<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4401770454917082484</id><updated>2012-02-11T21:38:52.102-08:00</updated><category term='Espectrometría de masas'/><category term='Ingeniería'/><category term='Transfusión'/><category term='Cosmecéutica'/><category term='cancer'/><category term='Sitios Web'/><category term='Homeostasia'/><category term='Analytical Profiles of Drug Substances'/><category term='Librería Digital'/><category term='TEM'/><category term='cosmetología'/><category term='Vacunas'/><category term='QSAR'/><category term='FastTrack'/><category term='estructuras'/><category term='Para Dummies'/><category term='Farmacovigilancia'/><category term='Farmacocinética'/><category term='Química Computacional'/><category term='Farmacología'/><category term='Medicina'/><category term='Conceptos'/><category term='Handbook'/><category term='Farmacoepidemiología'/><category term='Farmacia'/><category term='Programas'/><category term='FDA'/><category term='RMN'/><category term='Biofarmacéuticos'/><category term='Estadistica'/><category term='Procesos Químicos y Biológicos'/><category term='Farmacopea. USP'/><category term='Espectroscopía Infrarroja'/><category term='Microscopia'/><category term='Antibioticos'/><category term='Metabolismo'/><category term='Seis Sigma'/><category term='Homeopatía'/><category term='Dispositivos Médicos'/><category term='Tecnología farmacéutica'/><category term='Sistemas de liberación'/><category term='Medicina Interna'/><category term='Nanotecnología'/><category term='DEF'/><category term='Control de Procesos'/><category term='Biocatálisis'/><category term='Termodinámica'/><category term='Quality by Design'/><category term='Microbiología'/><category term='Cristalografía'/><category term='Fisicoquímica'/><category term='Microfluidos'/><category term='Recursos en línea'/><category term='Excipientes'/><category term='Aportaciones'/><category term='Anuncios'/><category term='Analisis Térmico'/><category term='liposoma'/><category term='HPLC'/><category term='Síntesis'/><category term='Farmacia Dermocosmética'/><category term='Polimeros'/><category term='Hematología'/><category term='Reología'/><category term='Calorimetría Diferencial de Barrido (DSC)'/><category term='Espectroscopía'/><category term='Fenómenos de Transporte'/><category term='Nanobiotecnología'/><category term='APIs'/><category term='Biotecnología'/><category term='Farmacopea'/><category term='Bioensayos'/><category term='Farmacoeconomía'/><category term='bioquímica'/><category term='Quimica'/><category term='Disolución'/><category term='Dinamica Molecular'/><category term='Química Organica'/><category term='Neuroquímica'/><category term='Materiales'/><category term='Ciencia en General'/><category term='Terapéutica'/><category term='Tabla Periódica'/><category term='Técnicas Instrumentales'/><category term='cromatografía'/><title type='text'>El Blog de la ciencia</title><subtitle type='html'>En un mundo de mentiras, la ciencia es la única verdad</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://elblogdelaciencia.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://elblogdelaciencia.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default?start-index=101&amp;max-results=100'/><author><name>Hero of Cybertron</name><uri>http://www.blogger.com/profile/08272979041913063885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://img.photobucket.com/albums/v317/darksower/SOWERmod2.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>115</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4401770454917082484.post-1784778275213222985</id><published>2012-01-02T21:06:00.000-08:00</published><updated>2012-01-02T21:06:44.299-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Aportaciones'/><category scheme='http://www.blogger.com/atom/ns#' term='Farmacia'/><category scheme='http://www.blogger.com/atom/ns#' term='Farmacia Dermocosmética'/><title type='text'>Formulario dermocosmetico</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;La primera colaboración para este blog se la debemos a "Paracelso de Peru" quién nos mandó este fabuloso Formulario Dermocosmetico&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;a href="http://1.bp.blogspot.com/-74-t7bug1o8/TwKJWrV8CUI/AAAAAAAAAAg/rssjTiIFxrQ/s1600/Dermatologico.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://1.bp.blogspot.com/-74-t7bug1o8/TwKJWrV8CUI/AAAAAAAAAAg/rssjTiIFxrQ/s640/Dermatologico.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;Autor y editor: Enrique Alía Fernández-Montes&amp;nbsp;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Esta obra cuenta con 107 fórmulas divididas según su acción dermocosmética. En cada formulación propuesta, se analizan con detalle la forma de elabotación y las actividades dermocosméticas de sus activos y excipientes&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="background-color: white; color: #63565f; font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: 13px; line-height: 18px; text-align: -webkit-auto;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;a href="http://adf.ly/4WW9G" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-style: initial; border-style: initial; border-top-width: 0px; color: #cc0000; text-decoration: none;" target="_blank"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="margin-left: auto; margin-right: auto;"&gt;&lt;img alt="" border="0" src="http://gi147.photobucket.com/groups/r293/OTJ8V4PP4H/descargar.gif" style="border-left-color: rgb(73, 91, 107); border-right-color: rgb(73, 91, 107); border-style: solid; border-top-color: rgb(73, 91, 107); display: block; float: left; height: 41px; margin: 0px auto 10px; padding: 0px; text-align: center; width: 128px;" /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&amp;nbsp; Depositfiles&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="background-color: white; color: #63565f; font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: 13px; line-height: 18px; text-align: -webkit-auto;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&amp;nbsp; Formato: pdf&lt;br /&gt;&amp;nbsp; Peso: 2.1 Mb&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4401770454917082484-1784778275213222985?l=elblogdelaciencia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elblogdelaciencia.blogspot.com/feeds/1784778275213222985/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4401770454917082484&amp;postID=1784778275213222985' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/1784778275213222985'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/1784778275213222985'/><link rel='alternate' type='text/html' href='http://elblogdelaciencia.blogspot.com/2012/01/formulario-dermocosmetico.html' title='Formulario dermocosmetico'/><author><name>Ph.D. HC</name><uri>http://www.blogger.com/profile/09086894249509744246</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-74-t7bug1o8/TwKJWrV8CUI/AAAAAAAAAAg/rssjTiIFxrQ/s72-c/Dermatologico.