8UOjlWyds46FWrWve2wYgEqQfgxTJC8NpyodM\/TRWmvdR0nUlZtUBbdFhADHbkHvmuTLw9gBoXNkhBoNC811mhZCYyvv\/zUsvDvj8kiXhnx55KnU6nWk8IdSW3fRnEgc\/8ANXcPIT3Ruujw0heNI3Xp\/iXxFavWNiCTETGK6sXBvPeculH8Pee85eZa7S4o4iEkJfEQGkn1jFYFcniHFtBcqYluE46fekV2eEl1NXS4d9hSay1IpnEM1BMmZqCWlNtc0t0qDTpK4K8UsturWS1XLYxVrNlU0YUiNTGuyttK51PFYm\/isy7JBfHqNcGUU4rjvHeUdLWUUIRQhSWbDOYUEn4psUMkrtMYsrTGOeaaLWs6b0jSWbe7UE3rjp6bdslfLYN+M\/iBH+a68Pwch1Sn0GfqFSOFIPf+Sb9fVLTLcS3ZtW7iKy2rT79uIPmexJ7V3fh9cNE5r8aTW1X681TA\/s2lpG3gs9e6gfgDtWZfihGRgfdePmJ3UXnHuf2qb\/pcQC45\/teaipumudQQbbLbvLLEltqyAW59miI\/qI965jJ+2ZrZh4rA8\/sefQpscvaM1sw4Vge9jz6FbOzrV1AtsFW0Cvk3GjcS20RKjiSOeTOatjldZs3Z22o++S6nDyOfYcbN3W3vySzrega5a3G4rXbLFdpYllBLdj9QMEypMd4JFeviEopjacNse\/r6I4iESMpjac3INcvfX0STU6N0Ki4rAlQ6zjcrZEe\/3\/4pBZZo5Pux6Ln1eD78PRWk\/m2yjqxZLZCbUCZUl\/5kAlljd6ueMwKYWl0Zb97Hpz6cseZWiC5hH3sfv9JFculGgiDB\/fP1E\/2rnukdG\/S7Hvrf2woXOLHUce+v6UVnUw2SSf8AvccVmHiNL8kkpbJKdlM7uqQsyo\/mpgjcu05AJBEmIMgMD2nEwOjHxuuw6nDODuPX88lS2bVYOR09\/dTpeFty1gsbZP8Ap3SNwMZG4Y5mPiOaZw2uPvMdYJy04rOwPv1TeGlkhOphscwffvxT\/qrWddbtsWBuBArKE8trRUkLuP4iRncKpjgi4hrmOaRR5nIP4\/PJdKKGHimObRGbycgn7JNrul3tJcNq6CCI5zgiR6lxSYbaMG2+P7ULWluxsdVSv6Rj67RKuM\/f7UTcI541wmndORSpYC4Wzf7pho9ct\/UL\/G3GVCo33OSIGBWX8Q6JmkMqhfkedpDnujbQCU6xLIuMFIiTsbgkTg\/pSi2A1roO+SyNGNWCrFn7zVsbOQNqth8U2PhtjpG1O8KAYCtgt9jUc4aJOyYMpT5AH6GrP6hmQbokdx\/xU\/EMkjGqvMLT3vYNVY5hVG0yXRKGD7f+qgMTJhbN0kwxzi4zR6KrZU2rilgQARP2nNSEPidlRkPhd0K9Y6nf0zaZfK27sRH+a7fBSSOydl9D8PfK\/J2Xzp3Q7N3T7m+og9+K94id+qgp+Lmk1loWA1enG5l5gkUpzA8d5JczUO8uLForxxWomGPZEcZZsmIyK6N6mq0d4KndtVG9lqZ7FSvmCBUkho0pJDRpWbRpzCqGLtDTGnmtBF44okOEP2STWL6q4vECnLkzCnKvSEpSWLDOwVQSTitsjfIaYLPgtNaXGgFsL3\/x1qrBuecoK2gpco0j1CRnHvXT4HgI5CDK6r2HWlTw8DXkajuogAg2oAo+P8mvpGNZG3REAB4fkrpmo26W48lI7WlsSu\/z9\/BA8vZGD\/VO7t7V6ZHwttlZFjz61zH19FKXPB7oVW5o7t4wkkgSdonHeRUvHh73t79YHr1x4rMmpwyaVcaELknPt7VMeEbeo78h08lpvDBmScoNgH+qt\/8AOHAEWf8ASjQ3xSPT32RgynI\/7mvl45HRuDm7rnRyOjcHN3Wx0TNdsfxCmEFwW7i+zEblJ+PSYP3\/AC7sfFMmp3Pn79+K78PFMlIeMH\/7eG2evvK2OouFb6PtV2dSoK2wisxMGViG5jEcj2pzdtyBzzZXViayRlONDnm8ee4WUuaZ1uXbTlF8uW9RABiPSv8AvzMD2NMZM49w5FjPLbn0K5kjnMeYzkXg8q\/Cl0ti3uQrcNolWFxoIgHcAFKEkqVgGQPqPbJa6IZOkfsfYZ\/a9MYyaHv6BKv\/ABouEIzIpmNxO1VkxJPAHv2\/vUk3DBwOusWbHvn0+26mlgBB18unv39Uu1fRb1sBthKtIVxlWKwGKsOwkf8A9CuY\/hJWmmizQ2+\/vmoHcNIDQF4VNtDcDEgRn3pZ4WYPJH3Szw8uq6TPQaZ3IDsls59bTtwOHABJnjHcj8rGCYC3b+HPwI5qlrZKtwz9\/Mc036Vqrtld9o2v5Z3AsoZjvGxlV9pER6trQBkjPFYDgQdxtvy3NEHy39fB7WPYQ5uR5+uD+PY1\/Qdf027auearm75e3be2gbmBA8kqSWMryYgEY701\/ETzvawChfuzttyBsqt083FPbHWnPvO3pdlZfWWTZbY1sq3s0j+9dVsrGfxA8M4Pqnv0t\/iB81f8Z6tGt6XTmw1rbaDh3UB23T3GGXH3rkMc2WR\/anJOw5fj0XGaA97tZ3WPfTuuJ3L7gZFeOglZi9TfDcIdE9viEvum4rAbueDXMlPExSBodvsVK4yNdVpne8U3yiWHfdat\/SCO\/wB60zjuxnJ35Fesm0SXurnT+rWd6eep8skbiucf4rru+KMLCHDfY8leeLboIr15KTqug0t26zaU7U\/CJzSYfh8M7A5rhq8F5DwrXtBDu94Klc0bgQ43D3pcvAytFPFhOMT60yCwtb4G6Az7bjf6QJwecVK6QxN0NXv\/AEdkzs2pn432I6rYaJHqjH60zhNTrJTOEY6S3ELC9QskeoU\/iGEd4LXFREd4KpYvUmOVSsktbvwppLT2pIBJ5rD+IcXUkSTO10s54g0ot3WCcf2p4LtNlVM1FllJL1ukPakvYuLbZisNdmllhzStKMVS3ZUgYXDmsOKw5V9V0i821hbba0wxEA\/Ynmon8PJM+oxajfw75n0wWmOh8IXDbN1gSgMFhhQflqs4f4WzXokdbt6H7To+AYHaZHZ6BMNTYTTMbalCREshBXInDfnXbgkgiYOxG\/orY3xMb\/5hXOo+JfOspbVdpAi4wYk3YwN3\/upo4xrLycHYV9unmpGadRcDfRK7GnVg5a4tsKu5QZ9ZkDaCBzmZPtT9DrBI7l+7vfxRK\/RsMKvZfc2DP9qfFC98msu8fDy8l4yYONNWj\/iL2g9di4rW7qkLcKwHCmG9JO4QSRmsP4VvEjS7BbVjGOmfJZkcJG6TghZ93QmWPqPzE\/lW3N4aM9458yPpzTtTHbq83UGKou23CLtB8pZI3MZYxk55+1DWwZJLs53oegSjw5uwVhK+DXKVzpWvNi4rgSARuWYDDupPaR37U2GZ8LtTDlOg4iSB+uM5XrHSLydRVbillY3CFIC7UMbkTaNoEEDjtmO1fQRyMfB3KqvXxtfWQSxu4a4yCAMjnje9+X4VPxQFuql+7IIcW7u22hn+phBAJEiJOZyTWXEM7u4\/e2917xyWeMgDW6miwPHkdt7r8dOSzDXURoTiYWefYYE\/pmt9syNwDfT2Pfkow9kbgB6f1XvyTHrOvts6sotAbEEWjgHaJDFhO+Zn9M1pvEtFkm8nO3vyXrZmizd5OdvfkqDHTOwxd2endJVWBgb9h45JiTnv3pDnxyAis5rNV0z169cpJ7OQEVnNcq6Z6\/fql9+FcoEuHkgkCSPc7YpBdodo0m+v+UUlw0O0aTfvpRQLigiX2AHM+uPvkx+VeGVrc3Vct\/3SC9rc3Vct\/wB0rqdbOnZhZvFkkqwh1S4ASIuIM7SJwfevJOIaQM5Hhsfr+kPnZQo5Hhsfr+lxZ6wm7fttD1T\/AFJzO0q2QvxPFNbxjS2jQ5Xfuk1vEsLaNDlf+7LU2dSLzhupBXRxaCk3UQhWVgrMvLINqyVyBMySKYeIIj7MAac+fjz+SY6X\/wA+ypunPmOZ5\/KlVsdEGpdVt3RdUK0MHZwFTcdqgj4wB\/UOKs0wiLtI9ievXqPDnzwnHh4BH2jB3Ttnr18ufkuTotNbLKzuULJBIIuBdrFvQfTyRkt+HGDXrXlo36+Iu8Z39+C8EIDcnkedj51a+dOuaa2lzdaF1nUqN\/CAj6lxO6f2rU0DZqp2B81iXg4nkU40qOi8MKw80WEKh1HruNDEn2BUkYzHuPepX\/DoLLAw3R5k\/pIfw\/DA6dOaPMn9I0ekWxvQ6S06vKneHYggxKEP6c+x+81r\/wCOGAGUOeT9iSKXo4aJ1aW0PAk\/PJC7u9EREYlBp2tKd0+s3HJJVVH4SMKcGImptDGHVGKv6Dzz6YSajBuMVfLGB9T9FD0nqxV7b3rS3LSY2rHqEk5KqJMnk5wB2qhk0xjd47G7+wTA+UsNc+YNrX+Hb9vUPe9Z01jaX2yMewFbmLBG1zm27aytvLWNY4t73iu7zaY6UBXV7m7J\/FHvnPGKfHw5M23dpdXhwTPt3a9EkfpDXDtUZ9uP7\/enSwt02ThVcRA3Td4Wc1XQ7lu4Yx7qexrln4fJq1MOCuE\/gHh+pmxU+jW\/a+mQO8GtDgpAbLUDhH3Zanum8N37yF9pmJzk1t8ob3SFt0zW90hZ\/U9LuAkbay7hnuFtC9PCyPFtCnueFbtu1bvM1sK5MANJEe4qaPh3OkLDghTw8K50hYcEK3rOiJaYKLy3QVBJTgT2q2CEOHetWwQBwJdYXdzp1u2iOGtsXBO0HcywY9XtNPhjZqI07deaZGIw4gN25nmmFo+clpb2qVVW5s2EGEQiSwbjnERTSx0Zc8NxV31PIJEpcxznNAyL9eij0rHUXm0lrUlNMWYjeQN0cFgO5qXiOIoCRze8ByPs0oppHCpDWrwS0XG0t7cmxmtsYJAZSRiYMgiqXaHQHU3cJr2a2UeaXc5OMyQMT9vamtMjm6pDXh19Pfmk6ABTU80HT9NevutwtZskEoHO5h7AtAn34ryV\/EMhaQAT1r7BYMTzHX8lCunuWA5tL\/KYNb3tbBBBI4kYOORmtCUSODOYo+vp6pohZhgwRmkoe1mcE\/nWXvfrs+XNe9iLvmjaTwP1\/wCK91l2w+fs++S80HkFa1OiuIE3bPWgcbWBwSRmDg44Oa9YC8fxGMcwvW63bcsLEV8IuGihCd+FfEVzRXQykFGI3owlWAIP+O32p\/Dzdk++XP316KrhOJ7CSzdc6+\/mOS9Sv6Jd4DOjqQqyoBVlcHKkiMAzJ7\/avoHESs1NG9n\/AFfcslZxEBc0YdZz4dR4rG6vQJauXVdtrJOwiGW4ZiJn29W7PGOalOKxn+unmuLJEGOFj18xex536hK9PojdPl2\/WWgKg+rd22giTPGZ5HNT6QQQDY+VfP8ANqQQBzSGmxV71Xz5HnZPqo7mnklWUhpIPpnInDHMR\/zXlB+K\/P7WDEH4r1Av65GOR\/Cj6hdv20Fq4WW0x8zYZ2sY2hlH5MN1ImLmmne9lLxAkYak9R8sfPKVMA+FMf7T\/g9\/71Oad\/H5e91KQH4Z8v75\/fopxorjvKgjCknIgwJ+ZmcDNM7J73WPD7J\/\/LNI+2jkLPTGfW+W6YaewEOQB2LtAPPZPj5z9qoY0MzXqf1+8q2OHsskDzND5N5euVet6O0bjKbx2HcFc2zJgeklN34iF5OPyrXLJyU5sJIsmyaFH08r6+NYTHojHS3pKuHXd\/La0vqaCALltztgkjgT3zTI3Oqoyc71i\/fh81Q2IaKYSL35WLzzq+lDzNJwNAL7AXGLXXUEKrSewAaf0254iu2XMcwaxp68vfqrHuhIzj6e\/VfbOm8v+UiWyVIuPvYAniVh49QmCPg14e4bjG+Ns+eOXilPiazvMF3ivz5HqpU6ij6a4gUWYa2yA2zcLsJnc8wkqJjgwYrAlkMzXO3yN9h5KV8Ej5W9TfTA8t\/VL9W4J23E\/mgxJcBQSQd2Ca6EPEc+Sx\/zkd67HyVvSu8hiofy7mWdiyFidyyDzMHPzXr+yfgbEYoZrY\/4lyR2LHMfb3yUnW9Xpr15hasMlxjJAiJH1bQMEHJ\/Kl8NwjomAvcKHvPit8JKGANcfolD6YISbunZgSBukiMqx2sPTJXGZiaXIxr3YGR6+G3n5JznRyZbn376KorKDhGUfef+\/pT4w1prTXvzXrXhp\/iQtPoupKCrbg1zazs07YPZYYASAPw87gO1Y0agW7C6r89c+KpgmLhoN1dV+V91aW7l0NdVipjdHPHY\/pXug9npbV8lc6EOipu\/JXtf4WtCyLlhyxn8R5ntnioIp5BJpcFyopnNl0vFKa110ae0ga6CzKQVUSRBiG7UmSJz5DfIpJgEsho4BWdW9auO7XGYAgldon1fhB+KuJc1oDcrputjAI89fJfbKpprltr6q6sofarBsNxPYH4pUjmyMcG4OynlcJGODMG6S3qGpV3ZrSbVJwvt+lajJDQ0ZK8aXNYBuVBbsLsd3uKrLt228y+4wdsCMcme1NDND2iTc3ty8\/NSSS6HAOG\/0SzV355H5T\/alTzEmjgcs+HK9vNTTSBw2Ueh0bXnW1atM7sYAHc9hM0hsY0anNwM749TnPTw9ApHPjbgA+Kt209+RXVEAZvk+V\/LkrWGxlOOlXNF5NwXd3nfhify+KjMjnTAMqufP5nmsnUXjTtzVlOuW3suLtsvfeALrGTgbVyc4AA\/KhrSZAWmm9EwRkSBzMDoqmp67dOnFgxsGQIz+tO7JrC6WsrT2sD9YGUlV5zAH3pDLI1EaR4rHadAqz9VIMJbJ+eKQ74mQ7TDGT47e\/okHjHXTWqVNXej6B+p\/wACnM4riiL0D5\/0tCabostXxq4yKEIoQvSf\/j3rS6gJo7qpuRT5bs7LIkkJj5I7EwDXT4PiCGFl55fn+l3PhPxAwgxlxA8h67+Gye9b09sq8qYBAssV2\/jLEXCcsQMAziBnFVNeXEBx8\/fnlfSCMyEBxHU5vkKrpnPVZDrfTPKjYLi7lVouGPq7oQB6D2J+c8VPJGRddeuy5E\/DOAdpPMjfbwvr5rO9SsupJA2\/Ye+QZ57wajlDmm6XI4uKRji4CvTr4\/Q58ea+rrL0xvfYo2yWMLHsTgZJMfNDZHtJo4WY5ZmuIaTXM3Qva76\/NSnVMIMu8987R9wTP7it9q4cyffvoqO3kAsFzvHNfI5+oCdfxF\/U2RvvKRYVFALQ21sgIFOdpJ74BHamBziKHr7Ctj7RzdI8yc8wOhwfXpag1uoBulLKbQfpUXCxj7sCTnvivNZHdB9\/VDpHRkRNO3O8\/Y\/cJl0\/oigbtRqDb3TCqJcQP6fv\/VTewkGXY98kwwTN\/wDsb97dT4nbom1q4oU3l8uzs2yXcNfuwVBBn1H3kjtFVRkRd1g35kJhhZB3HYvF+A2v6De0k1OrL3S9vzNzPII+qZxkd54imgd2ilvc1rNIBrn4+ucfJN+ndZS0VF7T+eWZ\/MDgbvUCo2OZgid2RyKZJ2lUHdK6eqXIZaoGgKr+75e6VjprrdXbduG3atwxDcRuzkZLZMffkVY8gZa3J9\/L3ldCWVjRYHeOMn89FDrk0xO\/zIO8jYibPQB6WVjKyT2INJMjh3dsXZ69Ens3XpBrF2Tz6KjpdHduuSWdxjc+XhVBJJzmFUmJ\/DXgkdFkH9frmsuhMbT3vL3tuUxa79BVVZDBBI3NkFQRHqC99vvV0Uge3VfmB8\/K\/FSaSWYJPWvn75q5pLYuFrOq3li7KqE+TscwFd5gBc8RS5HBzbjwBz3sdB1KwWlwD2iq572OgpV9Oot3PL1FnzUX0jyztI+oLFyR6SzTnmBmsyh4bqjdV\/1d+NBWub3NUZon+r9cclEbGq8i7bW3aFu3cVncgbwcqAGmSPtNKId2zXXVjG+RuvXtd2zXNNEjHiN\/mr3hu7tG5th2MCd1wAsHIUBEOCQeT803iZKwTuPqM5KZNI9nde7fb0zkrZ+IWtCyd3pkHg9wMfczXP4TWZBWVDwzXPkBGVi+sa3+KS3bW2Ay9\/sP2rsRcMyNznPNgqo8F2Ti+1RPRSyBlKo7MoCs427TC79xz9UzPH6UiWPS46CSAOh33r5eaS2aRrqIJ\/f+LjovQrl9nyoW3lpYCRn6Qctx2pMuqEDXzTJZ+yALhutLp\/DllBuBLYzI4M9viKR\/28m48lFJxjiKGEh8TaazZQnyxuJWGk4GZG0YMyOfatcNxcYf3z53m\/lkfRTxTuLwHbKh03qGiWxdW7ZJuN9Df2zW5eIAla+PDeaZMwukBGyU62+Lu3aESFVfSCJgRuOfqPJP7VdqEzKDud5J\/FY6boLK\/gVW1wB2lEZIRQw3Ft7D6n+J52jArMrHaLs3dkDGPTeuf2Ugie11kkosj9hS4nnYZrxJztz6KxjBatKexiKpYC7DgKVF0aWk6p01LOituotszxuYyX5kbMwuDBwZgVL27jPWaHv18OijDy+Wuiyl5wc7a1JKCNWlPfW9KP8AiAcZH2NK\/wCkOwLHkf6WdYKrXLTk4LH8\/wD1Uj2SE2CfmkOjkJxaz1fMrlIoQihC7s3SjBlMEGQR2itNcWmwvWuLTYXqHQ+vNqra21uhTaUAeZAcswYFV5JGSBxj7Cuk2SObJ\/kV9P8AD+PgkBZMMnpsPEqo6hWFtnAO1p8wEKNs+ndmZAx8mmCUsw4LpPnMbi148udhRa7SnS+U5S5MEsl5Q9kwSQVOSV2xM8HEmlPFgkHHvdQPunEO7mwo2B52CR4eizr5ElQI\/wB8CPjYP2pBGLI+v6UjjYtza9a+WkfRd6PQG6wFvT3GJwSSyrBzktzxQ2Iu2aUtgic7uxk9SSQPrdrUaTo2ne55ruLKbo8pHLkLEkDcp5yJk5iqjwrmmic0uoOFc11UbAxkUfAivzfyV7WWbOlFtrO7eyhvMwQuB6Q3JZTgmnR4tob+yqYnRlzmuG2L5muZPQpNreopLeo33dJO0FSrcnmNxAHyM1nVmg04+qil4uMW0ONA7NoWPM\/n5Kta0vmvvtpsQFF\/mMGKlu5MCQSCcDAqyKE33vsotW2oWc72rOrt30vgq832fJQEMrboAAgZMAz81tzQGkNGPnhegHRQFD8en5VO7qTpiwYgXluSbjMTcUqTIBBPfOBMjmk2yNuouwRz92sl7I23q3HPolt7rVjLFHu3GVwxdiqgk+lkgyTzM1FJx7A62gnle2OY8PoVz5eKBdYz+lDovE72jbizYZbc+l0LB93a56gT8cVO\/j5CC0AAHzNeVlK\/65ACGmgp+n+KijqXtArvVmW25t7tpmO44JGQeaaPiTtNFovqMKxvxR1d5ovqLB\/tMumeJbJuEvuBaclRMng7l9vtV\/D\/ABNhppNeY\/IXQh+I8O+g40dsjf1H5C22r1Vu4Hu2rgS4UAa29w3mcECX3EYHbOQRVsUtVGc0cH+NeFKyHSaisGjg\/wAa8K\/pR3NXdIu3LnlebKBpEs84BUJ6MACT8+9Nj0jSwXpz6fnK2IHt0tAOnO3Lz55XFuzYvKwdrq3SxhJXYCSII3GTgN7ZIrL9Yd3ar1\/wckqRz2EGrb1z7HL0SpbCIWlXLAnbJCxxt3AqfmQD35rZjkOwFePuk7sXPyKo9bTvrV3VJbS3eNoo0N6CGaQoMEDKxu49xSeDa0vLm8vD7cuSVwLGCQlt46j7cuSqPKKl1BtDFhOe0SM8iD+9XtIcSx2apdEUSWOzsrvWOmqEW\/5s3HYEnGSTkgCKnh4rvGOsAYXNjlt5Y0UAnum6UttFcjJyTyT8\/eoncSZXaQVx5JHSOIJS\/XdeJu7AkMB6gx2BiogRiJOMd\/zqhnw9pjtxsfOk5nB927SbX6QalS11bhI3g27axtZczJwwAzArLuAhsBuNjZO48l6eHc3ArlnwWcudAdtzWpKBgFLqRIYnuAVwBJz9qzLwUjSAHAnp09Fl5MeClep6bctmGUgEsAezbTBIP9qUzhpyao+PP51z6ZwpmODjQwrfTUjd5iO42kKV9IVpwWkGQB2xMjNXRula4Nvn05WfdlOYHlwatH0Doen1Cjfd2vubcsj6QF2kY9yw57cV5xT3Rk6W2DR9c9Fud74zgYX3ofSrbaprZZGVNwG4SDgjgEcTP3ArU85EYIGT9PJalcRGDWSkvVNEbV1kD7gpge1ehrnd\/qmtYSA9VQgODXoaHYK2Gg4K5v8ARXtgOyMFPBNRNhi7QtBUgZHrIBUiAAV0GlrRSsaAAsRXwa+YRQhFCEUIX1WjI5oBpC2Ph\/xRusvptRdhIlWZS0lTITAJEn8XGM1ZHxPeBeL8f2u3wfxJpLWzi+Qd4bZ8uR3Wgt3LhG7ThrCFGDnzGNsqSAYMHBnP3qtr2NycmxXsLoSx9iQ4d7IOPocbpenXLVoNbZFdmI9S8lQchJGZ96e7iIg4O51tS9k4toeHHesCvdpjZ8TI9nyU3E3CoLvhbYUkR\/uEESQD8UscQ2R1gbfVeR8QJX6mt2vpk+Z8VRfqVq0lxRF12ZlmIgKRDo5EwSSIgSBk9q97UF4wfmty8XThpu\/OvMV4dfNKdXbN+4Vso5WJCkgtAEtPA9zTD3hkZ99VzJpJH4epui6F\/NRVd1LSv8sS2QRAAI54\/OqTHobk7e+S8dwxa2yrJ6rp9L51sXS5ZNoZVM9iVg8ScE84rE\/HRMouORyH7GFt\/ERRhpJyDsP3ss51PxCXYGyhtYG47yzMw5bcQCJ9u1cmX4jK6w3APzpc+TjpHAtbgH510SZ3JMkkn3NQkk5KjJJ3XNeLxFCEUIRQhae3fS7YRhh1hHU5nH1T+0V2YOIdIwXy3XWhldKzPLdGm63qLEWxcJRTNsN6ghJBO2flRI4pbS+J5Fmj4+9kvXLC86XEA+J94V0eI9RqXYtcthwswURA20eyqAWP71Zw\/FlrdDSb8cp8HxPiIm6GvPkaKt9B8TXhcKXLVm5v9H8wY5xmQVOOQaeziZH4kNVkFv5Cf\/8AJzvw\/FZtuPn1T3V9aNlk8tR51sD1WlUrGzJIg7myZMxFPDy5pLstPUnry8FSOO1tOsd08rPXltjwTPwnqrN20yXHPpJYKxMDGYGYJFK4p7g8OaDlZ4ni++HNsEqj1O2FWQ\/8s3DtQt7AepVmYzExVsD2XThmsn8K+CVrzRGayfwrN\/xK5toqltwmSCFAOAm2MyMznMjisM4aPUcCvdqb\/gaHl3L3aVgsGe20Om5S7pDYGARcIJAzmqjJs4CjyBx9Fp10HAUeQOPoreovMbxtOy2s8WwApxIgJyT2n37ViN8fZhzcnx3+q3EWGPUMnx\/taqzZRV2dl3AbvTke65g4iPfvXMkmdq1Hc17tcbiLJs7rJ9X1FkXmFy4yeYACQoeQuchiD+EZBH+KugmtjdrBwCa+X15L2IHSCa8Afwvn\/wCRnT2DpnsgHbEmBIf1jcYzhvc15LGDL22rH6xzwtOYDL2jTj9JXY1xZzttrDgBkRVEqsN6SZK\/TyDNWNERaOvXzxnqnvOkD3\/qYdN6Vbu3UAcorrIzOZIIBxH55pMuqJjjuQvHyPY0ki\/fRUfEPTP4e8yByRE5\/OkwyF7dRx4JkLi9uopZuYcjHvTRK4Git6iDRWw0XWbOosG3qSo2jHaY4NQzR6HamKCWEsdqYsVesgsSrYnH2qjs9ebVXZ6s2sXXxa+bRQhFCEUIRQhFCE36N1+5YIVi1y0Aw8ouQvqzjmPVB4zFbZI5mys4XjpeGvQd00seItMbZD2P5hYeoAEAAH6ciCSc4PAqkcQ0utwXVb8Xge8GSOgAdqOTz5Jho9To9QAvm27DKDlw434d5ZjKzgKBjkYpomhvmnHjuCJwTnO22wr8qt1HrejQstlTdUhRvdQGlcsV42hiSYz9623iohk5Kndx\/DWHOFnOAMf2qd7xYduy3aCqdu4FiQ5WYJAAjnig\/EujfI9FK\/4oSbDRzrwtKOodVe6zH6FJJCKTtX4EmcfJqOTipZBTnYUMnEyvFOdhUKnSEUIRQhFCEUIRQhFCFf6RrPKc4BDAqZExPcfNOgfpfR2Kfw79LwDsU26jqQ1sJsVQCCTyS0RM9gfarntvLirpWX3nFV9P064WlVaQpcYj0jM55ArxrADqKnMYBsqR9eLqsXBa8T9cxjuNsfbNPZKHDyFL1jgfRfOn6q4p\/lkyJHpPYiCPcUyGUkUMge\/QhbY81Sk\/8jLk6cta5G3cSSCIMMeZ9qwJ+0Glpz9\/JDXaxQOfuo72puqwVy0qAPVMjvEHgZrHauBq\/wDVtszmGgU46Prbm5Sd20MPXEhSTiT2qpvEvaKOQunHx5DafnC1\/U9PZspP1+ZidxBE94GCO8Edq94fipJHUdgtcLxDpnUdgqH\/AI4Xp8hQdhCyPTukhVIVjJZiRge\/FXa42iyaJz5c\/KgriY21ZonNHlzPKqC70+pe2oty7YbcsBQhyFKtknsSCB7fNaMRJtw6UV47htRtwHKj7\/tVb2ku3H85mFycl7hO0lV3bWJ\/FCxA5r3Q1jdLfl4XvW\/qkScOGNIb8udda\/KW22ZAzrcRQ8qycmGycHtiJ+1aDiCBy3UhiyM43VjRpZuT\/NSztCgyGJaTBKgAyQMkY+KYZmj+AN56Y+a1rjbhtk++v6TvpVxvLdVXzggfaWZtoBA\/0tpBDEkmIjHvWHkOcDdXW1Wf\/wBeCw9wJq6uul+vgl9q46FluypdI9SbiQYYbS2RJA9QzzVRLJAMbHrX23VlB4HgVFrdPcJNtCxtf6gQlgFO0boDcmBE94qUx6e+TfLx8NuSSGkd52eV\/wCKjotC19tiDJrEjgGkleSENbZUOu6NdsuUYGecZFRt7wtpUrSHC2lYavl1wUUIRQhFCEUIRQhFCEUIRQhFCEUIRQhFCEUIRQhFCEUIRQhFCEUIWv6UxvW\/T5aBl8ppIyVG7dnIJroQuD296yV04HNkb3rJSTWapxt3EnbKiScAcAfkaxI9zKPikzEsq+q+2Tv474jvPxT43h+QvWuDshXNMnlbrgc276+nZBDQQQTPAPaPmtNaCbrJHv1XgaDms0lX8V2yPnvUh4jkcJPbHbZTNeuXM7y7e5JYt95zNeguLe6bpaDnacHZWNPcuLKGVU\/UJIBI49PxVUIeDkev6T4y4HI9U9t2zZt27tx2YtLKjZG0HHecwcVfBEGW5xNcuqrgeY7JOPqrI6mLwjaq5JwIOe32HtT2v1eC6sE7JOab6HpFxAt6ZWCdpEjHAYEiVPelmS3FgckySW4saVSua6\/aITeR5bFgFbAJiT+wq1ga7Nb7+K28B3eI3VrU27V5VVbjfzAgI2Ju3qDvBiCwzIbB9yea90Al2oAHPyKgJYXHXjf5H6JD1HQeQ7BLguqCYcBgDn\/cAQf2+TSWcPKAHnHmvG62tDiFqukdbGn0kOVFxxNtRJLAsQSSMLHzzS3RGSXV8zywlW2eX79EqHUjbe1cBBYZaCZmTzOMj2qqQPc1zQrdTwHMO3JN+odZt6mB5LEKJJXERySIOI79qTwxdH\/IjKZw8bmZJGVS1mruJeW9buByVTM74hQNrmBkAAY44zTez7RlAYs+HP1W3Ql7KrFlK+r9V1D3SXQhuCIIqF3\/AJnSGqMtEeA1efV8wvn0UIRQhFCEUIRQhFCEUIRQhFCEUIRQhFCEUIRQhFCEUIRQhFCEUITDo\/UPJLAqrK42mRx8j2NOgk0OzsqOGl7N4vbmnmt6WlywbguqGEQnLZMGfyzV0zRLhoV\/FMEuGj1SCwiowm5GRODjPOPapWtaw5d6UufpazcppqdV5d1xuS7II3XFOQ34hOQfmq3u000kDwP7TnGsFV1trcIAYKSQJPA+59qY5rJB3TR+a07S4Y3Vs9MuWG+v1DKsuB8MuOPY06Hgnltl39LTIXFt2mGk07XD5hKs+8eljJYnMxwRPP3roxw6jThgDdUAA4cOSa+JNBcLJduD0bQGULtCZyoHA5xTNDHd2\/78UsEO7o\/1JLZ063DAuFcwAc\/EmIqdwgY0Dn9ENqMYOVrdL4iItCw4ZW4aQAQOwA96w2Jhdrb6BdHhWhztY9Er6jaCgCGBiTMcH6Y\/KtukPJdF4LrPJKrugDLu3LzEE+rjmPaklhcaJXNlga40Qp9JaW2hJYMTgKGO5e+6O47ZqqOV7HBpcltiLXU00mvVE03l21W3FwCZmNwbPqIMSpkSAMEe1ajkJedWfDavKuqIYiXHVR+n2VRL6nYGT0pAgemRM\/WO\/wAmqQ6PIFgnr+FUxgbYoi+q0mi6KFl3Rlt3EubGDTtEBlyGUOYkbTyTxNSvc1xAb\/IEXyvketdfygStJAGSCPAnketdfyli2Rb34X1CB5ikMfUDuTMTjPOCRTw0WKOeefDmrmhjiNJzzyOnNXrOovWtyboM5\/FmB3EitERyAOXro4ZKcvHa+FXwqKEIoQihCKEIoQihCKEIoQihCKEIoQihCKEIoQihCKEIoQihCKEIoQnvT9SLloW4AZJO7uwPv9qv4V2oEWupwbu0YWk5G3kqmoUM21sN2bsfaaJA17tD8HkeqTKA52l+DyPVTa7ROVVijZEbtpiR8\/P+KZxDDIGis0vJmF1DnSpWdE\/JU\/2mkRcJKTZaUlkD9yE6u6S4ypda5CxtjdJ9Px2Ga6wic54JdpoZ8fwqtBLt6xlH\/nAtt7agtGVMwFbAJjvisS\/EWsJ7HcDJWXzAElm6S3uoXXJ3XHM9ixjHGK4zuIle7UTlRF7ibTLpen9atfDovOME4wQD896sg1O75+6sgY53eKeWHCp5ryxZoUs\/deZHJxXTZM0HBx72XTje1rsHHvZb\/p2msXbYdlWWEEDt7R7VG7i81aBxx\/iCsz1np9lHIAcAAmQZyfpHxmqWSam2rQHSR6lmbl02YuPblJxn6o5E0qTiBHdilz5peysFVT1g3WGYAkKP6RMxPepo+KLnWDlTw8QHOwclMNP1W\/6RvlViAVBGCSJxnmntdISTapa15JN7rWaTxYDY8owrqpIkwMf0\/PsKbEdL7KwIiH5S7WanKN5pvCJIcGQZ9Qz\/AHFdeKbB7ory9\/ZdGJ76OKWs0HWdELaysGBgQIMCRkSYMiTzXPfHI5xKkfFMXE0v\/9k=\" alt=\"Resultado de imagen de Nanofot\u00f3nica fabricar materiales \u00e1tomo a \u00e1tomo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Nanofot\u00f3nica fabricar materiales \u00e1tomo a \u00e1tomo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Nanofot\u00f3nica fabricar materiales \u00e1tomo a \u00e1tomo\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/a\/ae\/Comparison_of_nanomaterials_sizes.jpg\/400px-Comparison_of_nanomaterials_sizes.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Desde entonces se ha <a id=\"_GPLITA_2\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>estado<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> buscando la manera de poder dise\u00f1ar los materiales \u00e1tomo a \u00e1tomo. De hecho, los materiales nanoestructurados ya han sido utilizados en aplicaciones pr\u00e1cticas, siendo importantes en nuestra vida diaria. El color rojo de los vitrales en las catedrales g\u00f3ticas de Europa se obten\u00eda utilizando nanopart\u00edculas de oro; la pel\u00edcula fotogr\u00e1fica utiliza nanopart\u00edculas de plata; los bloqueadores solares utilizan nanopart\u00edculas de di\u00f3xido de titanio y de zinc como parte activa. El primer caso es una aplicaci\u00f3n del efecto nano del oro y es quiz\u00e1s la primera aplicaci\u00f3n de la nanotecnolog\u00eda. Quiz\u00e1s el mayor desarrollo de las nanoestructuras se dio con el descubrimiento de la microscopia de fuerza at\u00f3mica ya que con esta se pod\u00eda manipular a los \u00e1tomos o part\u00edculas muy peque\u00f1as. Hoy d\u00eda, la investigaci\u00f3n en el campo de los materiales nanoestructurados se ha multiplicado y sus aplicaciones abarcan todas las disciplinas convirtiendo a la nanotecnolog\u00eda en un campo interdisciplinario. Muchos pa\u00edses han implementado programas especiales para la investigaci\u00f3n en este campo invirtiendo grandes cantidades de dinero. La apuesta puede ser de alto riesgo, pero el premio promete ser enorme.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/a\/aa\/Feynman_at_Los_Alamos.jpg\" alt=\"200\" width=\"265\" height=\"284\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Richard Feynman<\/p>\n<p style=\"text-align: justify;\"><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;\">Hoy d\u00eda se estima el mercado de la nanotecnolog\u00eda en cientos de miles de millones de d\u00f3lares. Nuestro pa\u00eds tambi\u00e9n ha apoyado la iniciativa aunque en menor proporci\u00f3n. De hecho la nanotecnolog\u00eda no es una prioridad dentro de nuestro sistema de investigaci\u00f3n, no hay programas especiales de apoyo econ\u00f3mico en este t\u00f3pico y se compite por igual con todas las \u00e1reas. Con pocos recursos econ\u00f3micos se <a id=\"_GPLITA_3\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>tiene<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> poca infraestructura y en general grupos peque\u00f1os lo que dificulta la capacidad para competir. A\u00fan con estas limitaciones, se han obtenido excelentes resultados y hay grupos en nuestro pa\u00eds que cuentan con reconocimiento internacional.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"198882348\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2011\/04\/198882348.gif\" alt=\"\" width=\"230\" height=\"201\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/photos1.blogger.com\/x\/blogger\/7634\/3667\/320\/338036\/twist_01.png\" alt=\"\" width=\"200\" height=\"196\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>\u00a0\u00a0\u00a0\u00a0\u00a0 Materiales nanoestructurados y nanotecnolog\u00eda<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los materiales nanoestructurados (NEMs, por siglas en ingl\u00e9s) han despertado r\u00e1pidamente un gran inter\u00e9s debido a la diversidad de sus aplicaciones. De acuerdo a la definici\u00f3n m\u00e1s aceptada, los materiales nanoestructurados son aquellos en los que por lo una de sus dimensiones se encuentra en el rango de 1-100 nm. Es decir, los NEMs son tres \u00f3rdenes de magnitud m\u00e1s peque\u00f1os que los MEMS (sistemas microelectromec\u00e1nicos, por sus siglas en ingl\u00e9s), e incluyen nanopart\u00edculas, nanocristales, nanoalambres, nanobarras, nanotubos, nanofibras, nanoespumas, etc. Los NEMs pueden ser semiconductores, diel\u00e9ctricos, metales, org\u00e1nicos, inorg\u00e1nicos, aleaciones, biomateriales, biomol\u00e9culas, olig\u00f3meros, pol\u00edmeros, etc.