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4401770454917082484.post-4076276236718753228</id><published>2011-12-01T09:21:00.001-08:00</published><updated>2011-12-01T09:51:43.299-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Programas'/><category scheme='http://www.blogger.com/atom/ns#' term='Excipientes'/><title type='text'>BASF Excipients Library 2009 Edition</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-VHjX9vqyPZs/Tte6l9QxrII/AAAAAAAAAJg/yT21xwPuFLk/s1600/basf2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="230" src="http://2.bp.blogspot.com/-VHjX9vqyPZs/Tte6l9QxrII/AAAAAAAAAJg/yT21xwPuFLk/s400/basf2.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;Así como &lt;a href="http://elblogdelaciencia.blogspot.com/2009/10/handbook-of-pharmaceutical-excipients.html" target="_blank"&gt;The Handbook of Excipients&lt;/a&gt;&amp;nbsp;es una grandiosa utilidad en el momento clave de conocer las propiedades de excipientes, o en la ayuda de algún químico formulador esta librería de la&amp;nbsp;compañía&amp;nbsp;&lt;a href="http://www.google.com/url?sa=t&amp;amp;rct=j&amp;amp;q=&amp;amp;esrc=s&amp;amp;source=web&amp;amp;cd=1&amp;amp;ved=0CDUQFjAA&amp;amp;url=http%3A%2F%2Fwww.basf.us%2F&amp;amp;ei=7brXTqvlKcGZOpCi1c8O&amp;amp;usg=AFQjCNFD7kvdlNP_8TzMzYDDrHwq1HVGkg" target="_blank"&gt;BASF&lt;/a&gt; te puede ser de ayuda, ya que es interactiva y te permite visualizar a modo de pantalla completa o mediante un navegador web. Es útil, sencilla y contiene una gran cantidad de información técnica de muchos excipientes.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;El archivo esta en formato &lt;a href="http://es.wikipedia.org/wiki/Imagen_ISO"&gt;.ISO&lt;/a&gt;, debes grabarlo en disco con algún programa como NERO o&amp;nbsp;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; line-height: 24px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;"&gt;&lt;a href="http://www.koyotesoft.com/appli/Setup_FreeBurner.exe" target="_blank"&gt;Free Easy CD DVD Burner&lt;/a&gt;&amp;nbsp;(Dale click al link para descargarlo, es gratuito :D),o en defecto emular una unidad virtual como Alcohol120%.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; line-height: 24px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; line-height: 24px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;Es compatible con PC y MAC&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="background-color: white; color: #63565f; font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: 13px; line-height: 18px; text-align: -webkit-auto;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;a href="http://adf.ly/1121780/base" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-style: initial; border-style: initial; border-top-width: 0px; color: #cc0000; text-decoration: none;" target="_blank"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="margin-left: auto; margin-right: auto;"&gt;&lt;img alt="" border="0" src="http://gi147.photobucket.com/groups/r293/OTJ8V4PP4H/descargar.gif" style="border-bottom-style: solid; border-color: initial; border-color: initial; border-left-color: rgb(73, 91, 107); border-left-style: solid; border-right-color: rgb(73, 91, 107); border-right-style: solid; border-top-color: rgb(73, 91, 107); border-top-style: solid; border-width: initial; border-width: initial; display: block; float: left; height: 41px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center; width: 128px;" /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&amp;nbsp; Depositfiles&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="background-color: white; color: #63565f; font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: 13px; line-height: 18px; text-align: -webkit-auto;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&amp;nbsp; Formato: iso (comprimido en RAR)&lt;br /&gt;&amp;nbsp; Peso: 450 Mb&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4401770454917082484-4076276236718753228?l=elblogdelaciencia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elblogdelaciencia.blogspot.com/feeds/4076276236718753228/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4401770454917082484&amp;postID=4076276236718753228' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/4076276236718753228'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/4076276236718753228'/><link rel='alternate' type='text/html' href='http://elblogdelaciencia.blogspot.com/2011/12/basf-excipients-library-2009-edition.html' title='BASF Excipients Library 2009 Edition'/><author><name>Hero of Cybertron</name><uri>http://www.blogger.com/profile/08272979041913063885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://img.photobucket.com/albums/v317/darksower/SOWERmod2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-VHjX9vqyPZs/Tte6l9QxrII/AAAAAAAAAJg/yT21xwPuFLk/s72-c/basf2.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4401770454917082484.post-3324229230856132030</id><published>2011-11-24T12:01:00.001-08:00</published><updated>2011-11-24T12:32:26.061-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='APIs'/><category scheme='http://www.blogger.com/atom/ns#' term='Tecnología farmacéutica'/><category scheme='http://www.blogger.com/atom/ns#' term='Farmacia'/><title type='text'>Active Pharmaceutical Ingredients: Development, Manufacturing, and Regulation</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-vvzhoin8gvU/Ts6l6Vn8TnI/AAAAAAAAAJU/9Ud1_7wB_j0/s1600/1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-vvzhoin8gvU/Ts6l6Vn8TnI/AAAAAAAAAJU/9Ud1_7wB_j0/s1600/1.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;h3 class="productDescriptionSource" style="background-color: white; clear: left; color: #333333; font-weight: normal; margin-bottom: 0.375em; margin-left: -15px; margin-right: 0px; margin-top: 0.75em; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/h3&gt;&lt;div class="productDescriptionWrapper" style="background-color: white; margin-bottom: 1em; margin-left: 0px; margin-right: 0px; margin-top: 0px;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;Active Pharmaceutical Ingredients es una guía incomparable para el desarrollo, producción y regulación de la preparación de y uso de activos farmacéuticos &amp;nbsp;o API's (del inglés Active Pharmaceutical Ingredients)&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;Esta segunda edición brinda una actualización &amp;nbsp;en base a la regulación en la calidad de los APIs, estas actualizaciones &amp;nbsp;incluyen los lineamientos a seguir para los profesionales y las empresas dedicadas a producir estos valiosos productos.