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/pirman.es\/media\/k2\/items\/cache\/6052b471b50b91653af7591d4b0162e1_L.jpg?t=1451590418\" alt=\"Resultado de imagen de Cristales fot\u00f3nicos&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/0\/03\/Opal_Armband_800pix.jpg\/220px-Opal_Armband_800pix.jpg\" alt=\"\" width=\"220\" height=\"159\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSMHX8cXMyl0QgH-uFMmSstZatmTK86ZbqcJWYvcVmvt3anLR15\" alt=\"Resultado de imagen de Cristales fot\u00f3nicos\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nos sorprender\u00eda saber en qu\u00e9 lugares est\u00e1n presentes los cristales fot\u00f3nicos con las nuevas t\u00e9cnicas alcanzadas en la nanotecnolog\u00eda<\/p>\n<p style=\"text-align: justify;\">Aunque existen sistemas nanoestructurados de dimensiones mayores son los cristales fot\u00f3nicos. En el rango de nan\u00f3metros, los materiales presentan propiedades \u00f3pticas, el\u00e9ctricas, magn\u00e9ticas y mec\u00e1nicas \u00fanicas y totalmente diferentes de los materiales en el rango de los micr\u00f3metros o mil\u00edmetros llamados <a id=\"_GPLITA_4\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>tambi\u00e9n<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> materiales en bulto.<\/p>\n<p style=\"text-align: justify;\">tener una idea de que tan peque\u00f1o es un nan\u00f3metro podemos mencionar que un mil\u00edmetro tiene un mill\u00f3n de nan\u00f3metros; el di\u00e1metro del cabello humano mide 10,000 y 50,000 nan\u00f3metros; los gl\u00f3bulos rojos y blancos miden <a id=\"_GPLITA_5\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>entre<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> 2 y 5 nan\u00f3metros mientras que el ADN mide 2.5 nan\u00f3metros.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/axxon.com.ar\/noticias\/imagenes\/2010\/0518-atomos-de-silicio.jpg\" alt=\"\" width=\"502\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los <a href=\"http:\/\/en.wikipedia.org\/wiki\/Superatom\" target=\"_blank\">super\u00e1tomos<\/a> de silicio pueden formar, por ejemplo, <a href=\"http:\/\/es.wikipedia.org\/wiki\/Nanotubo\" target=\"_blank\">nanotubos<\/a>. Adem\u00e1s, se les agregar un metal de transici\u00f3n con el objetivo de cambiar sus propiedades el\u00e9ctricas, lo que se denomina <a href=\"http:\/\/es.wikipedia.org\/wiki\/Dopaje_%28semiconductores%29\" target=\"_blank\">dopaje<\/a>. <a id=\"_GPLITA_6\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>Cuando<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> el super\u00e1tomo es de <a href=\"http:\/\/es.wikipedia.org\/wiki\/Ani%C3%B3n\" target=\"_blank\">ani\u00f3n<\/a> (<a id=\"_GPLITA_7\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>tiene<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> carga el\u00e9ctrica negativa, le sobran <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/12\/nanofotonica-luz-nanoparticulas-futuro-tecnologico\/#\">electrones<\/a>), \u201cse le dopa con un metal <a href=\"http:\/\/es.wikipedia.org\/wiki\/Alcalino\" target=\"_blank\">alcalino<\/a>, <a id=\"_GPLITA_8\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> el potasio\u201d, que tiene un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/12\/nanofotonica-luz-nanoparticulas-futuro-tecnologico\/#\">electr\u00f3n<\/a> en su nivel energ\u00e9tico m\u00e1s externo. Del mismo modo, cuando son <a href=\"http:\/\/es.wikipedia.org\/wiki\/Cati%C3%B3n\" target=\"_blank\">cationes<\/a> (con carga negativa, al perder <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/12\/nanofotonica-luz-nanoparticulas-futuro-tecnologico\/#\">electrones<\/a>) se les dopa con un metal hal\u00f3geno, que necesita un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/12\/nanofotonica-luz-nanoparticulas-futuro-tecnologico\/#\">electr\u00f3n<\/a> m\u00e1s completar su \u00faltimo nivel energ\u00e9tico.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.ems007.com\/articlefiles\/79186-ScreenShot024.jpg\" alt=\"\" width=\"455\" height=\"385\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las propiedades de los NEMs son dominadas por los efectos de superficie mientras que las de los materiales en bulto son debidas a un efecto de volumen. La tecnolog\u00eda su producci\u00f3n y uso se ha convirtiendo en una industria muy poderosa: la nanotecnolog\u00eda. La nanotecnolog\u00eda es la ciencia e ingenier\u00eda de producir materiales o estructuras funcionales de <a id=\"_GPLITA_9\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>unos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> cuantos nan\u00f3metros. Es la tecnolog\u00eda del futuro con la cual se desarrollar\u00e1n los nuevos materiales y dispositivos. Las aplicaciones son sorprendentes as\u00ed como variadas, por ejemplo, la industria optoelectr\u00f3nica y fot\u00f3nica, biomedicina, sensores, celdas solares y de combustible, cat\u00e1lisis, memorias \u00f3pticas, procesadores de computadoras, fotodetectores, herramientas de corte, industria aeron\u00e1utica, moduladores e interruptores, cosm\u00e9ticos, etc. Aunque todas las aplicaciones son de gran inter\u00e9s, sin duda alguna las aplicaciones en sistemas biol\u00f3gicos son las m\u00e1s sobresalientes. Especialmente las aplicaciones de las propiedades \u00f3pticas de los sistemas nanoestructurados.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/geeknologia.com\/wp-content\/uploads\/2010\/12\/nanotecnologia-huesos.jpg\" alt=\"\" width=\"361\" height=\"270\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La Tecnolog\u00eda fundamental del siglo XXI: Nano Tecnolog\u00eda<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Uno de sus apartados es la Nanofot\u00f3nica<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.redicecreations.com\/ul_img\/2353nanotechnology.jpg\" alt=\"\" width=\"460\" height=\"297\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esas nuevas formas, la nanotecnolog\u00eda, entrar\u00e1 en el \u201cuniverso\u201d de la mec\u00e1nica cu\u00e1ntica, en el mundo infinitesimal, y, se lograr\u00e1n cosas que , ser\u00edan impensables. Posiblemente, la primera visita que hagamos a un mundo habitado por otros seres, estar\u00e1 tripulada por seres nanotecnol\u00f3gicos que, al igual que la misma nave, tengan medidas tan peque\u00f1as que ser\u00e1n imposibles de observar y, sin embargo, estar\u00e1n dotadas de adelantos tales que, podr\u00e1n medir, evaluar, estudiar, captar im\u00e1genes, enviar por medios desconocidos, y, en fin, ser\u00e1n las avanzadillas de lo que ir\u00e1 despu\u00e9s, la visita de humanos a otros mundos.<\/p>\n<p style=\"text-align: justify;\">La nanofot\u00f3nica es la fusi\u00f3n de la nanotecnolog\u00eda y la fot\u00f3nica. Es un campo multidisciplinario que estudia las propiedades \u00f3pticas de los sistemas nanoestructurados y la interacci\u00f3n luz-materia a nivel nanosc\u00f3pico. Ya mencionamos que las propiedades \u00f3pticas de las nanopart\u00edculas son dominadas por los efectos de superficie. As\u00ed, controlando el tama\u00f1o de las nanopart\u00edculas o nanoestructuras podemos controlar o amplificar ciertas propiedades de los sistemas bajo estudio. En general, las nanoestructuras pueden ser de tres tipos, semiconductoras, diel\u00e9ctricas y met\u00e1licas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Nano tecnolog\u00eda del futuro\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Nano tecnolog\u00eda del futuro\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Nano tecnolog\u00eda del futuro\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxISEhUTExMWFRUXGRcYGBgYGBoYGRoYGhgXFxgYGBcdHSggGBolHRgVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGysfHyUtLS0tLS0tLS0tLSstLS0tLS0tLS0tLS0tLS0tLS0tLS0tLTctLS0tLS0tLS0rLS03K\/\/AABEIAKgBLAMBIgACEQEDEQH\/xAAcAAACAgMBAQAAAAAAAAAAAAAFBgQHAAIDAQj\/xABEEAACAQIEAwUFBAcGBQUAAAABAgMAEQQFEiEGMUETIlFhcTKBkaGxFEJSYgcjM4KSwdEVY3Ki4fAWQ1Oy8TRUc4PC\/8QAGQEAAwEBAQAAAAAAAAAAAAAAAQIDAAQF\/8QAJBEAAgICAgICAwEBAAAAAAAAAAECEQMhEjEiQRNRBGFxQjL\/2gAMAwEAAhEDEQA\/AGjIcKiX1CoWdYZLkimV8KAtyKrXiXNtMukHavVPEpmr7Gi+XRKw3oVhl1i4opgYGDAGsjMXuLsJsdNBuFs4aB7MTanzP8KpXekWfKdZOnnStNPQ6aaofhmcMy7WvUKSbTcCqznxMuGa1zTTkWYmVd+dBTt0F42lZ1zWE2LrzFROHs1Zm0sak4+chtJ9k0Mw2GCzAqeZrM3osTL8ErG5rri4ANqjYbUF+FR85xDIuo+FzTExf4lwrFSV6UO4ZzuUXiLGpuXZ4spKtz5Wrd8mCOJE5X3pf2inSphUYHthvUjAYTs30V3hcBh4OPnRfLlRt25janRGTYPzLKFlUg9aq3ibh1omJAq3cRiLSaeh5UJzmASLYjmNvWhOKkhsWSUGU\/DFNJ3dyKZMk4Hkk3IqdlU8MEhV1NwatLC41BFqUAbXFSjjXb2VyZ5dREeDgW2xNEIOFEXmK9wnGBaR0K3selH8LncLgb28b1ZUc8nP2CkyVB90V0GXqOQolLjoiLgi1d4NBFyaYW2DsIY0PetUTO88hUbEVrxDECO61V9j4zfc3pZMeMLCeK4l8KhNmcknK9D1wpPIUQweCcdKW2ylJC\/ICZRqHWrh4UwUBiU6RekqHJAW1NRoZqsC2BrRVGyPkkkWD2saL4UoZ3nqK1hS3iOIZJdlvUf7Az95qaxFH7CeNzYWutBpMxkbxqWuFArpHhwSABQHoHfrG511gy833psw\/DEwXWV2qRJlyhL9ay2B60a5DgowN63xMMeo0HbGaDa9cWzMeNNYrLldo3iNiOVUpxhlR7RmXoaJz5riRIUW+miQw5Ze8L+NSjCis58vQn8N5voYK9Os2KRgCvOk7iHJbd9djQ\/IM0YPoY9aZOheNoacwkdxa9a5fgSAdq7qL7+FMWVrHaxtvTClI8ZKwkNx1qPw5m\/ZNY8qsr9IvDYdNaC5qoMRg3jO4tXJkThLkd2FxnDiy1kiTER3HxqFlWTsmIAb3VA\/R3mI1aGOxFNuPlGkMLXRt\/SuiLTVnLNOLoOYe1vfatMxjjkWRDtttXHAY5Q1ujC49a1zaYar+4+hpiSKuznKnw8mteV9iOVOGUY\/XGjePdb1rm2G7QSwsRtut6BcMynU8B63t6jcfSkXiy\/\/AEhmEh0sv3ozcelFWxjCMSx2YsN186X3xNmjlPI9x\/8AfpauYkZe1gB7yXdLeA8PdR5CcLJ+FxzyqWbZ0N\/d1opI+pduo1L69RS6M0KwjEhblbrJ\/U1yyLPlkjdmZVKNdRfoeY9Nqymro3xtq0SnypJJ0Y7Bvr1phz\/BWwpVGPdHy60AmkFyq9QJY\/TmR8L\/AArjxJxKywBkZe+LEdQbbkDwrckkbg20V+uZywyNpO5uKnnP5hEVtz69aXTNdtR8abg0U2HARDqHM9K5YSbvZ25IqKVoH5Hip5nCBzz5VY74XGBAL22FVdk2MbDzhh0NW7jOK4WhRtXeIFwBvVsMtbOb8iO9IFx5ZIfbkr05bCu53oZNnrMe6hNcWGIfppFVsjTCkuIiTkBUCfOgOVcf7JJ9p7+lYcFGvT40Q0Rpc0kbkDXPDYGSVwD1qS+IjXwrzC5wquLHrShosXJuBgkOs87XpbzeRUJUdKNSccMYNA52tSPipGkYk9aKv2ZpejZsXvRLJMSO0UnkDS7izo51ChzZ1buig5IyTZ9HHP4OxtcXtypBzJnfURypRyfGTyEGxpoi7S4BG1HHBR6Nkm5di7JlM73IvQ+XJ5weRq58lwq6NwK4YrBR6jsKOrF2ti6k4BuV3pr4TaKRDqte9LGKlRtwLUHmxLxltDEddq042qDB07GLizBpqZV8L1U2YRdliAfOrJwcpkCsxuSLGkzjTB2AcDkbUrVIaMrkOOVBWVT+IUC4lx8kKa0O6mxrpwzjdWHB6qRW2fYfWsi\/iXUKLehUt7O\/BHEf2oGOWxJ8a8434ahMLMi94C9VXl2bPhZrrzBp1wfHYm7stgpFjUlkTVMvLFKLtFdo7xv3SQb9Kd+EcS7akcnvg8\/HpSnj5U7cld1vTzhZohBFKi7ggNap4+ymZ2lo8xuJcQEqbPEflQDC8YyqW7Qa7+NS8xzvs5yVTuP7St1oDxNhAk11HcYBl8LEA\/1oTm\/RsUF\/oanzP9jiByPdf3f6UTwGURCQvqIOvu28xqT11cqCZfCpwBjP7STVLH6R7Ee8a\/4aj4XiqNYNLa+1ChRYd26sGR732IFxyorJ9geJvoKY\/OsOWkhRWYuw09LNuPjQrOs57LHC24i0ofzaQA1\/Xeh2fyaMQmIj2EgWZPIm+oe5w3yqPxXEO2Eq7JMolXy1e0PcwYe6pvIysMSTJHE8jxSMisezazL4FWGpfkfrUPh\/Ddo+5IXqenpejZwbTQwK8R7VAwFzYdme8naHmoBLbbG1qJYbJ+yhecnV2egW02UFzZdCWtbmbt4bCpuW7KqHjTGLK8tw4WNp8V2aRsSrW3ZT903vfrsAedc8TPw9ESUwuIxTX5uSq38g7KAP3aXsRBqi7UzKWuo0feN+djvbT1vbyFccukiRryoJBcbeQ5jfx2F+YtWcm+xowUeiRmGZYJ\/2eXIg8zHf\/tqPhIZbE4eKRFOx0KGFjcbqBex3F7VGxAAY90qCSQu+wJ2G+59fKp+Us0l4vtBiQ2vudxc8wN2UG9+dtXnQWgtWiC+QzKwvEGJ3030P\/A2\/yqdhJoFbQ0ZifwmuP5fW1c2wuEU2M0kh\/ukVRfls7nf10GjWEsyWmw+JeHoJ3iKL+ZZHSN0\/db3U6yNE5Y4y7OmFN+QP7q6R8TXdVubC3zY\/Lags8AgfVgphMi3ZoWIaRFBudJHdkXx0+8da65HnTOZGkswPI6lUL5aSbfWuiGZPs5MmCUdoLywNpJ3Nhe2w29KVcdLIwJVLDxpjOaBu6vf8kVn+NtK1xkxhAKEKoPR2UH00IL1VtMgk0IMiysetbJlko33pzEHWxA8QojH8T7mu8JU7ah7mLfPTakWNP2UeZrVCphe2BHOjGDVy12FEMQ6jqPiv9BWkkwVb7fWqKNE27NcVgO051mHyqJSL2oRPnbnYCuPbTv41rRqZbnDWEgsALXotnKpEt7Cqt4bxssLAsTRvPOIDKLXp7Fr0HMNxCFFqF4ziQ6jSo+OC9ajNmy0GzJD0U3NR8RFuPMWo1Fhb2NRcVhTbboaLQqZEyRu4y\/hNcOKMJrjkFumoUUyrB6ZmB5MKI5jhU0bkdQb0H0MiteCJ92jPUEUx4h+6jHodJpQhP2fGWB21dPWmmdr9ovlrFInoo1uysOK8J2c7jxN6iZUqlgGNqY+OIdQjlHUWPqKUIjvXHPxmd8PLGFM9wixsNLBri+1MPBWNurxnew1qPNd\/pegGIy39T2uoW22vvv5V1yLGxxXcswcA6NO+9tue1vGspeVgcbhQy8bw64y45owN\/wAkg1KfcQRQDH4pJcKgs5kj2vbu6SSxufInb1r2PiOaTtAyCVpF0cuQ2tZVHQi4FCFx80aPFqKq1wy2sfEg33HShKQ0INIYkxDrhcPiVtrw7FSDyMbNdPXfWtvA0KzDBxSQnEwXUK6rJEd9BYEqyv8AeQ2I3AIPjUfKoI5DaWbs16bE+O9uvIC3PepmQT6EmRoXkWRdJA2G263NtiGAN\/K1IOlRxfMUbCrAYyXQkq19lubvtzIPd25Dc1Y3AXDplwYxmNCLh4jeEFd2YDTrN+a87KObb9KUuB8slOKRdSKCQXOzEKL3sOV97b9SD0qx+K8S+NYYXDaY8PhtKWFwuv2RYAG4XZfAX3oN6DpCnm2OMjER2RL38SfNrdfpQ4AAWaRiPw32v6E00YfhSO15JWfyQdLBj+Iju6+a81NdpOGouUZ08lJPfUfdY6he25Q722fyqfNCPIvQj4l9PXaooxRBBHMEEeo3rpJEbvG2zKSLeBvYW9+371DiadMonYwznEYoKxWJEAO\/diSwHec3O5su562NRhJh4za\/btf2mDJCu\/PTtJKBufuC3Q0P+3y9n2XaP2ZNymo6SfHTe3U\/GuFEw2YvHpERpxNgwHdwaRofR5gQUPl3iLHyJ3y1oJrvpjV1DHViZHnJsAbELpuzXNhpa9jQrK5oez0jDdrKu92KiOxJtqOzjoLBgDbrXTLM9ZJlWQmGAMRJHh0WE2sRzUByQbXu1+dEAwpHIFuDiAnO0cceXR++Rzqb+Gg2e4Zo5RKsaxsVEgUMsqSIRtIrAaW5Hp41K\/tvDq3cJZ77MkShj5driWmk+AFST9olJk+yabi3a4lnaw8nmZY\/gu1YwHjzoSMEIJBHOSRivLkEXSPKpWNxCxEjt+X\/ALeMKD\/9pI\/nQqVWw8xVWiOqw12WVFJtcg2I28gaIQ48lv8A1WJnb8MCFV+f8lq0ZHLPGkzzJsZBLMFZdAN\/1kzl+QuBbui55b7b0fXMIl7qEX8Eux+EYUf5jUNsymVbNDBGPHFMjP8AwWBv+7UMYwt3ftEkn5MPHoX05L\/21aMiE4ErHIHYu6WJ6uQn+Qbj51qZ0ZdGx\/wi\/wAzUd8NbfsAp\/vpBqP7pK\/StIcPOXF9l8E08v3edVuyJIgy8X9i1\/xH+VHXy9ES5I91q0SFFA7vvc2+XOtsaFkFh8AD9TTpCtgqZL+yDXkOWOedToMOF\/1NSu3oBsXMwyRiajLw83gaaEnGrlepzYgeFbimbkxmzjAOEJSu3D+FLIe05mtYcYzd29TBeNbjcUWBCp+kLGHDIJIjuNqqHMeLsTLe8h+NW3xlhe1SQeIuKonFxaWIrmzyaqjs\/FjGV2grl2Ku12NzVgx4i4ik6EaTVTQuQRT3k+bxfZyrtYggj1oY52g5sdO0b55hi0EqW3ja49DVfstjViyZ4jsNEZcsLMOh8KAT5TGpvK+kk30KNRHlzABpcsbGwz46YuEsR1rvlmJEb6igceB\/37vfTThsDGUITCO9+TyEKB487Df1NBv7DlVtXaQKQbi88exB9a52qOiMrIs+KkjmMip2JYkhQLAC97LfoLCtYbzy6nOotdmY7k9T76IcQYHElVnmkRwdlKlSDy9nSAp86FZdNpcHpff0Ox+VAcZMvyqWQHsIl0i4LXG3qT6HqOVGIeEJz+1lVBvsLk9fHr3T1rlwPj+yxLQk\/tLlR4sO9b32YfvU6tzsPd4nla6nnf8AVH3moyk0c85yToVsPCuBlcIzOyoGJPO\/3VAvsNRFM2VwCCFVkIG12YkblramGrSblWVu63OOkbG4gtLOwv7aqPEBQWA+IX4VxcltySfn\/v8A0p2rSK8W0WPDjFkPddGYEcjqAYm4tezW7S+4J2krYMuwN7dBzbTpOwB0yAmPUOZ3hFI\/DeM7OYKxsj9x+mzeyeR5Gx3Bp4BbyG4\/watR8NSWEg\/LtNU2qJuNCXx1gjHOs\/4xZx+cCzNuAe8pVhcdeZpXxqWa\/wCLf+vz+tWfnOBE+GaNeVg0d9hdQWUc2W5QOntLug58qrTTqjI6p9Lf0H+Snixsb9EeAqGXWCVuNQBsSL3IB6bXqZnD4dnH2dWC2A7wALMegUE9Tbnvt15wKO5bnUyw9lCgRxcdsJChCsTtuQgYm9m9raqFjrleEmwra5J\/spYW0aRJiGB22gPs3uRdytr1maRxQWZsI0hbcPPMxuTvdo4ggPX7zDbnUH\/h7E7tInZAm5ed1iBPiS7Asfca6z4XtLCTMIndRZQzTugG2wl7MqPQbedYwQyrOCyPedMLawCwxiElSRqKyKjOWA3sWHLnvt7hc0wwfU0M03MdpNOC\/qF0FR05lvdQ\/B5FLrVkEWJUEXWKaN7jwtfV8qPtC66SuEgw1lAL4ns1YsL3YRsbLfwCmiAAZrAZI3mVCEUi5HJS2wF+Vyd7VMwDySxj9ZiXAFjHCojQf4pL6eVua1LzmXXE3a4wzMoJVERtANud20Bf3VNCcpCSYWWJyoOoFGdwiqTa9wW79x0CnxvRiJkWjseyi30YaM9e0kbEP\/Ag039RWk+fKNhJNJ5IFw6fBbk1DweX4VHGuXtj+CNGtfzc2PwU0dbBgG8OCVE6PiWPL0YqPkaqrOaTQvPnDf8ALhRfMgu3vL3+gr2DM5id0Q\/ugfS1NOHkj\/5rYdz4RQhj7iNK\/M0WSNCAY8KIz+OQ6R66SbfWrxi\/sjKUfoGZdqChpFVCeQsWY+didhU13bwP7xt8hXdAACym5+\/M30SgU2Yp2llBbfmat0QCmlj1+H9a2wsV2sfnTJkksBTvWvaoeOiXXdeVYw5cO8MRNGHYA3Fb4nguIsSNhUbJ+IuxhswJsNqWsx\/SDP2h0IdPSoNZLOpPFx2tiVi+KZYm2vTtwtxG2JjKt4Ut5hw80gBZdNFclwIw42NWVnM6rRA4zzggWjJ1cjVcDJpZGLaSSatXE4ZGYsVFz41wkQDyHwpZw5djY8jh0V9FwpJ1sPWpMWQRr7Tk+SgmmXFY6EK13XUOQ51X+OzaZ2I1G1+m1RmoxLw55O2OS4qKFNKRqhPNnfc+4bihE+cRryc+kSKP87b1F4ay6OYt2zkEDujfvHrc2NvhR8YDDxc1VR4sFv8AxSn6JSSbaKRSTAmDzV3cdlhzKx2vI0km3W9iAPW1AM6gkSVhKNLncjl8uY5daKcT5oe10w4iRo9K3F7KGt3gtgoKg8jaoEWSYubviGVr\/eIO\/nqbnUGzpij3ALhzE+syGXfQqi4O3O99rHc3BoamxplyjKcbAxZYEN1K2kKHn1A1XuLX2oJm2FkjlIlFnPePTmTfbmN77WFYYJYfFFWhnHtKefmNr\/8Ab86tgyB1VhsrANbyIvyO+yl+X\/TFU5l51KyHqNQ9Rsfkb+6rH4Gxplw2g7tGSLbHrqG3qHX9+ozRDKvYuG4abVa4la\/r\/u9bl\/P\/AHv7q9zSLTiJ08SHHmCLfRhRPD8MTtz0p13N2Gyn2Bc8mB5cgae1RVSVAGe4tv8A09fjT\/lWMEsSSE7kaW3F9SgLJZrq9yuhtmO8Z2odDwhGTZ5HZuVlsLG5TcbvYNo+7ya9GMvwiRDRCp3IOm5Yk2JUMN\/wyxm8fhU5OyUnZIW4O+zEjqR3tQ5ew5Al0nfV3ZT50g8UYLsMWSBZJe8Adraibg3AIswI5U9oNiF7ygchvddNiTpB3MJDbxjvRUM4uywzYZiN3iu+2+wsso7pIAuFfkvte6tHsCdSK1xEeliOnMeld8tzCeFj2LlWcaTYBrg3W1iDzBI99ZiO8gbqNj77g\/Pf96oisQQRsRuPUcqqjoRIxuHkU6pBctfvag1yLXBYE77jY+NeYAR9ovakiPfUQLnkbbDci9r23te29Ep4MZioxNIzSKilVLX2VRyBC2GyHmQTp62oMKJiZmiQdqewJaPaxKlbnfcKxJA5cyTzraAXPiT8TU7BY3DLCAYC8w\/HpMR66iVIkvy7oIW1hUuHPJwP1ZSEHmIY1j+LAaz\/ABUTGSZVOIWkaJ1QK3eYaByPLVYt7r0KyeWBVIliEjswEZZmVFAA1MwUgtzAtR7NUgaHUsskk7MEOrfut1JIuDz2+dRsvwUQUNJ2NxexkZjYX6RJuem5poJ2TyOok+X9XYfalUMAdGGiAYX+6WFrH1Y15HgAe8YHb8+Jl0D+EEE\/E11wuYx8ozK9uYhRYV+IBYj1ro7TjvLBHGPxyd5vXVIfoK6kjibJWEikOyuB+XDxf\/uw+prucPGpvIRf+8k1H+FaA4vMR\/zsWT+VLkfyFHeH8timTtETUPF2+dhTxZOSZyx2NhItdnA5BRpWlzG5iV\/ZxAe65+dPHYgHTqUflVQaIDJkZblV+FqdilXYPHYhnF72p8w8\/cHd386zG4RY+Vh6CoYV29lWNZaM9hlMzAWzWqC+NhvyHypWzLtw2nSRRXB8PSsgJvvWs1IsjiDExMgCjeleaCQLfTUmDMANIam3EzYcYfVdbkUH4aNubb6Kqnx4DWL7+AqRFOukllAB6ua6SDDqzN7TEnkNqHYmXWb6B6sdvhTCg1cLhdZLFnvfZRteoc2FA3SBV\/NIf5E0WBJ27QL+WNd\/jQ\/OskQDVJLIt+rLf+dSktFoPYNxGM0iz4kKPwxD+YsPnQuTMMMpuImlPjI9h8Ft8zXZslhb2cQn7wYfyrQZRAp784PlGpY\/E2FckkzsjxRH\/wCIJl\/ZBIR\/doqn+M3b51GEU+IJYlpCLXLNfnyF2PXwo9iMoSSNRDDIp+9LNZFG\/tar8rX23+VaYLE6ScLg33k7skx7pe2+mMH2E+Z62pCqdrQsC6nwIPoQR9DRTOYoQEZJ2mkYXcm+3kSVB1e81DzHCGKQoSCRzt4+G1xf31KixkAgKGImY3s9xpsb22tcEbcjb40ByHgptDBvA\/LrTnwfieyxei\/dlFhexF9tJ+Og+80io29HsBKXWNlP6yMj5cv9+QpZLQk1aHTjTCaWjnsbD9W439lrldulrsP3RTFw9OZYFBFyndIAuDpBK93vDvRl1vpHKq8zLN8TLcTTBU6psF535f6V0yfFl17JZD4rYkBwOhHiOlKo2qEjB8aZZGMxMKDTLIoA2ILA3Fghsg1i5QofZXdDQbG8WYcCwDyHyAVbmxJCvq++qsLAcztSywTqbnwsT9bVwL32VN+g53Potr1uBljCuN4uxD7JGiC9xqu5FmLDSHJAtdhsvIkUHxWOxLj9biHI6AnSBYW5G3QAbDpXOZZA2g3QkgWto58r+XnXubZJJAqOxUiTWBY966GzXXmBc7E0yiMoJEGeQBdIN+Vz6G\/M7k35motF5IsJ9nJBf7R+r0jvaeY7TXcBQLX0235XoaEph1o64PtW\/VI7APzXWQhtvdlvY2A8KKNwljAFYQM6uoZWWxBB5c7EehFCY4ze45jkRzv5Gi0GSTzq0ukyhVLtc620AlS1jc2uD8NqJmTcs4XxCteXDtpt1ZOe1iQXFxz6\/wBCdnhgjclBhYF6aycVMOV7opaNd7+FKEWFVfuge61M2XSYdlWFYlOJkKiK5tpt7bmx7wBu129ANqwCS0TS9pM0jPFh10oXUJeaQCwCKdK2HMD\/AErpgsngUXeNX\/ERra\/jZiVVfnU7G4iK6YSF2EOH7zzC3emb23YnzJt15dKVs0xOHdiPtTnzYH+proxRpWzmzyvSJWBkXCyMVmRASbKO+wB26bXttzqDxbjYmjBj1lt9RPXwtUVBg4zdpGkPkLfOuufZnDNGFhittVfRzrsQXkN6e+DeKYsPEVcEnpvtSNioGU7i1cVvXMpuLO6WOM4l9ZBxDhpE7QlVN+VSMdxvhYxbUD6VQ8IkHK9SsRl0wXUQbVb5nXRzPBG+y2YOMMLNIFCgeZphk4gwsS\/dr57wk5Rr0RjxLzOFBPOjHNYs\/wAen+i6MtzCDEyX0ijT42NDp22oBwhkXYwhzztUPMdRkJBroRyNKyTmDoV7poBLiG5XNvM1ExmbrEtr3pemzl3OwNBySHUWxiee3UD0qHNil9fU0KWOV\/GiGDywEd9qF2akFeGcxj7UBmC+g\/mad+LMrhmw66ib22PP\/wAVVT4dI3uL3oic7lcBSQBy7xv9a39N\/DfD8OwA2FifFiSPfp5fGlTMs2ljdo49CaSReNRvb83OmqTB6x3p9XkpA\/nUP+yivsQL\/idgR9QKjkhfRbFkSexMk7aZt9bt72NSouHpubhYl8ZGCfInUfhTbHAxur4gJsbLECLnoCVHL40t4rIZmdiBZb7NIwX61zvG0dccqZDznAxRaRHMstxc6dwPfYWPlQu1NKcNq0TaXaSXbSIwWUm+4JIFgBveo8WFw+FYNM\/ayqbiGM90EbjtJOXP7q3PmKRorGSYBSIlgttyQAPM8qmZjlUuHCFxYOCVIPMA2Pzrrm+YSTlGKBQqhF0i3LfdvvN51sMsxEsLTm7IgBJZrkLq0336X6Vgg6BxqBcFluLi9iRfcA9Nr0XxOZw3j7GNkAXvn8T39tVHsC1ha5rlDl8Bw7yNMFkAGlLX1HVbT4jbe52rIsXhhh2QwkykDS97aTcnV4naw0+VYw48P42DEMol0rKbAE7JILi9+iyWBFztv412z7DCDFyrGulVZgoNz3GFvI2IJ\/2Kr1ccQoXSu3I9bXva97EXPhTLlXFzaBHOgxEY2UOSHQeEcw7yj8puPKsYnZni5J2DyWJChBYWAVeS+65+NeYTJ5pz3AXIDWF7khAC1h4AMv8AEPGi6Z1hZIGiikCawoKzrZgFbWNEi3W5OxawvUBS6AhXsDz0sLG\/mOW23pWN6IOX4KN2s76BtY3A5sAdyCBYEm3W1hvW82HijnOg9tGr7MRbWo62Pv6V72Y8viK0Z0HN0Hqw\/rQDRIzPEpKUKxhNKBSerkX7zb2v6f8Aj3BYqWOwjkdPDSxB38CKk5blUs37KGaXzSMhf43sPrUPibAYuEpGiBSxAKo2qS56M\/3R0sLc+tYGhmylswmVmXESBU56nJHwvv6VXWZMRiTJ2jO4a5e+5b1HSmjL8HjuzeNm7LSASvJdNxqDNfZdN7kUVzDDQYnEmKPCLFiYrakW+nERgC7xCwCsBv5\/Onpp7EcrT4lfZlxDPINLMdPhyHw8aH4NGkcDxqVxBo7QhBYAn1HqKO\/o4yyOaazm1hcU63KhG0oXQ35