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="color: #63565f; line-height: 18px;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: 13px;"&gt;&lt;a href="http://adf.ly/1121780/api" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: #cc0000; text-decoration: none;" target="_blank"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="margin-left: auto; margin-right: auto;"&gt;&lt;img alt="" border="0" src="http://gi147.photobucket.com/groups/r293/OTJ8V4PP4H/descargar.gif" style="border-bottom-color: rgb(73, 91, 107); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(73, 91, 107); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(73, 91, 107); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(73, 91, 107); border-top-style: solid; border-top-width: 1px; border-width: initial; display: block; float: left; height: 41px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: center; width: 128px;" /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;div&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&amp;nbsp; Depositfiles&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="color: #63565f; line-height: 18px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&amp;nbsp; Formato: PDF&lt;br /&gt;&amp;nbsp; Peso: 9 Mb&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b&gt;&lt;i&gt;Material adicional de utilidad:&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;* Guía&amp;nbsp;para la validación de limpieza &amp;nbsp;en áreas de producción (&lt;a href="http://apic.cefic.org/pub/4CleaningVal9909.pdf" target="_blank"&gt;APIC&lt;/a&gt;)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;* Programa de Inspección en áreas de fabricación para APIs (&lt;a href="http://www.fda.gov/downloads/ICECI/ComplianceManuals/ComplianceProgramManual/ucm125420.pdf" target="_blank"&gt;FDA&lt;/a&gt;)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;*Lineamientos para la industría: producción, Procesado y almacenamiento de APIs (Guidance for Industry&amp;nbsp;Manufacturing, Processing, or&amp;nbsp;Holding Active Pharmaceutical&amp;nbsp;Ingredients) (&lt;a href="http://www.fda.gov/downloads/Drugs/GuidanceComplianceRegulatoryInformation/Guidances/ucm070289.pdf" target="_blank"&gt;FDA&lt;/a&gt;)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4401770454917082484-3324229230856132030?l=elblogdelaciencia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elblogdelaciencia.blogspot.com/feeds/3324229230856132030/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4401770454917082484&amp;postID=3324229230856132030' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/3324229230856132030'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/3324229230856132030'/><link rel='alternate' type='text/html' href='http://elblogdelaciencia.blogspot.com/2011/11/active-pharmaceutical-ingredients.html' title='Active Pharmaceutical Ingredients: Development, Manufacturing, and Regulation'/><author><name>Hero of Cybertron</name><uri>http://www.blogger.com/profile/08272979041913063885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://img.photobucket.com/albums/v317/darksower/SOWERmod2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-vvzhoin8gvU/Ts6l6Vn8TnI/AAAAAAAAAJU/9Ud1_7wB_j0/s72-c/1.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4401770454917082484.post-647457352572540161</id><published>2011-11-14T21:12:00.001-08:00</published><updated>2011-11-14T21:22:28.104-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Nanotecnología'/><category scheme='http://www.blogger.com/atom/ns#' term='Para Dummies'/><title type='text'>Nanotechnology For Dummies</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://ecx.images-amazon.com/images/I/51VNV7HD26L._BO2,204,203,200_PIsitb-sticker-arrow-click,TopRight,35,-76_AA300_SH20_OU01_.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://ecx.images-amazon.com/images/I/51VNV7HD26L._BO2,204,203,200_PIsitb-sticker-arrow-click,TopRight,35,-76_AA300_SH20_OU01_.jpg" width="640" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;Este libro desmitifica los tópicos para investigadores, inversionistas o cualquier persona que este interesado en las maquinas de tamaño molecular y&amp;nbsp; procesos que cambian la vida.&amp;nbsp; Junto con la disipación de mitos, nos lleva a conocer los origenes de esta rama tan interesante y de crecimiento exponencial.&lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #63565f; font-family: 'Trebuchet MS',Arial,Helvetica,sans-serif; font-size: 13px; line-height: 18px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;a href="http://www.tomys.com.ar/?enanito" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #cc0000; text-decoration: none;" target="_blank"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #cc0000;"&gt;&lt;span class="Apple-style-span" style="margin-left: auto; margin-right: auto;"&gt;&lt;img alt="" border="0" src="http://gi147.photobucket.com/groups/r293/OTJ8V4PP4H/descargar.gif" style="border-color: rgb(73, 91, 107); border-style: solid; border-width: 1px; display: block; float: left; height: 41px; margin: 0px auto 10px; padding: 0px; text-align: center; width: 128px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; Depositfiles&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; Formato: PDF&lt;br /&gt;&amp;nbsp; Peso: 9 Mb&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4401770454917082484-647457352572540161?l=elblogdelaciencia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elblogdelaciencia.blogspot.com/feeds/647457352572540161/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4401770454917082484&amp;postID=647457352572540161' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/647457352572540161'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/647457352572540161'/><link rel='alternate' type='text/html' href='http://elblogdelaciencia.blogspot.com/2011/11/nanotechnology-for-dummies.html' title='Nanotechnology For Dummies'/><author><name>Hero of Cybertron</name><uri>http://www.blogger.com/profile/08272979041913063885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://img.photobucket.com/albums/v317/darksower/SOWERmod2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4401770454917082484.post-4175497953945258327</id><published>2011-11-07T19:51:00.000-08:00</published><updated>2011-11-07T19:51:19.876-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Tecnología farmacéutica'/><category scheme='http://www.blogger.com/atom/ns#' term='Nanotecnología'/><category scheme='http://www.blogger.com/atom/ns#' term='Química Computacional'/><title type='text'>Theoretical and Technological Advancements in Nanotechnology and Molecular Computation: Interdisciplinary Gains</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-DeMrdedzemg/TrikLcEE-WI/AAAAAAAAAJM/VeBpVAxJ0Mw/s1600/001e679a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://1.bp.blogspot.com/-DeMrdedzemg/TrikLcEE-WI/AAAAAAAAAJM/VeBpVAxJ0Mw/s640/001e679a.jpg" width="466" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;strong&gt;Bruce MacLennan, "Theoretical and Technological Advancements in Nanotechnology and Molecular Computation: Interdisciplinary Gains"&lt;/strong&gt;&lt;br /&gt;I.GI Gl.bal | 2010 | ISBN: 1609601866 | 350 pages | PDF | 10,2 MB&lt;br /&gt;&lt;br /&gt;La Nanotecnología y la computación molecular son dos campos que han tenido avances fantasticos en las pasadas decadas. Estos campos son ahora piedras angulares en el desarrollo de nuevas tecnologías en el siglo 21.&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Theoretical and Technological Advancements in Nanotechnology and Molecular Computation: Un interesenta libro que recoge investigaciones donde la nanociencia y la ciencia computacional se unen. Este libro también explora los que posiblemente sea el futuro de estas ciencias como: nanocomputadoras del tamaño de una célula, ensambladores de ADN, y el diseño arquitectonico del cerebro en tamaño nano.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #63565f; font-family: 'Trebuchet MS',Arial,Helvetica,sans-serif; font-size: 13px; line-height: 18px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;a href="http://www.tomys.com.ar/?e-nano" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #cc0000; text-decoration: none;" target="_blank"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #cc0000;"&gt;&lt;span class="Apple-style-span" style="margin-left: auto; margin-right: auto;"&gt;&lt;img alt="" border="0" src="http://gi147.photobucket.com/groups/r293/OTJ8V4PP4H/descargar.gif" style="border-color: rgb(73, 91, 107); border-style: solid; border-width: 1px; display: block; float: left; height: 41px; margin: 0px auto 10px; padding: 0px; text-align: center; width: 128px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; Depositfiles&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; Formato: PDF&lt;br /&gt;&amp;nbsp; Peso: 13 Mb&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4401770454917082484-4175497953945258327?l=elblogdelaciencia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elblogdelaciencia.blogspot.com/feeds/4175497953945258327/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4401770454917082484&amp;postID=4175497953945258327' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/4175497953945258327'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/4175497953945258327'/><link rel='alternate' type='text/html' href='http://elblogdelaciencia.blogspot.com/2011/11/theoretical-and-technological.html' title='Theoretical and Technological Advancements in Nanotechnology and Molecular Computation: Interdisciplinary Gains'/><author><name>Hero of Cybertron</name><uri>http://www.blogger.com/profile/08272979041913063885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://img.photobucket.com/albums/v317/darksower/SOWERmod2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-DeMrdedzemg/TrikLcEE-WI/AAAAAAAAAJM/VeBpVAxJ0Mw/s72-c/001e679a.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4401770454917082484.post-2976697256975504442</id><published>2011-11-07T19:26:00.000-08:00</published><updated>2011-11-07T19:29:23.740-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Control de Procesos'/><category scheme='http://www.blogger.com/atom/ns#' term='Estadistica'/><category scheme='http://www.blogger.com/atom/ns#' term='Seis Sigma'/><title type='text'>Christian Staudter - Design for Six Sigma + LeanToolset: Implementing Innovations Successfully</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-WHzlrVsXR_s/TrifdsATyzI/AAAAAAAAAJE/0EX022bgwGQ/s1600/001e69e6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://2.bp.blogspot.com/-WHzlrVsXR_s/TrifdsATyzI/AAAAAAAAAJE/0EX022bgwGQ/s640/001e69e6.jpg" width="427" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;b&gt;Christian Staudter - Design for Six Sigma + LeanToolset: Implementing Innovations Successfully&lt;/b&gt;&lt;br /&gt;Springer | 2009 | ISBN: 3540895132 | English | 374 pages | PDF | 7.5 MB&lt;br /&gt;&lt;br /&gt;Este paquete&amp;nbsp; es una colección de herramientas relevantes para el diseño de Seis sigma, que son necesarias para implementar innovaciones. Todas las herramientas estan presentas en una estructura clara, dando asi una idea clara de la metodología.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;La cronología de las herramientas listadas corresponden al desarrollo del diseño 6 sigma: Definir, medir analizar, diseñar y verificar. Debido a esta única estructura por medio de estas herramientas los autores han creado un libro que facilita los proyectos de trabajo aplicando toda esta metodología en la practica.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #63565f; font-family: 'Trebuchet MS',Arial,Helvetica,sans-serif; font-size: 13px; line-height: 18px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;a href="http://www.tomys.com.ar/?6desviaciones" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #cc0000; text-decoration: none;" target="_blank"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #cc0000;"&gt;&lt;span class="Apple-style-span" style="margin-left: auto; margin-right: auto;"&gt;&lt;img alt="" border="0" src="http://gi147.photobucket.com/groups/r293/OTJ8V4PP4H/descargar.gif" style="border-color: rgb(73, 91, 107); border-style: solid; border-width: 1px; display: block; float: left; height: 41px; margin: 0px auto 10px; padding: 0px; text-align: center; width: 128px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; Depositfiles&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; Formato: PDF&lt;br /&gt;&amp;nbsp; Peso: 13 Mb&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4401770454917082484-2976697256975504442?l=elblogdelaciencia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elblogdelaciencia.blogspot.com/feeds/2976697256975504442/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4401770454917082484&amp;postID=2976697256975504442' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/2976697256975504442'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/2976697256975504442'/><link rel='alternate' type='text/html' href='http://elblogdelaciencia.blogspot.com/2011/11/christian-staudter-design-for-six-sigma.html' title='Christian Staudter - Design for Six Sigma + LeanToolset: Implementing Innovations Successfully'/><author><name>Hero of Cybertron</name><uri>http://www.blogger.com/profile/08272979041913063885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://img.photobucket.com/albums/v317/darksower/SOWERmod2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-WHzlrVsXR_s/TrifdsATyzI/AAAAAAAAAJE/0EX022bgwGQ/s72-c/001e69e6.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4401770454917082484.post-2318799610613052101</id><published>2011-11-07T19:03:00.000-08:00</published><updated>2011-11-07T19:24:41.989-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Sitios Web'/><category scheme='http://www.blogger.com/atom/ns#' term='Recursos en línea'/><category scheme='http://www.blogger.com/atom/ns#' term='Quimica'/><title type='text'>Chemistry Resources in the Electronic Age</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-b5CjHQItQbQ/TriZgpJQ-bI/AAAAAAAAAI8/fFBmuQFwS-A/s1600/001e70b9.