D+jq6hpG5i9M+E4awkKgkX3saNrAUjAU308vSguI2cqfZfl5GuqqOG7ZXn6ScrRHJRbDpSfw5ghJMoIuL71a+f4DtoCCO+m3qKUuBpkgxRVwN9hepTjcky0ZtQaHafgmMiNolvsDUvibIg2F2QAqN9qccvkUqLV0xsQKkG1rVVIhZ8p5lhyjkGnD9G2S9tMCRsK48cYNBOQp6\/wA6M8B5gcMQDyNRjCpnRky3jougYMBAo6C1CJ8k71EMszISAGpb4tb10WzkpFIw8LvJINfKj+O4cw+HUE2vR9sXGTcWoTxDhzMBY0\/FC8mbZVk0c693lUfE5SsbEVOyBhh1tqqLmePQm\/OjoAnZ\/hJNVkoZDksrbk2prxGOU9KnZNhGmOwqbimyik0hcwmQ+LE+lFo8vjQb6R\/ia\/yFE88yGZGHeNvKiOHyWFUUndrb3o8QXsV5J0Gy628kXQPja9QZu05iGNPzSG5\/zf0p4CQjbYDy5\/KlHOMkXtGkdmWPoCdyKSUdFIyBbFZDpmxZI6qlwoHXyNBI8gBZnZ9EAJ77Dcj8q\/ebyo9A0YNocPqPi1z\/AKVxzvK8Q5UynSpsAvIAeQqUsdovDLQGzjPlMZw8K6Ye7u1i7FeRJ+7fwFA\/tDadOo6fC5t8OVMvFfDIwqowa+oXpVUVzyi09nVCSkrRJjwbspYKSBzIBIHrXmEw+twtwLm1zy99O\/AWJLpLALAvG4U26mxI94BHvqB\/wbiNBmC90XPMA2HMgXuRTrHpMm8u2mDeJOHvsoiOsN2ia7WsVFyNx7q34VzSCFv10IlB6G3KxFrkbcwdvCmPGYX7Tl6H78DFD\/8AGx1D4Nq+NQ8HwSxg7ckaRb5\/z8qb43ehfmXHZ5Nw+jgy4ZjJHzZR3ZEH5l6j8wuPSswuSJKL4eY9oOcMlgx80YWDelr+tNuHyeLCpDiInudW46W6g+FwbW86UuMME0E5aP2W7y28DuKZwVE45ZXVkeKR0cI8Kk3t3x9dqsLLsNiYTHojwkev2W7PWduXUWuetLnD+P8Atg7KYAyAdxz7VwNgT96mPLi32chr6oWup8uv9aMcUWZ5pk2PMcTiI3E2KlDJYdlHaJOdjfT3iPU17hOGIC5k0kggFRc9ee53PWo3aBZklHsyizep2P1o9l2IVDoYgW3F+oNUWNIlPLJ9sE4\/GpAWhlHdZdIc87HofEUExCALHETplVw2ExQ6N\/0pW5lTyHwoxxphlniYpuU8PCgfByHERvh3v3dwRzFvDzoZIckHFNxAmd5DLj43nEaR4uKQriogCpIJ2m022X0BoNgMHPl+NWN7agRupupBNjY+oI91W\/wxiMHPilZpQcSiNE0ikhmW9gsgU6dYFhqvfrYGlDjzIHwONGKZDLGWBYeK8rKeQsBt6VyxVNHfNXFosSXMBHh+0YbWvSRl\/EC4kun3lN1pvn7PFYENA2qNlupHwIPgQdrVS+HEmHxe1+e\/pXW31R5sY7dlpGUHTL0PdcUgcXZeYJu0Tle49KsPA4fofZkFx61HznJe2hKkd5PmKZoKZvwXn3aIh1eR9afMbgGeE28NqobIsWcLMYz7JNXfkHEKPEATuNjSNutBio3s+eOL4XjxDavGvMhxBkkVfMVbP6QuEFlUzIOe9V9wpgY0ns3O9BJ3Y0muNFrZfh9EIIO9hUGTGtemTA4QMgA5WqBiMsAY1ezloqeDOrbAk0Uix0jjrUPLMjVN2Ne5lnCR91aG12PW9BTB4V5DuaG8TJ2FDsrzyUyC16bM0y0ToC53o9rQGqeytmzV2OwNWH+j3MGUjWDUrKuCohYkXp1yLh+IEAAUiTirYzak6iiRj4zIl1HSq8zjBYpmPesPhV2JhFAsBS1neAiBOoilx5VJ0UyYHBWU\/iM0TCc++\/nyFCsZx0X9tFPupq4hySCR9iB76r3inK44j3CDWyOSVo2JQlpnWXi+TkgC+grqJ8ViQGJLAUpoh8KbcizWVEKKvMW5VHHJyey+XHGK8Q7iMOcVgwg3eMnbralvh3IhJLok7vSjmX4HExXmsbczRnDwR4kdondkXcjxtVuCbs51kaVAiTBrgcYoQ3AINWVHCpQEW0g3HhpYbiq744gOlJhztY+ooRgeN59IiLd2g2oumFRclaG3AYYR4iXDn2ZAR\/NfnU3J8OvZSwSOF3uL9CKi4xy6w4leewPuobxlA+tJEJAexNvGnoS7CKr2eDlubrqGn18qnZDgo8bFGXF9HdPp0rvg8gabBxx33O5o\/wAL8PLhUIJ586IrkLec8PphnSWIabHejOYYHXhmMfOTf30azGGKVWj1Akjl50JwBYRMnWM7UQXYCwOVyCFo3G47y1KjgWZUdttPdaij4svof3MK0+xCN2X7r8vrWBZKTCQR7X7rDe9Acqy5RLI0DjrUbOdTwMl+8l\/hSHw9nckGIsxNibGhKVDRi2tHHPMe+GxzSqbEtdrdT41dXD2aQ5vg+ykI7QDrzqm+O8Fdu0HI71A4Oz2XByrICdNwD4VyZI1I9HBO4odMPjJskxDwyAthZCTb8DdHXyPIj31pkwE+L1mO63qxczwcGc4PWtu0AquuCsc2AxJweIFgTaNj4\/gJ+nwp8c\/TE\/IxWuUey2hhEKgAWtyrybCqBf41vNiAFDeFB8XnQ3AOxro2cDaKw4+y3s5da+N\/nU3g7MS9gDvRDiGPtgRa5pOyOdsNPvsL0HplFuNF\/wCX4RpYCjeG1VBxNw1NhsVqANiauHhXN0kjG\/SpGfxwOvfsTUVJqVUWcE8d2KWCzUxYbWedqS8Xx6dZp0zHAhoSq8rVTOb5MyysPOrytdHNCn2Fsszjtm0k2FM2G4LWfvDcVlZSxdxGlFKVIM4PhvDwHvWBFbYlYXYAONvOvKyqoj2HsDCAuzbV1XM0hN9VZWVntGjp2Ep+LoRGWDb25VSvFPF+ImlbTe1zasrKgoKPR0vI5di+rYlzck12\/sJ33c1lZT8UxHJronYbhtBzFGcvy5UIsBWVlMkkK5N9j6MuEmGYeXSqxyZzh8WUPK5FeVlZixG\/FZSMRG8fvFIvEfBTYYB6ysrSimaGSSdId+CxG+EKMNwL1ynVZoCvWM3HpXtZRQt7J6ZkUjideQ2IqbisyY3AOzLcetZWUaFYm8PZnIuMCu3XrVm4+OOP9Zcd4b17WUnss+hSw2LCu6dDuK6Y7MiyDxU1lZVCRBmm1EN+LY0Li4OWWUt76yspasa3Ho34hysGLRzK1XeHxYhLoygqbgg1lZUMutnVg3oYv0d8XtgpwpY9mT18P61Z3H\/C8WYYf7TBbVYHbn\/5rKyuc74u0I0fGUpwxgmNp4tifxr0b16H49aHZJnrObMa8rKtCbbo48uOMbobMIdVA+K8r0\/rAKysq7OZPYW4GzYldN9xR3GSyk3JJFZWVl0LJ7onYXEHQfSq7zzMh2zbVlZTAij\/2Q==\" alt=\"Resultado de imagen de Nano tecnolog\u00eda del futuro\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La Nanotecnolog\u00eda marcar\u00e1 nuestro futuro. De ella partir\u00e1n las nuevas ideas e instrumentos, los nuevos modos de construir lo que queda por venir, nuevas maneras de sondear el espacio \u201cinfinito\u201d, de curar enfermedades, de sustituir \u00f3rganos vitales, de construir robots.<\/p>\n<p style=\"text-align: justify;\">Curiosamente, existe una creencia bastante arraigada en amplios sectores de la comunidad cient\u00edfica de que la <em>fot\u00f3nica<\/em> (conjunto de tecnolog\u00edas relacionadas con la luz) es un campo que cae fuera del universo de la nanotecnolog\u00eda. La creencia se apoya en el cl\u00e1sico criterio de Rayleigh de que la resoluci\u00f3n espacial de un sistema \u00f3ptico est\u00e1 limitada por la longitud de onda de la luz (\u2248 500 nm), y por ello es pr\u00f3xima al micr\u00f3metro, muy lejos de los requisitos de la nanotecnolog\u00eda.<\/p>\n<p style=\"text-align: justify;\">Yo, por mi , estimo que divisi\u00f3n es sin duda err\u00f3nea, y hoy en d\u00eda la fot\u00f3nica est\u00e1 \u00edntimamente implicada con la nanotecnolog\u00eda, e incluso se hablar propiamente de <em>nanofot\u00f3nica<\/em>, de igual manera que se hablar de <em>nanoelectr\u00f3nica<\/em> o de <em>nanomagnetismo<\/em>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/_mwxem-E7nmc\/S-r_nhINU_I\/AAAAAAAAACA\/h4OVzmB02dY\/s1600\/dibujo%5B2%5D.jpg\" alt=\"\" width=\"630\" height=\"503\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Sepamos conectar de manera conveniente todas las disciplinas del sabe Humano\u2026 \u00a1Las cosas cambiaran!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Dec\u00eda que:\u00a0 \u201cEn general, las nanoestructuras pueden ser de tres tipos, semiconductoras, diel\u00e9ctricas y met\u00e1licas\u201d.\u00a0 una de ellas produce fen\u00f3menos de especial inter\u00e9s interact\u00faan con una se\u00f1al \u00f3ptica, pudiendo as\u00ed ser aplicadas en diferentes campos. Un campo de especial inter\u00e9s es la biolog\u00eda.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSP1DD-ZzENGgopCYxZswrYiQM1XM3jiql04mZhZNKda22AGGY9\" alt=\"Resultado de imagen de Bio nanofot\u00f3nica\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSPEW2DIebGCuF66rgQ2IgApNP4lmm_B1DCcV2Yrv1NioF1G0PN\" alt=\"Resultado de imagen de Bio nanofot\u00f3nica\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS0W_-IFdUvzIs5s2KpJehRK1CMQZoAPC6nMzo28M7eH2aVVzfX\" alt=\"Resultado de imagen de Bio nanofot\u00f3nica\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTDFbG8EQLLsqAokPPsQ6sMM6UCK5Y2S1kTkhmxhyqKL7wx5IO9\" alt=\"Resultado de imagen de Bio nanofot\u00f3nica\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El estudio de las propiedades luminiscentes de sistemas nanoestructurados en sistemas biol\u00f3gicos es el campo de estudio de la <em>bio-nanofot\u00f3nica<\/em>. Especialmente trata sobre el estudio de sistemas nanoestructurados en aplicaciones biom\u00e9dicas. Diferentes nanopart\u00edculas han sido propuestas <a id=\"_GPLITA_10\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> ser utilizadas en la detecci\u00f3n de bajas concentraciones de diferentes elementos como c\u00e9lulas cancer\u00edgenas, virus, ADN, ARN, prote\u00ednas, etc. Tambi\u00e9n han sido utilizadas para la entrega de medicamentos en dirigida y controlada as\u00ed como para la destrucci\u00f3n de tumores cancer\u00edgenos. En la \u00faltima d\u00e9cada, los avances han sido sorprendentes pero a\u00fan hay mucho por <a id=\"_GPLITA_11\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>hacer<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>. En el CIO, durante los \u00faltimos 6 a\u00f1os hemos trabajando en la s\u00edntesis de nanopart\u00edculas y estudiado sus propiedades \u00f3pticas a fin de poder ser utilizadas en distintas aplicaciones.<\/p>\n<p style=\"text-align: justify;\">Las propiedades luminiscentes de nuestras nanopart\u00edculas son muy interesantes y prometen grandes oportunidades de aplicaci\u00f3n en diferentes \u00e1reas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de propiedades luminiscentes\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de propiedades luminiscentes\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de propiedades luminiscentes\" \/><img decoding=\"async\" src=\"https:\/\/www.uco.es\/investigacion\/ucci\/media\/k2\/items\/cache\/cd37ed46198bb78c38b3e24a7fc57fa1_XL.jpg\" alt=\"Resultado de imagen de propiedades luminiscentes&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Nanopart\u00edculas semiconductoras o puntos cu\u00e1nticos. Grafeno luminiscente<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los nanocristales semiconductores <a id=\"_GPLITA_12\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>tambi\u00e9n<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> llamados puntos cu\u00e1nticos son nanoestructuras a base de materiales semiconductores inorg\u00e1nicos y representan el grupo donde el efecto del tama\u00f1o es m\u00e1s evidente. El tama\u00f1o nano da lugar a lo que se conoce confinamiento cu\u00e1ntico, que no es m\u00e1s que la localizaci\u00f3n de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/12\/nanofotonica-luz-nanoparticulas-futuro-tecnologico\/#\">electrones<\/a> en un espacio <a id=\"_GPLITA_13\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>bien<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> definido, es poner un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/12\/nanofotonica-luz-nanoparticulas-futuro-tecnologico\/#\">electr\u00f3n<\/a> en una caja. Mientras que tama\u00f1os mayores los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/12\/nanofotonica-luz-nanoparticulas-futuro-tecnologico\/#\">electrones<\/a> est\u00e1n no localizados. El confinamiento produce un ensanchamiento de la banda de energ\u00eda prohibida del semiconductor as\u00ed la aparici\u00f3n de sub-bandas discretas en la banda de valencia y de conducci\u00f3n. Las dimensiones t\u00edpicas oscilan uno y diez nan\u00f3metros.