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://1.bp.blogspot.com/-b5CjHQItQbQ/TriZgpJQ-bI/AAAAAAAAAI8/fFBmuQFwS-A/s640/001e70b9.jpg" width="406" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Chemistry Resources in the Electronic Age (Science Resources in the Electronic Age) by Judith Bazler&lt;/strong&gt;&lt;br /&gt;Publisher: Greenwood; First Printing edition (September 30, 2003) | ISBN: 157356379X | Pages: 312 | PDF | 1.39 MB&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;En este libro único, la experiencia de la educadora Judith A. Bazler revisa cientos de los sitios mas confiables sobre química en la web. Todas las revisiones son discutidas con nivel optimo del sitio, analizando si la información que ofrece es de lo más exacto o parecido a lo que otro tipo de fuentes pudiera ofrecer.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Los sitios estan organizados por tópicos, de los ácidos a la termodinamica, haciendo que sea fácil encontrar los sitios mas útiles. En una parte especial presentan los mejores sitios de la web donde encontraras informacion acerca de museos de ciencia, centros de investigación, carreras en química y algunas otras herramientas.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #63565f; font-family: 'Trebuchet MS',Arial,Helvetica,sans-serif; font-size: 13px; line-height: 18px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;a href="http://www.tomys.com.ar/?quimicaloca" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #cc0000; text-decoration: none;" target="_blank"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #cc0000;"&gt;&lt;span class="Apple-style-span" style="margin-left: auto; margin-right: auto;"&gt;&lt;img alt="" border="0" src="http://gi147.photobucket.com/groups/r293/OTJ8V4PP4H/descargar.gif" style="border-color: rgb(73, 91, 107); border-style: solid; border-width: 1px; display: block; float: left; height: 41px; margin: 0px auto 10px; padding: 0px; text-align: center; width: 128px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; Depositfiles&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; Formato: PDF&lt;br /&gt;&amp;nbsp; Peso: 13 Mb&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4401770454917082484-2318799610613052101?l=elblogdelaciencia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elblogdelaciencia.blogspot.com/feeds/2318799610613052101/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4401770454917082484&amp;postID=2318799610613052101' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/2318799610613052101'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/2318799610613052101'/><link rel='alternate' type='text/html' href='http://elblogdelaciencia.blogspot.com/2011/11/chemistry-resources-in-electronic-age.html' title='Chemistry Resources in the Electronic Age'/><author><name>Hero of Cybertron</name><uri>http://www.blogger.com/profile/08272979041913063885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://img.photobucket.com/albums/v317/darksower/SOWERmod2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-b5CjHQItQbQ/TriZgpJQ-bI/AAAAAAAAAI8/fFBmuQFwS-A/s72-c/001e70b9.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4401770454917082484.post-2886038282176880259</id><published>2011-11-07T18:46:00.000-08:00</published><updated>2011-11-07T18:46:25.971-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Transfusión'/><category scheme='http://www.blogger.com/atom/ns#' term='Medicina'/><category scheme='http://www.blogger.com/atom/ns#' term='Hematología'/><category scheme='http://www.blogger.com/atom/ns#' term='Homeostasia'/><title type='text'>Transfusion Medicine and Hemostasis: Clinical and Laboratory Aspects</title><content type='html'>&lt;strong&gt;&amp;nbsp; &lt;/strong&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-sBLlFF04LpE/TriQPas1zvI/AAAAAAAAAI0/gCEtBhwGJz4/s1600/001e6b6e.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://1.bp.blogspot.com/-sBLlFF04LpE/TriQPas1zvI/AAAAAAAAAI0/gCEtBhwGJz4/s640/001e6b6e.jpg" width="423" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;strong style="font-family: Arial,Helvetica,sans-serif;"&gt;Christopher D. Hillyer, Beth H. Shaz, "Transfusion Medicine and Hemostasis: Clinical and Laboratory Aspects"&lt;/strong&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Elservier Sci.nce | 2009 | ISBN: 0123744326 | 775 pags | PDF | 13,8 MB&lt;/span&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Este nuevo Handbook en medicina de la transfusión y homeostasis tiene como objetivo combinar la información clinica y los aspectos y datos de laboratorio para así crear una solo campo en el que ambas disciplinas son de igua importancia. &lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #63565f; font-family: 'Trebuchet MS',Arial,Helvetica,sans-serif; font-size: 13px; line-height: 18px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;a href="http://www.tomys.com.ar/?sangre" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #cc0000; text-decoration: none;" target="_blank"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #cc0000;"&gt;&lt;span class="Apple-style-span" style="margin-left: auto; margin-right: auto;"&gt;&lt;img alt="" border="0" src="http://gi147.photobucket.com/groups/r293/OTJ8V4PP4H/descargar.gif" style="border-color: rgb(73, 91, 107); border-style: solid; border-width: 1px; display: block; float: left; height: 41px; margin: 0px auto 10px; padding: 0px; text-align: center; width: 128px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; Depositfiles&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; Formato: PDF&lt;br /&gt;&amp;nbsp; Peso: 13 Mb&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4401770454917082484-2886038282176880259?l=elblogdelaciencia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elblogdelaciencia.blogspot.com/feeds/2886038282176880259/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4401770454917082484&amp;postID=2886038282176880259' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/2886038282176880259'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/2886038282176880259'/><link rel='alternate' type='text/html' href='http://elblogdelaciencia.blogspot.com/2011/11/transfusion-medicine-and-hemostasis.html' title='Transfusion Medicine and Hemostasis: Clinical and Laboratory Aspects'/><author><name>Hero of Cybertron</name><uri>http://www.blogger.com/profile/08272979041913063885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://img.photobucket.com/albums/v317/darksower/SOWERmod2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-sBLlFF04LpE/TriQPas1zvI/AAAAAAAAAI0/gCEtBhwGJz4/s72-c/001e6b6e.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4401770454917082484.post-6664368275513446045</id><published>2011-11-06T21:11:00.000-08:00</published><updated>2011-11-06T21:11:36.750-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Conceptos'/><category scheme='http://www.blogger.com/atom/ns#' term='Ciencia en General'/><title type='text'>Creating Scientific Concepts</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Uri44KZoznc/Trdmh52-HnI/AAAAAAAAAIs/uap9-0dBwN0/s1600/cie.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://3.bp.blogspot.com/-Uri44KZoznc/Trdmh52-HnI/AAAAAAAAAIs/uap9-0dBwN0/s640/cie.jpg" width="432" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;Creating Scientific Concepts  By   Nancy J Nersessian&lt;/strong&gt;&lt;br /&gt;Publisher:  The M..I..T Press  2008 |  272 Pages | ISBN: 0262141051 | PDF | 2 MB&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span class="" id="result_box" lang="es"&gt;&lt;span class="hps"&gt;¿Cómo&lt;/span&gt; &lt;span class="hps"&gt;surgen&lt;/span&gt; &lt;span class="hps"&gt;nuevos&lt;/span&gt; &lt;span class="hps"&gt;conceptos científicos&lt;/span&gt;&lt;span class=""&gt;?&lt;/span&gt; &lt;span class="hps"&gt;En este libro&lt;/span&gt;&lt;span class="hps"&gt;&lt;/span&gt;&lt;span class=""&gt;,&lt;/span&gt; &lt;span class="hps"&gt;Nancy&lt;/span&gt; &lt;span class="hps"&gt;Nersessian&lt;/span&gt; &lt;span class="hps"&gt;trata de responder a&lt;/span&gt; &lt;span class="hps"&gt;esta cuestión central&lt;/span&gt; &lt;span class="hps"&gt;pero&lt;/span&gt; &lt;span class="hps"&gt;sin respuesta&lt;/span&gt;virtualmente completa en el problema del &lt;span class="hps"&gt;cambio&lt;/span&gt; &lt;span class="hps"&gt;conceptual.&lt;/span&gt; &lt;span class="hps"&gt;Ella sostiene que&lt;/span&gt; &lt;span class="hps"&gt;la imagen popular de&lt;/span&gt; &lt;span class="hps"&gt;los nuevos conceptos&lt;/span&gt; &lt;span class="hps"&gt;y&lt;/span&gt; &lt;span class="hps"&gt;una visión profunda&lt;/span&gt; al disparo&amp;nbsp;&lt;span class="hps"&gt; cegador de&lt;/span&gt; &lt;span class="hps"&gt;inspiración&lt;/span&gt; &lt;span class="hps"&gt;es un error.&lt;/span&gt; L&lt;span class="hps"&gt;os nuevos conceptos&lt;/span&gt; &lt;span class="hps"&gt;se muestran&lt;/span&gt; &lt;span class="hps"&gt;a surgir de&lt;/span&gt; &lt;span class="hps"&gt;la interacción de tres&lt;/span&gt; &lt;span class="hps"&gt;factores&lt;/span&gt; &lt;span class="hps"&gt;razonamiento&lt;/span&gt; &lt;span class="hps"&gt;que se extienden a&lt;/span&gt; &lt;span class="hps"&gt;la cognición&lt;/span&gt; &lt;span class="hps"&gt;ordinaria&lt;/span&gt;&lt;span class=""&gt;.&lt;/span&gt; &lt;span class="hps"&gt;Centrándonos en el&lt;/span&gt; &lt;span class="hps"&gt;tercer factor&lt;/span&gt;&lt;span class=""&gt;,&lt;/span&gt; &lt;span class="hps"&gt;Nersessian&lt;/span&gt; &lt;span class="hps"&gt;basa la investigación&lt;/span&gt; &lt;span class="hps"&gt;de la ciencia cognitiva&lt;/span&gt; &lt;span class="hps"&gt;y&lt;/span&gt; &lt;span class="hps"&gt;relatos históricos&lt;/span&gt; y no en &lt;span class="hps"&gt;las prácticas científicas&lt;/span&gt; &lt;span class="hps"&gt;para demostrar cómo&lt;/span&gt; &lt;span class="hps"&gt;se encuentran&lt;/span&gt; &lt;span class="hps"&gt;el conocimiento científico&lt;/span&gt; &lt;span class="hps"&gt;y ordinario&lt;/span&gt; &lt;span class="hps"&gt;se encuentra en un problema continuo&lt;/span&gt;&lt;span class=""&gt;,&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #63565f; font-family: 'Trebuchet MS',Arial,Helvetica,sans-serif; font-size: 13px; line-height: 18px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;a href="http://www.tomys.com.ar/?creando" style="border-bottom-width: 0px; 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Depositfiles&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; Formato: PDF&lt;br /&gt;&amp;nbsp; Peso: 2 Mb&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;span class="" id="result_box" lang="es"&gt;&lt;span class=""&gt;&amp;nbsp;&lt;/span&gt; &lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4401770454917082484-6664368275513446045?l=elblogdelaciencia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elblogdelaciencia.blogspot.com/feeds/6664368275513446045/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4401770454917082484&amp;postID=6664368275513446045' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/6664368275513446045'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/6664368275513446045'/><link rel='alternate' type='text/html' href='http://elblogdelaciencia.blogspot.com/2011/11/creating-scientific-concepts.html' title='Creating Scientific Concepts'/><author><name>Hero of Cybertron</name><uri>http://www.blogger.com/profile/08272979041913063885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://img.photobucket.com/albums/v317/darksower/SOWERmod2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Uri44KZoznc/Trdmh52-HnI/AAAAAAAAAIs/uap9-0dBwN0/s72-c/cie.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4401770454917082484.post-7507533756544668348</id><published>2011-11-06T20:58:00.000-08:00</published><updated>2011-11-06T20:58:50.640-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Estadistica'/><title type='text'>Basic Statistics for the Behavioral Sciences, 6th Edition</title><content type='html'>&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-LTBcaHD2Vrg/Trdk3LGmT9I/AAAAAAAAAIk/DZQSo84oM4Y/s1600/stat.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/-LTBcaHD2Vrg/Trdk3LGmT9I/AAAAAAAAAIk/DZQSo84oM4Y/s640/stat.jpg" width="512" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;&lt;b&gt;Gary Heiman, "Basic Statistics for the Behavioral Sciences, 6th Edition"&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;&amp;nbsp;| 2010-01-26 | ISBN: 0840031432 | 468 pages | PDF | 7,2 MB&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;BASIC STATISTICS FOR THE BEHAVIORAL SCIENCES desmitifica y explica las estadistica sin dar grandes tópicos o solo colocar formulas, en un formato para los que no estan familiarizados o estudiantes que comienzan a conocer esta gran herramienta en el mundo de la ciencia.&amp;nbsp; &lt;/span&gt;&lt;span class="" id="result_box" lang="es"&gt; &lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;&lt;span class="hps"&gt;El autor&lt;/span&gt; da&lt;span class="hps"&gt;&lt;/span&gt; &lt;span class="hps"&gt;explicaciones claras&lt;/span&gt;&lt;span class=""&gt;,&lt;/span&gt; &lt;span class="hps"&gt;con clara paciencia&lt;/span&gt;&lt;span class="hps"&gt;&lt;/span&gt;&lt;span class=""&gt;,&lt;/span&gt; &lt;span class="hps"&gt;&lt;/span&gt;&lt;span class="hps"&gt;ocasionalmente con sentido&amp;nbsp;&lt;/span&gt;&lt;span class="hps"&gt;del humor&lt;/span&gt;&lt;span class=""&gt;,&lt;/span&gt; &lt;span class="hps"&gt;enseñando&amp;nbsp;&lt;/span&gt;&lt;span class="hps"&gt;no sólo&lt;/span&gt; &lt;span class="hps"&gt;la forma de&lt;/span&gt; &lt;span class="hps"&gt;cálculo de una respuesta&lt;/span&gt;&lt;span class=""&gt;,&lt;/span&gt; &lt;span class="hps"&gt;sino también por qué&lt;/span&gt; &lt;span class="hps"&gt;se debe realizar el procedimiento&lt;/span&gt; &lt;span class="hps"&gt;o cuál es su&lt;/span&gt; &lt;span class="hps"&gt;respuesta&amp;nbsp;&lt;/span&gt;&lt;span class="hps"&gt;acerca de los datos&lt;/span&gt;&lt;span class=""&gt;.