<\/p>\n<p style=\"text-align: justify;\">Con frecuencia se les describe <a id=\"_GPLITA_14\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> \u00e1tomos artificiales debido a que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/12\/nanofotonica-luz-nanoparticulas-futuro-tecnologico\/#\">electrones<\/a> est\u00e1n dimensionalmente confinados como en un \u00e1tomo y s\u00f3lo se tiene niveles de energ\u00eda discretos. las nanoestructuras m\u00e1s estudiadas se encuentran las de CdSe\/ZnS, CdSe\/CdS, InP\/ZnSe, CdTe\/CdSe, entre otras. El resultado m\u00e1s vistoso de estas nanoestructuras es la capacidad poder sintonizar la longitud de onda o color de la emisi\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/en.hdbuzz.net\/system\/production\/media\/picture\/172\/article_codev-2013-07-03-4781397044-wormatlas_300.jpg\" alt=\"\" width=\"300\" height=\"225\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">As\u00ed, con un solo material y variando el tama\u00f1o de la nanopart\u00edcula es posible obtener m\u00faltiples colores o longitudes de onda de la se\u00f1al emitida. Las aplicaciones son impresionantes y apuntan en todas las direcciones. Por ejemplo, podr\u00edan ser utilizados como colorantes inorg\u00e1nicos sin problemas de degradaci\u00f3n a diferencia de los colorantes org\u00e1nicos. Tambi\u00e9n podr\u00edan ser utilizados en el dise\u00f1o de los nuevos amplificadores \u00f3pticos de amplio ancho de banda tan importantes en los sistemas de comunicaci\u00f3n \u00f3ptica; en <a id=\"_GPLITA_15\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>este<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> caso nanopart\u00edcula con un di\u00e1metro determinado funcionar\u00eda como un amplificador, as\u00ed el ancho de banda se determina con la selecci\u00f3n adecuada de los di\u00e1metros de las part\u00edculas. O bien la producci\u00f3n de fuentes de luz blanca mediante excitaci\u00f3n con un LED u OLED o por electroluminiscencia.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-e9uVN4cAmkQ\/TrG1FOeX7zI\/AAAAAAAAAqU\/d1eoXoEST-E\/s1600\/fluorescente%2B.JPG\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Quiz\u00e1s una de las aplicaciones que mayor atenci\u00f3n ha recibido es en su uso como etiquetas fluorescentes con emisi\u00f3n en la regi\u00f3n visible del espectro, <a id=\"_GPLITA_16\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la detecci\u00f3n de una gran variedad de compuestos entre ellas c\u00e9lulas cancerigenas. Las t\u00e9cnicas actuales no detectan bajas concentraciones de c\u00e9lulas cancerigenas o compuestos de inter\u00e9s, por lo que la t\u00e9cnica de detecci\u00f3n de fluorescencia de nanopart\u00edculas es una gran promesa para la detecci\u00f3n temprana de este mal, para as\u00ed incrementar el \u00e9xito en el tratamiento. Dado el tama\u00f1o tan peque\u00f1o de los puntos cu\u00e1nticos actualmente se intenta desarrollar nanoestructuras m\u00e1s complejas formadas por puntos cu\u00e1nticos o nanocristales acomplejados con diferentes componentes que desempe\u00f1an distintas funciones, detecci\u00f3n, entrega de medicamento dirigido, efecto de la terapia, etc. Es decir, se busca una nanoestructura inteligente con m\u00faltiples funciones. El problema que presentan los puntos cu\u00e1nticos es que son poco estables ya que tienden a aglomerarse, adem\u00e1s de que se excitan con una fuente de luz UV donde la mayor\u00eda de los compuestos que se pueden encontrar en interior del cuerpo humano emiten luz lo que significa p\u00e9rdida de contraste en la imagen de la c\u00e9lula deseada.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Nanopart\u00edc<\/strong><strong>ulas diel\u00e9ctricas o nanocristales<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/k45.kn3.net\/0C928034F.jpg\" alt=\"Resultado de imagen de Nanopart\u00edculas diel\u00e9ctricas o nanocristales&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los nanocristales diel\u00e9ctricos son \u00f3xidos que presentan una banda de energ\u00eda prohibida muy ancha y <a id=\"_GPLITA_17\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> consecuencia requieren altas energ\u00edas de bombeo o luz en el UV obtener emisi\u00f3n que en general es d\u00e9bil, aunque <a id=\"_GPLITA_18\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>cuando<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> se combina con adecuados y diversos componentes son excelentes emisores de luz debido a su eficiencia y alta estabilidad. Son excelentes matrices soportar iones de tierras raras que son muy buenos emisores de luz. En <a id=\"_GPLITA_19\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>este<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> caso no se observan efectos de confinamiento debido a que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/12\/nanofotonica-luz-nanoparticulas-futuro-tecnologico\/#\">electrones<\/a> se encuentran localizados en orbitales at\u00f3micos del ion activo. Sin embargo, la din\u00e1mica de los iones emisores de luz se ve afectada por la interacci\u00f3n a nivel nanosc\u00f3pico lo que producir una mejora en la eficiencia de emisi\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.estiloymas.com\/wp-content\/uploads\/2010\/06\/computex300.jpg\" alt=\"\" width=\"300\" height=\"200\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.novate.ru\/files\/u4755\/iHolo-7.jpg\" alt=\"\" width=\"476\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">los nanocristales mas estudiados se encuentran algunos silicatos <a id=\"_GPLITA_20\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a><em> Y2SiO5<\/em>, la combinaci\u00f3n <em>nY2O3 + mAl2O3 <\/em>que comprende puramente el \u00f3xido de<em> <\/em>itria, puramente el \u00f3xido de aluminio,<em> <\/em><a id=\"_GPLITA_21\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>cuando<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> se combinan con <em>n=3 y m=5 <\/em>da<em> <\/em>lugar a la estructura cristalina mas<em> <\/em>utilizada en \u00f3ptica producir <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#\"><a href=\"#\" onclick=\"referencia('laser',event); return false;\">l\u00e1seres<\/a><\/a><em> <\/em>conocida como YAG, o YAP la<em> <\/em>combinaci\u00f3n <em>n=m=1 <\/em>que corresponde a<em> <\/em>uno de los cristales mas sensibles a la radiaci\u00f3n ionizante y que es utilizado <a id=\"_GPLITA_22\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la detecci\u00f3n de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#\"><a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a><\/a> o rayos gama. El \u00f3xido de titanio (TiO2) y el \u00f3xido de zinc (ZnO) que se utilizan en los bloqueadores solares adem\u00e1s de ser excelentes para los procesos de fotocat\u00e1lisis, \u00fatiles en la reducci\u00f3n de contaminantes, para celdas solares y como bactericida.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de la radiaci\u00f3n ionizante y que es utilizado para la detecci\u00f3n de rayos X o rayos gama\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRQ6apawzsIXz5K9S3w-PhV5Zw5Tw3sFt-IEG_F8r5dbiSxLFoQ\" alt=\"Resultado de imagen de la radiaci\u00f3n ionizante y que es utilizado para la detecci\u00f3n de rayos X o rayos gama\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Recientemente, hemos demostrado que el \u00f3xido de zirconio (<em>ZrO2<\/em>) combinado con otros elementos bloquea el rango completo de la luz ultravioleta, especialmente aquella regi\u00f3n que produce el . <a id=\"_GPLITA_23\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>Este<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> mismo nanocristal presenta excelente respuesta en la detecci\u00f3n de radiaci\u00f3n ionizante, UV, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#\"><a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a><\/a>, gama, beta y alfa, tanto en tiempo real como en acumulada lo que sugiere buenas oportunidades para su uso en el dise\u00f1o de dos\u00edmetros para la cuantificaci\u00f3n de dosis recibidas.<\/p>\n<p style=\"text-align: justify;\">Adem\u00e1s, es excelente soporte para iones de tierras raras, con las cuales hemos obtenido luz visible (azul, verde y rojo) excitando con una fuente en el cercano infrarrojo. Ya que con fuente <a id=\"_GPLITA_24\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>solo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> se excitan los nanocristales no hay emisi\u00f3n de fondo lo que mejora el contraste de las im\u00e1genes obtenidas. Estas caracter\u00edsticas convierten a estos nanocristales en excelentes candidatos en aplicaciones biom\u00e9dicas para la detecci\u00f3n de diversos elementos a concentraciones bajas. La fabricaci\u00f3n de estos nanocristales implica un tratamiento t\u00e9rmico para el proceso de oxidaci\u00f3n lo que induce un tama\u00f1o de part\u00edcula grande. Se han reportado tama\u00f1os de part\u00edcula 10 a 90 nm.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.iem.csic.es\/departamentos\/evpm\/fotos\/nanoparticula.jpg\" alt=\"\" width=\"295\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\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 Lo curioso es que en todo, siempre est\u00e1 la Luz presente<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Muchas veces se obtienen cristales muy peque\u00f1os <a id=\"_GPLITA_25\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>pero<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> con poca eficiencia de emisi\u00f3n, el reto es obtener mayor eficiencia de emisi\u00f3n sin incrementar demasiado el di\u00e1metro de las nanopart\u00edculas. Tama\u00f1os promedios con los que se han obtenido excelente eficiencia de emisi\u00f3n son 40 y 60 nm.