&lt;/span&gt; &lt;span class="hps"&gt;El&lt;/span&gt; &lt;span class="hps"&gt;libro logra&lt;/span&gt; &lt;span class="hps"&gt;varios objetivos&lt;/span&gt;&lt;span class=""&gt;: se presenta&lt;/span&gt; &lt;span class="hps"&gt;una aproximación conceptual&lt;/span&gt; &lt;span class="hps"&gt;a la intuición,&lt;/span&gt; &lt;span class="hps"&gt;se presentan la estadística&lt;/span&gt; &lt;span class="hps"&gt;en un contexto&lt;/span&gt;&amp;nbsp;&lt;span class="hps"&gt;&lt;/span&gt;&lt;span class="hps"&gt;comprensible,&lt;/span&gt; &lt;span class="hps"&gt;trata directamente&lt;/span&gt; &lt;span class="hps"&gt;y positivamente con&lt;/span&gt; &lt;span class="hps"&gt;las debilidades&lt;/span&gt; &lt;span class="hps"&gt;del estudiante en&lt;/span&gt; &lt;span class="hps"&gt;matemáticas,&lt;/span&gt; &lt;span class="hps"&gt;e introduce&lt;/span&gt; &lt;span class="hps"&gt;nuevos términos y conceptos&lt;/span&gt; &lt;span class="hps"&gt;de una manera integrada&lt;/span&gt;&lt;span class=""&gt;.&lt;/span&gt; &lt;span class="hps"&gt;El resultado es&lt;/span&gt; &lt;span class="hps"&gt;un texto&lt;/span&gt; &lt;span class="hps"&gt;que los estudiantes pueden&lt;/span&gt; &lt;span class="hps"&gt;aprender y también disfrutar.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span class="Apple-style-span" style="background-color: white; 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padding: 0px; text-align: center; width: 128px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; Depositfiles&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&amp;nbsp; Formato: HTML&lt;br /&gt;&amp;nbsp; Peso: 5.0 Mb&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;span class="" id="result_box" lang="es"&gt;&lt;span class=""&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4401770454917082484-7507533756544668348?l=elblogdelaciencia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elblogdelaciencia.blogspot.com/feeds/7507533756544668348/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4401770454917082484&amp;postID=7507533756544668348' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/7507533756544668348'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/7507533756544668348'/><link rel='alternate' type='text/html' href='http://elblogdelaciencia.blogspot.com/2011/11/basic-statistics-for-behavioral.html' title='Basic Statistics for the Behavioral Sciences, 6th Edition'/><author><name>Hero of Cybertron</name><uri>http://www.blogger.com/profile/08272979041913063885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://img.photobucket.com/albums/v317/darksower/SOWERmod2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-LTBcaHD2Vrg/Trdk3LGmT9I/AAAAAAAAAIk/DZQSo84oM4Y/s72-c/stat.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4401770454917082484.post-7360575068454584460</id><published>2011-10-25T09:51:00.000-07:00</published><updated>2011-10-25T09:53:36.534-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Farmacoeconomía'/><category scheme='http://www.blogger.com/atom/ns#' term='Farmacia'/><title type='text'>Farmacoeconomía</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-451n-hBZGBs/TqblP9FRUZI/AAAAAAAAAIc/zVGnfopErIw/s1600/farmae.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/-451n-hBZGBs/TqblP9FRUZI/AAAAAAAAAIc/zVGnfopErIw/s640/farmae.JPG" width="395" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;Editado por&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;Tom Walley, Alan Haycox, Angela Boland &amp;amp; Alasdair M Breckernridge&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;Los servicios de salud de todo el mundo cada vez se enfrentan a una mayor demanda asistencial. Sin embargo, a medida que crece esta demanda, también lo hacen las restricciones de recursos por parte de los encargados de tomar decisiones. Admitiendo la necesidad de elegir y de informar de la elección analizando los costos y beneficios de los distintos medicamentos, estos encargados de las decisiones en la atención sanitaria se encuentran trabajando dentro del campo de la economía de la salud.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;*La economía de la salud analiza la oferta y la demanda asistenciales y ofrece una estructura para la comprensión de la decisiones tomadas.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;*La Farmacoeconomía adopta y aplica los principios y metodologías de la economía de la salud al campo de la&amp;nbsp;política&amp;nbsp;farmacéutica (oferta &amp;nbsp;y demanda de medicamentos).&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;El propósito de este libro es asegurarse de que los encargados de las decisiones comprenden, en la medida de lo posible, esta área de análisis.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&amp;nbsp; Antes de que podamos entender bien como se utilizan las herramientas de la economía sanitaria y la&amp;nbsp;Farmacoeconomía&amp;nbsp;para ofrecer información en la toma de decisiones en la atención sanitaria, debemos primero introducir la disciplina madre, la economía.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #63565f; font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: 13px; line-height: 18px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;a href="http://www.tomys.com.ar/?economia" style="border-bottom-width: 0px; 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text-align: center;"&gt;&lt;a href="http://ecx.images-amazon.com/images/I/512BWzOsGFL.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="640" src="http://ecx.images-amazon.com/images/I/512BWzOsGFL.jpg" width="512" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;a href="http://elblogdelaciencia.blogspot.com/2009/10/handbook-of-pharmaceutical-excipients.html"&gt;The Handbook of Pharmaceutical Excipients&lt;/a&gt; es reconocido internacionalmente como la fuente autorizada de información de excipientes farmacéuticos. La sexta edición llevo consigo mas de 350 monografias; con esta actualización acumulativa de 29 nuevos aditivos se compromete a seguir siendo un estandar en información d aditivos en la industria farmacéutica.&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://www.tomys.com.ar/?aditivo"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #cc0000;"&gt;&lt;span class="Apple-style-span" style="margin-left: auto; margin-right: auto;"&gt;&lt;img alt="" border="0" src="http://gi147.photobucket.com/groups/r293/OTJ8V4PP4H/descargar.gif" style="border-color: rgb(73, 91, 107); border-style: solid; border-width: 1px; display: block; float: left; 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text-align: center;"&gt;&lt;a href="http://i.walmartimages.com/i/p/97/81/42/00/53/9781420053555_500X500.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://i.walmartimages.com/i/p/97/81/42/00/53/9781420053555_500X500.