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Nano part\u00edculas met\u00e1licas, plasmones.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Nano part\u00edculas met\u00e1licas, plasmones.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Nano part\u00edculas met\u00e1licas, plasmones.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Nano part\u00edculas met\u00e1licas, plasmones.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nano part\u00edculas met\u00e1licas, plasmones.<\/p>\n<p style=\"text-align: justify;\">Las nanopart\u00edculas met\u00e1licas tienen la habilidad de esparcir y absorber la luz incidente. En caso, los efectos en las propiedades \u00f3pticas respecto a su contraparte en bulto se derivan de los efectos electrodin\u00e1micos y de la modificaci\u00f3n del ambiente diel\u00e9ctrico. A escala nanom\u00e9trica la frontera metaldiel\u00e9ctrico produce cambios considerables en las propiedades \u00f3pticas.<\/p>\n<p style=\"text-align: justify;\">resultado de la interacci\u00f3n la nanopart\u00edcula met\u00e1lica y la se\u00f1al \u00f3ptica se obtiene la oscilaci\u00f3n colectiva de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/10\/12\/nanofotonica-luz-nanoparticulas-futuro-tecnologico\/#\">electrones<\/a> de superficie lo que genera bandas de resonancia conocidas <a id=\"_GPLITA_26\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> plasmones localizados o plasmones de superficie localizados. La longitud de onda o color a la que se obtiene dicha resonancia se le conoce como banda de absorci\u00f3n del plasm\u00f3n que depende tanto del tama\u00f1o como de la de la nanopart\u00edcula y es lo que da lugar a la diferente coloraci\u00f3n observada. Las nanoestructuras met\u00e1licas m\u00e1s conocidas son part\u00edculas esf\u00e9ricas, barras y pel\u00edculas con n\u00facleo diel\u00e9ctrico. Aunque m\u00e1s recientemente se han reportado otras estructuras como cubos, tri\u00e1ngulos, estrellas y ovoides. En todos los casos, la banda de resonancia se recorre hacia el cercano infrarrojo en comparaci\u00f3n con las nanopart\u00edculas esf\u00e9ricas cuya banda centrada en la regi\u00f3n verde del espectro.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhMTEhMWFhUXGRsaFxgWFRYYGBobGR0eGhoYGBoYHSghGholHxgWITEhJSkrLy4uGiAzODMtNygtLisBCgoKDg0OGhAQGy0mICUtLS0tLS0uLS0vLS0vMC0tLS0tLS0tLS0tLTIxLS8tLi0tLS0rLS0tKy0tLS0tLTctLf\/AABEIAMwA9wMBIgACEQEDEQH\/xAAbAAEAAwEBAQEAAAAAAAAAAAAAAwQFAgEGB\/\/EAEcQAAIBAwIDBAUICAQFBAMAAAECEQADIQQSMUFRBRMiYTJxgZGhFCMzQlKxssEGYnKCkqLR8JPS0+EkVHOD8WOzwsMVQ1P\/xAAYAQEBAQEBAAAAAAAAAAAAAAAAAQIDBP\/EAC4RAQEAAQEFBQcFAQAAAAAAAAABEQISITFR8AMTQWGhMnGRscHR4SIzUoHxQv\/aAAwDAQACEQMRAD8A\/caUqlc0lw3N4vELjwbQRjznn\/fWgn0pO3JnxMJPkxA+6pqr6Gducnc8wIHpHlVigUpSgUpSgVU7KvF7SMxkmZOOpHKrdZ\/YP0Fv2\/eani6STu7fOfVoUpXD8QJj1R+dVzUtT2ltN0BCe7QtJ4SACB6ju\/lPlNY9tNuK9yZBIksQDFzugfR5+lH2c1rbD9o\/y\/0rwW\/1j7l\/pQVuzNaboclSu1gBPMMiP8N+31qau1EUI5nj0XmfVUtBDqrbMsI2wyMwDwOcGotKzhijsGhEMwQZMhiTMGds4AqXV6gW1LEEgRhRJyY4c+NV9JdD3WYAibds5HUuRngePImguzXtYD9iXJuMLniYOvE5lrzJPq75TwkG3jBrfoFKUoFKUoIbeoBd0zKxP7wkRU1UdL9Ne89v8o\/3q9U03IVBrNUtpC7mAPV+eKnrhhJHt\/KqKF\/thUIlGg7fsyNys+ZPABDwnNRWe3lYAhGEm3x28LpUAjax4d4hM9TWn3ImczETJ4f2T764v2hBOZEkZODHGgnpSlApSqdzUXQ4UWpWfS3Dh1z93q9gS6L0c\/af8RrPv6C6bjMH8Bbdtz4l2Ind8YiVuHh9cHrV\/QmUmCPE+DEjxHBjFWKCHR2yttFZtzKoBbqQIJ9tTUpQKUpQKz+wPoE\/e\/Ea0Kz+wfoE9bfiNZ\/6dZ+3ffPlWhXJ4j1H8q6rk8R6j+VackHy5elz\/Cu\/5a9XWKSBD562rgHvKwK5+Xp0uf4N3\/LXqa1SQIuZ62roHtJWBV2NfL0azo5ev4U7va43qhU5crM8IcID5ySPUK1axD2gouBWsBW7wgMNpncUG5cSSS21uhVuOJ26jJVVJ75+mxPxP\/tUmqsb12kkZBkccGfZVfSWgl1lDExbtjJGAC4HvigvUpSgUpUGquEABfSYwJ5cyfYAT64paJ6p9paw2gpChpaGlohQCzNwMwAcVJYchijGTEqxABI4GYxIMcAMEVQ1BXUMFRpU2rqniILbADnyLEdQZ4Grp3izpfTnqbnwcD8qtae+roroZVgGU9QRIPurC0msZm0TAwLvfFhjIYFwPfFT\/ofenR6VTxGnsk+1Yj+U1JpxpzeusLY2qjuOAZJAEHJx0qSorzkZCljBwIk5HDcQPjRHnyu39tP4h\/Wq2u7UtICC4koz4z4V9I45DPuNdfLX\/wCXu++x\/q1S7UvnidMWPdsfEFLD9TwyPFAjMdYimLOI2qUpQcWryt6LA+og\/dXdY3aQAvWQG2EkQFL+JVKzuCsoAyFk7vSiM1fvdoW0cW2aGIBAg8CSJmI5Gg70RlZ\/WflH1j1qeq+hYFZBBBZ4IyD4jVigUpSgUpSgVR7FHzK+tvxGr1UuxvoV\/e\/Eani6T9u++fVdrk8R6j+VdVyyz\/sYquaH5YvR\/wDCuf5a9XVKSBD+23cHxK4qTu\/M+807vzPvNa\/T1\/jWdPL1\/DDTXot3uxYRT3hBK9T3fiHgEkh1mOAHE1tX7jD0V3e0Dl5+cVyulQRAiMiOU8ffUrrIjPsJB94rLKr8vDWy9oFzIG2GU5g5BEjBByK50lwtdYspU93b5g8S5IHPHDIFR9iEi1Lp3ZJyDjMAH6q88cIMYJEVPaM3mIIINtIj1vmeY4UFulKUCqFjV27l6EdW2JOGB9M8cdNnH9aoO1dehIs7j4j84QrEBFgvJAgDKqc+HfOKkTTrdUspAO4m2wA8O0BMdVO044EGlnDJive3h80SCQRAkcYfwNAHEwxIHUCotMwGrubQNrWrYBBxuQsSI4SUdD5hfIV0mp7y5btsNroS7rxGBtUg81YtuB\/UIwQQM7vNlp3WQd5uWpkh1A7sAQM+ASB0KnrF9ni1OTi00\/I3AACtdWPKdo+AHvq1+if0aDpZtj3NcH5VR7TYI10LEWxp7ikEejccWz54FljPA7vXWh2Bi5cT7KD\/AN6+Pyq2XH9\/Qs3Nyor5PLBg52lhy4gVLSssqW679tf8C5\/nqpr\/AJQZCMsbCPQYHf4oMGfDlMeR61sUplclKUoiK7pkZlZlBZfRJGRMT8QD6wOlSRXtKCHSeif2n\/GamqDRiFMfaf8AEanoFKUoFKUoKyaxS72xO5AJxjImAecArPTcK47HHzS+37zVHCxc5s19Z8jLD+WyorQ7O9GOh\/IH8612mmTVMcuvk3p9i++deq1SlKywUpSgUpSg4u2wwhhIx8DI+IFVNNZVbzBRHzdsc+ALgZ9lWdRv2+CN0j0piJE8PKaraTf3jb4nu7eQTky04gRn+xQXqr666VWF9NiFSc5POOcCWI6KasVn6m8A7O3oWULHn4iJPtCD295VixHpFVDdaPBaUIOZO0b3aeZJaD1KVJptE1tRsYKSPGpEoWOWYQRtJMzGDJMTmvLdkratofSdhv6SSblz2HxiPMVo1Lf1GVD\/APGIxLXgtxjz2wAv2Bz28ZBJkk8sC8BXtKuUYfbHYm6062AAzI6EMzRtYQApyV2kKVAwIIxukVv0f1ivq78HjatEcj47mouAR12Mpr6Wvl+1uz\/k99NVbWU37r6iS3osodP4sr7s4OpczFal4vqKVU7P7Ts3hNq4rRxHBlPRlPiU5GCAat1mzHFkpSlQKUpQKq6jQI7rcady8PEY90wD5jNWqUFfQrCRnDPxJJ9I8zk1YqDRDw8Z8T\/iPSp6BSlKBVC7qn2tdG3YoJgzLKOLBpgTyweHniXUPvPdr++R9UfZ\/aPwBnpMfaENtsj68bgOAtrlp8iPB+95Gumib5nqN+zFDXDboZGTathieBlB85x4GA4j1ipeGoEcAzj327ZqbtbTeB9sfOQjqfRbfCSehgxOccQcRk98bJu95gqqsm4iXVQysQQcsEAkcZWYzW9M2rmcd\/q7dniabjlfpG32LdLaewxMlrSEnjJKgzV2sv8ARt1+TWEDAslq2GA5HbGfap91alY7WY16ve82LOJSlK5hSlKDxmgEnlVLS31e85Vgfm7ZieAJciRykGr1VbeLzCIAtp6uL4oJ790IrM3BQSfUKzFtk93bPpO3fXucAGQs\/tbFE8VRulNVrVYrzQEFQok3nGVCDmqmGLcJAMgA1JY3DdwN58vGVtjks48Kg4GCxJMCTGvZmavksp4rhPJBtHrMFvcAon9qrNR2LQVQo5deJJySfMmTUlYiFKUqhSlKDJ13YFq4Z2rIiJBxHJWUhlHkGjyqudBfT0Lt0dSSt4AdAG2kewGt6lJbOC5YR1t9eLWh+2GDH1BhbHxNT2+0L\/OxI+1vH3JvNa1QvpLZyUUnzUVc3lDLrT3CygkQemf\/AJAH4V5XdtABA4UqI6qK+rnbsYCDmRMjp91S0oMpvlCKTusASTLBx6TEj62OIrxX1bCVbT\/w3CJGCJDcs1p3bQYQwkdD5ZpathRA4ZPvMnj5mtbV6ka2r1Iw9Zc1qkDvtIvEndauYA+t9MMTtHtrx9H2gRBv6fz+aurnERtuAxx+tW3d06sZZQTEezpUta73V5fCfZdu9SPm9Na1m7Z8o0wAmBatFcg+IQzuZEqT+1VmzptRaDNusDmzsLrEgZlmZ+Ak44DlWqmlQNuCDdnMZ8XHPnA9wrnX3UVCXyuAREzuIUD3kVi6rTbvUihpu+fxsbTsp9FXIRWjnAJmD1PHhXXaW6FLd2COB7yCBgufEsEADcQR9UcwDXidq2UMAEBp4AzKwHnpAKeucVpXrCtG4TEx7cGs4TaucsF+x7pO9GtZzPj55kAEKZOeHMmajbSands+UpPDBIO6J27QfsyfUK+lRQAABAGAK4FhdxaMnM+yPuxW9vVza73VOowD2ZrRMapQOpDN75OKh02n17zt1trHIWlbBna3HmM+2vqGUEEHIPGo7OnVZKgAmJPMxwmr3mrqRe+1eXwn2fPCx2im1n1dg5Ep3Mbj9hWLjJyAY9lfSW7gYAqQQeBBkGvLtoNG4TBkeRHOlm0qqFUAKBAA4Cpq1W8WNWu6uPyk+T1wSCAYMYPTzrC7R7Nd2AZrzLsUHuu5AaN0hxdJkGZ8utb9Kyyw9NpwpaLGoJEAlnt7jAkS4uBmGeZI41es6ggQumuKM4Hcjnxxc58ak02hVDKzwI5c23HgOp\/vNS6mwHUq3A8fvoK661yAfk93PKbM\/wDuUbWuI\/4e7kxxs\/H5yrFiyEBA5kt7WMnhUer0K3PSngVwSMGJyM8vbznFBx8sf\/l7vvs\/6leDWvJHye7gA8bMZnn3nl91XayRcsK5cPLBnkTwJgXP4QoJHKPVQWhrHz\/w9332f9SuV1zkT8nu+qbIOP8AuVOGS6jAGVYFSR54NeaTSLbnbOTJkzyA\/KgifXOBPye7xAwbJ4mP\/wCnnXp1j4\/4e777P+pUup0iuVLT4ZiP1hB+BqVEAAAEACAByAoKh1zyB8nu5BPG1GI4nvOOfga9Gsf\/AJe777P+pXT6BS+\/M7g3HEqpUfAmrLLII60Eemvblkqy5IhonBjkSIMTxpUek0S25KzkKMxwWYgAQOPKlBZqC9rEVlRjBbhgxz4mIHDnU9cG2s7oE9YE+\/2n30HqMCJBBHUZrqqI1IS0WGZcgdJe5tBnpJEnpXGi7WW64VRghyDK8bZQEEAkgzciDBBUyOFBo0pSgV4RXtKDnYOg91R6SxsQLJaObGSeddai+qKWcwo4k+eKkoFKUoFKqXdYRdW2LbEESWg7RhucQTKgRI9IVmDtu9sVvkzMSm7G8Z2K5GLZjLlRxyp50G9SqPZ+rd2cMm2AOM8d9xDEgYIRWGODVeoIdVqVtqXYwBHxMCOpk8OJ5U0+qR\/RYEwDE5APAkVNVYfTH9gfiNBZpWDqO2Lo4WjhrsnaxXagvBcgYk27ZMkfSACZreFApSlAqD5Hbz4FzM4Gd3pe+TPWp6UFezpyrkggJAhAAPFJJafOQI8qsVFprwdFcTDCRPHPXzqWi2Y3FKVX1911Qm2m9uQx+ZH386IsUrL1F\/UBoVVPozjG3axYjxCDuCrzgEGM1Fa1Oq8O9VBJt4Ajjt70HxtMAvHDKc5oNmlKUCq1\/XIjqjGC3DBjPU8uHOrNebRMxnrQV9JDIeDKS\/mCCx94qfYJmM8JqLRMCsjI3P8AiNT0ClKUCvFYGYPDBqDXakW0ZsTB2gmNzRhR5k4rMv2Gsd2LUTci2zEfXnd3pEgTHek8ySvSnisjrtq+Li3bAB3eETiDPiIHWBE+utWzdDKp6gH31h6UM7aa4whjcui4J4Hawx1juwKyuz9YzWbBZtx2WRugCY1KoDjyAqb5mpLmSeb7WlKVRGEBJnr+Ve90OlRXFc+gyjOdyFunCGEVyqXpEvbjnFph\/wDZRcJigBEdfyqSs+xavC4Cz7k8WDtmZO30VH1f7PGtCiFVVHz5P\/pj8Tf1NTXkJEBiuQZHkQSPbEe2qmltFbkFi0W1EkdCZPtoL0V7SlApXF66FEn\/AHJOAB5k4qnqu0NqnBRujAHABLMNpIMKDz4wDxqZa06LeDy\/qFuXBZDsCNzGNw9GBCtwMF0Jg+RrK7Q7QdgMFe7BeQTnawtOCPKbuMiNp9UmmDAMz\/SWYcgc53NdjkT42WOqqcYFVXuNDqpB32oXmO8v+M+uD4scri08cvTo0Th11waVntVLe63BJR7iny2r3uOvhZa2a+K190NcuMvAi6wPrsFZ\/lr7RGkAjgaTr41jt9E04vP7R7XDDI9R\/Ku64cZ4xg\/l1qvO92DoPdTYOg91cd0ftt7l\/pVTXWmJWLu3BGTBJYgKcdCfbgc6LhctDLev8hSq3ZKEJDP3hk+KZnhzpRF2oL2qVCoYwW4YMe08Bw+7qK7S+pJUEEjiPh+R91dkUEGhcFJBBBZyCDII3HINWKg0TArIyNz\/AIjUl66FBZjA9\/HAAAySTAAHGg7ri\/eVFLMYVRJPkKy9Ne74yzvbLZtKPD4eT5BDkjxEGdoIBAMk1u0u0CjLbux4YubuCPmLSsT9GTcznHzZzxhLFePeF+4FuWyodtqh9plLfjuQVJAPeKqsOij2d64FiLVwx3KtdDnPoiLTnqcvPmnQip9JoluCTO1VC22yGJmXujmNzAZ57ZyGq3b7OSSz\/OOY8ThSQF4AQAAAZPDiTSc0xZjm+c0F\/aQDjuD3rrOVa9CsG5TvOqPqg8CKztNbNu0Eb\/8AWVHs+WKy\/wApFfWdudmNeR1Qgd5ba08\/YcRuAgyy5IBxlhIma+T7cvwdQrArca5YYgiBtIX0eq7tNdz7eBE3Gd3XIlxZjyfoFKi093cJ82H8JI\/KpagrXnQHxvtzjxlZ4eYmuEu2ZEXQTOB3pPw3Zqw1oH\/wPzFeCwP7C\/0puGL2PZsC7Nu6XaGkRyY7pmPMGOhwAIA36r29GitvA8WcwJzkyY61JevBRLT7AT91BJVVfpj07sfib\/apbl+FDAFgY9EZ8RAnPITPsrObtFVLXGDAC0pIKmckwAeBPqOOdFkzcRrVxduBQWJgDJrCt6i853XBAJIS2GKmAfquGhrnHBAkDGASfNRq7l4izbDPGWeDb25wH3DDjjjM7TtiamXXubnf\/f8AvW90l1rz946uLa+gLbtImQHYJ6RIk43CGXESTL8je8w7yDbTAaGS40EEysACYUE8wGG2GxqaSxsUDE84ED2DoBAHkBU1IXtP4xXfRIQAVwJ5nM8QTPiB5g8edR6jRrtlEUMrb1gAeL63qLCVJ\/Wq5SmHOa9T4q9YCFgQVYJs2HMB7pVcjB8N9RjpHKvpOwdQXtCfqwP5VP51z29oDdQbAN65WevEc+G4KfPbHOsz9DtST3qMCrKcoeIjwgx57eP9KeL1a73nZbXjOL6aob4X63CDPwqauWQH\/wAkfdVeNR7ux5fxN\/WotULXgw5gSuyDhbiMeJkncFxzyBmtLux5\/wATf1ri5pUb0ln1yfPn6h7qb2rYqdhd33XzU7Jxu48BSr1q0FEKIFKMs3t0CE3GBOCoYsDBk+EHETnERkwSKvX9WqFVYwWMDBj31Jdsq0blDQZEgGCOBE8\/Ou6CvomBWRkFnj+I1g6lBqDubxBoW2JwA8jescHFsPcnjDqOVamof5lgpgu7IpHEb3ILDzAJb2VF2cu51IgDabkft+G0fIi2jLS8CcUtzR3Auxdl1Pqi4zKyxkQ6q26MQYDCJkmutB2ZsO53a48zLHAMbfCOUDAJJMTmWadClW3KYKUpUUr539MexXv2y1kL3gUjJgkSDAMHJG5YMDxzIgV9FSrLijE\/RPtMX7M8GBJYc1LktBByDBHHqDW3WRqewU7xr9lmsXmje1uNtyOHe2z4X6boDRgMKnF7UJ6dtbv61pgpJ\/6dwwB++akiNClZR\/SCyCRc32o4m7auIo\/7hXYfYxq1pO07F36K9bf9i4rfcauKq3XjeXGvaVBjdhIouXyvEt4oCqCQzgsAFnLb\/SZjiue2lJuLHGAQOpG458iAU\/frZVQJgATk+Z6ms7VWgdQmBO0Z5wrFvxKnvpWtFxV9bI2BCJAAGczHWukQAQAABwAECuqUTNKUpRClKUCsrtDsRXuC9bdrN4fXSIYfZuKcOvryORFatKNaNerRcxl29TqUxdsrc\/WsMAfWbdwjb6gzGrA7UtfWbYelxWt+7eBPsq5So1dWm8Z8Oq8VgcjNe1XfQ2zkos9QAD7xmuB2eo9F7g\/7rt8HJHwpvZxp5+n5W6VxZQgQWLHq22f5QB5cK8qspKiv3wm2Z8RgR1gn8qlpQYOouByqCZG8jiCDddkVgOoQXz5RWj2WAQ1wcHaR02jwpHkQob941lqpLuFJlncA81JwzDoEQYJwWuRzrfRQAABAGAPIU40nN1SlKBSlKBSlKBSlKBWf2h2Hpb\/0+ns3f+paR\/xA1oUoZZFv9GdKpUpbNvaQQLVy7bGMiVtsAR5EQa16UoPCKo6XThLsAkgW1AnMAEir9VV+mP8A0x+Jv9qC1SlKBSlKBSlKBSlKBSlKBSlKBSlKBUOo1ATbIJ3GMCeRP5cqmpQUezrK+K5kli0bhG1dx8IBAjOTOevAReqhqdMqKzDvTkmFd5lm5AGMT8KafTKyzN0ZIzcuA4MTBPOPjQX6VmatApAAvGAWO17hBjG2d2DkH2eurPyFZ9K56u9ue\/0v7mgtUrLsqDcKxfAyJL3Ao2njO7604\/ZPtnu6VVVmm60ZgXLk+oQaC7Ss3SacOpk3lIMS1xwTgHcBujn8K811oKBHfE5Phe4fR8W3LcWjaPXQadKpppFYKZujnBuXJyOBlscfhUIsjvNvzsDB+cuRkbtwO7Mej6zQaVKqNo1AYzdPOBcuchwHiqvobYaQe+EQZZ7gB3SQB4s7RAoNOlZ+o04RVg3SSQu4O5IMekRMRjpFW9Le3orbSsiYYQR6weFBIxwYE+VUtNcZrpLKVPdrzB4k4HPHmBV6oL2kVm3HdMR4XdccfqkTQT0rL0tiWIIugGTm9dxEAAZHHJ9c8oJlv6QIpK96xHAd9dkyf2vOgv0rP02iBUgm6IJWTeuy0fW9Ica41tjbG1bzYJ8N65y4DLc\/7mg06VV+QL1uf413\/NVW3Y+cIK3okie+uwNokNx+tuI4\/VHnQalKp3NEoDEd4TBMd9dzA4DxeVQaLTbgdwvLnG69ckznk3KY9lBp0rN1ekAChe9MnJF67iM9TxiPVPOAZk0IIUk3AeJAvXSJjIndkZoLlKyrliLgAW8VkLIvXIhhJc+L6pAH7xq18gXJm56u+u\/5qC3SqXZrtBUo4EAguxbLTKgtnEc+tKC7SlKBSlKBSlKBUWpvhFLGYHT+\/icCpaUGS3biAb9r7YPBfFKkyInjEEASTPlWtSodHpxbRUBJA5nJPMk0E1KUoFKUoFKUoFKUoFKUoFKUoFVNZrRbZFKsd05AwIIGfPxcPKrdKCjo+0N77CjAwTJEDkY48YYe41eqLU6dbg2sJEg+1TI+IqWgUpSgUpSgUpSg\/9k=\" alt=\"Resultado de imagen de Nano part\u00edculas met\u00e1licas, plasmones.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Nano part\u00edculas met\u00e1licas, plasmones.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los plasmones producen en la interfase un campo el\u00e9ctrico intensificado que a su vez intensifica varios procesos \u00f3pticos lineales y no lineales. El campo el\u00e9ctrico producido es utilizado <a id=\"_GPLITA_27\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> una interfase sensible a las interacciones \u00f3pticas y se convierte en una poderosa herramienta el monitoreo \u00f3ptico y <a id=\"_GPLITA_28\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> la formaci\u00f3n de im\u00e1genes \u00f3pticas<\/p>\n<p style=\"text-align: justify;\">localizadas. Una de las aplicaciones establecidas es de superficie mejorada (SERS por sus siglas en ingl\u00e9s). En <a id=\"_GPLITA_29\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>este<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> caso el espectro Raman de un componente cercano a la superficie met\u00e1lica se ve fuertemente amplificado. Se ha demostrado que es posible amplificar el campo 11 000 veces m\u00e1s <a id=\"_GPLITA_30\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>cuando<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> las part\u00edculas presentan cierta aglomeraci\u00f3n. Otros fen\u00f3menos que presentan amplificaci\u00f3n son la espectroscopia infrarroja de superficie mejorada, espectroscopia de fluorescencia<\/p>\n<p style=\"text-align: justify;\">y la espectroscopia de resonancia de plasmones de superficie. Todas estas t\u00e9cnicas son complementarias y son utilizadas en la detecci\u00f3n de componentes qu\u00edmicos y bioqu\u00edmicos a nivel de trazas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.cienciamisterio.com\/c%C3%A9lulasmadre09.jpg\" alt=\"\" width=\"253\" height=\"190\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">C\u00e9lulas modificadas por la nanofot\u00f3nica<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Quiz\u00e1s un proyecto m\u00e1s ambicioso es el de poder detectar c\u00e9lulas cancer\u00edgenas a temprana edad de lo cual ya se han reportado importantes avances. En el CIO trabajamos con nanopart\u00edculas de oro y plata a fin de desarrollar sensores \u00f3pticos la detecci\u00f3n de diferentes compuestos a nivel de trazas y estamos aplicado exitosamente nanopart\u00edculas de oro en la detecci\u00f3n de c\u00e9lulas cancer\u00edgenas.<\/p>\n<p style=\"text-align: justify;\">En resumen, las nanoestructuras presentan propiedades \u00f3pticas \u00fanicas que no presentan su contraparte en bulto o de escala mayor. \u00c9stas est\u00e1n siendo utilizadas <a id=\"_GPLITA_31\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a> el desarrollo de la nueva generaci\u00f3n de dispositivos optoelectr\u00f3nicos y\/o fot\u00f3nicos. Las aplicaciones son muy variadas y abarcan muchos campos haciendo de la nanociencia y nanotecnolog\u00eda una \u00e1rea<\/p>\n<p style=\"text-align: justify;\">multidisciplinaria. Especial atenci\u00f3n recibe el uso de dichas propiedades en aplicaciones biom\u00e9dicas para la detecci\u00f3n a nivel de trazas de diversos agentes pat\u00f3genos. El estudio de las propiedades \u00f3pticas de las nanoestructuras ha definido una nueva \u00e1rea conocida como nanofot\u00f3nica.<\/p>\n<p style=\"text-align: justify;\"><em>\u00a1Eso que llamamos futuro&#8230; ya est\u00e1 aqu\u00ed!<\/em><\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<\/div>\n<\/div>\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%2F2019%2F11%2F02%2Fnanofotonica-luz-nanoparticulas-futuro-tecnologico-4%2F&amp;title=Nanofot%C3%B3nica%3A+luz+%2B+nanopart%C3%ADculas+%3D+Futuro+tecnol%C3%B3gico' 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%2F2019%2F11%2F02%2Fnanofotonica-luz-nanoparticulas-futuro-tecnologico-4%2F&amp;title=Nanofot%C3%B3nica%3A+luz+%2B+nanopart%C3%ADculas+%3D+Futuro+tecnol%C3%B3gico' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F11%2F02%2Fnanofotonica-luz-nanoparticulas-futuro-tecnologico-4%2F&amp;title=Nanofot%C3%B3nica%3A+luz+%2B+nanopart%C3%ADculas+%3D+Futuro+tecnol%C3%B3gico' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F11%2F02%2Fnanofotonica-luz-nanoparticulas-futuro-tecnologico-4%2F&amp;t=Nanofot%C3%B3nica%3A+luz+%2B+nanopart%C3%ADculas+%3D+Futuro+tecnol%C3%B3gico' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F11%2F02%2Fnanofotonica-luz-nanoparticulas-futuro-tecnologico-4%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F11%2F02%2Fnanofotonica-luz-nanoparticulas-futuro-tecnologico-4%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2019\/11\/02\/nanofotonica-luz-nanoparticulas-futuro-tecnologico-4\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F11%2F02%2Fnanofotonica-luz-nanoparticulas-futuro-tecnologico-4%2F&amp;title=Nanofot%C3%B3nica%3A+luz+%2B+nanopart%C3%ADculas+%3D+Futuro+tecnol%C3%B3gico' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F11%2F02%2Fnanofotonica-luz-nanoparticulas-futuro-tecnologico-4%2F&amp;title=Nanofot%C3%B3nica%3A+luz+%2B+nanopart%C3%ADculas+%3D+Futuro+tecnol%C3%B3gico' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2019\/11\/02\/nanofotonica-luz-nanoparticulas-futuro-tecnologico-4\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F11%2F02%2Fnanofotonica-luz-nanoparticulas-futuro-tecnologico-4%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F11%2F02%2Fnanofotonica-luz-nanoparticulas-futuro-tecnologico-4%2F&amp;title=Nanofot%C3%B3nica%3A+luz+%2B+nanopart%C3%ADculas+%3D+Futuro+tecnol%C3%B3gico' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F11%2F02%2Fnanofotonica-luz-nanoparticulas-futuro-tecnologico-4%2F&amp;t=Nanofot%C3%B3nica%3A+luz+%2B+nanopart%C3%ADculas+%3D+Futuro+tecnol%C3%B3gico' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=Nanofot%C3%B3nica%3A+luz+%2B+nanopart%C3%ADculas+%3D+Futuro+tecnol%C3%B3gico: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F11%2F02%2Fnanofotonica-luz-nanoparticulas-futuro-tecnologico-4%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=Nanofot%C3%B3nica%3A+luz+%2B+nanopart%C3%ADculas+%3D+Futuro+tecnol%C3%B3gico&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2019%2F11%2F02%2Fnanofotonica-luz-nanoparticulas-futuro-tecnologico-4%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00ab Entradas anteriores \u00a0 \u00ab \u00a1Los Elementos! &nbsp; &nbsp; &nbsp; Han pasado ya cincuenta a\u00f1os by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>pero no se ha hecho debido a que somos demasiado grandes hacerlo-. Desde entonces se ha by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/hacia-el-futuro\/#&#8221;>tiene poca infraestructura y en general grupos peque\u00f1os lo que dificulta la capacidad para competir. A\u00fan con estas [&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":[38],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11021"}],"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=11021"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/11021\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=11021"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=11021"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=11021"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}