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;Este es uno de los dos volumenes que describen los aspectos anatomicos fisologicos, farmacéuticos y tecnologicos de las rutas de liberación de fármacos en vias como: Oral, ocular, dermica, transdermica, Vaginal, Oral y Nasal dando así valoración acertada de los diferentes sistemas de liberación de fármacos conocidos y los emergentes que traen consigo nuevas formas de liberación. &lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://www.tomys.com.ar/?dupper"&gt;&lt;span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #cc0000;"&gt;&lt;span class="Apple-style-span" style="margin-left: auto; 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border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;"&gt;&lt;div style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: inherit; font-size: 12px; font-style: normal; line-height: 15px; margin-bottom: 0.5em; padding-bottom: 0px; padding-left: 0px; padding-right: 45px; padding-top: 6px; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: inherit; font-size: 12px; font-style: normal; line-height: 15px; margin-bottom: 0.5em; padding-bottom: 0px; padding-left: 0px; padding-right: 45px; padding-top: 6px; text-align: left;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://allfreedownloadebooks.com/wp-content/uploads/2011/08/Pharmaceutical%20Microscopy.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://allfreedownloadebooks.com/wp-content/uploads/2011/08/Pharmaceutical%20Microscopy.jpeg" width="465" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-style: normal; line-height: 15px; margin-bottom: 0.5em; padding-bottom: 0px; padding-left: 0px; padding-right: 45px; padding-top: 6px; text-align: left;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: black; line-height: normal;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span class="Apple-style-span" style="color: #666666;"&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;La&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: #666666;"&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;microscopia&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: #666666;"&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;&amp;nbsp;juega un papel importante en la investigación y desarrollo de nuevos productos farmacéuticos. &lt;b&gt;&lt;i&gt;Pharmaceutical Microscopy&lt;/i&gt;&lt;/b&gt; describe una gran variedad de&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;técnicas&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;&amp;nbsp;con&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;numerosas&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;&amp;nbsp;aplicaciones prácticas en el desarrollo de nuevos fármacos. La prime sección presenta&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;métodos&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;&amp;nbsp;generales y aplicaciones con un&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;énfasis&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;&amp;nbsp; a los aspectos&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;físicos&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;. Las técnicas cubiertas incluyen la cristalografia optica, microscopía térmica, microscopia de electrobarrido, espectrometría de rayos x, microespectroscopía (IR y Raman), y tamaño y forma de partícula por microscopía. La segunda&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;sección&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;&amp;nbsp;presenta las aplicaciones de estas técnicas en tópicos farmacéuticos&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;específicos&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;, incluyendo estudio de polimorfismo, tamaño de partícula, hábito e identificación de impurezas o contaminación. Este libro esta diseñado por&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;científicos&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;&amp;nbsp; para resolver problemas habituales en el desarrollo farmacéutico, pero si un experto en&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;microscopia&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0.5em; padding-bottom: 0px; padding-left: 0px; padding-right: 45px; padding-top: 6px; text-align: justify;"&gt;&lt;span class="Apple-style-span" style="color: #666666;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; line-height: 15px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span class="Apple-style-span" style="line-height: 15px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="background-color: white; color: #63565f; line-height: 18px;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://www.linkhide.com.ar/micro"&gt;&lt;span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="color: #cc0000;"&gt;&lt;span class="Apple-style-span" style="border-color: initial; border-color: initial; border-style: initial; border-width: initial; margin-left: auto; margin-right: auto;"&gt;&lt;img alt="" border="0" src="http://gi147.photobucket.com/groups/r293/OTJ8V4PP4H/descargar.gif" style="border-bottom-color: rgb(73, 91, 107); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(73, 91, 107); border-left-style: solid; border-left-width: 1px; 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font-size: 13px;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #666666;"&gt;&lt;span class="Apple-style-span" style="font-family: inherit;"&gt;&lt;span class="Apple-style-span" style="font-size: 12px; line-height: 15px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: inherit; font-size: 12px; font-style: normal; line-height: 15px; margin-bottom: 0.5em; padding-bottom: 0px; padding-left: 0px; padding-right: 45px; padding-top: 6px; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #666666; font-family: inherit; font-size: 12px; font-style: normal; line-height: 15px; margin-bottom: 0.5em; padding-bottom: 0px; padding-left: 0px; padding-right: 45px; padding-top: 6px; text-align: left;"&gt;&lt;span style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-size: 12px; font-style: normal; line-height: 15px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4401770454917082484-1265139042303440679?l=elblogdelaciencia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elblogdelaciencia.blogspot.com/feeds/1265139042303440679/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4401770454917082484&amp;postID=1265139042303440679' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/1265139042303440679'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/1265139042303440679'/><link rel='alternate' type='text/html' href='http://elblogdelaciencia.blogspot.com/2011/10/pharmaceutical-microscopy.html' title='Pharmaceutical Microscopy'/><author><name>Hero of Cybertron</name><uri>http://www.blogger.com/profile/08272979041913063885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://img.photobucket.com/albums/v317/darksower/SOWERmod2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4401770454917082484.post-1339093773557945401</id><published>2011-08-24T17:07:00.000-07:00</published><updated>2011-08-24T17:07:29.223-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Polimeros'/><category scheme='http://www.blogger.com/atom/ns#' term='Reología'/><title type='text'>A Handbook of  Elementary Rheology</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;b&gt;&lt;a href="http://3.bp.blogspot.com/-K33P3OLzWZw/TlWQLmO4iDI/AAAAAAAAAII/T_CGwy9duBc/s1600/8b45116dac0e628134b6d5d807fb9a31-1-3-reologia-viscoelasticidad-handbook-of-elementary.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://3.bp.blogspot.com/-K33P3OLzWZw/TlWQLmO4iDI/AAAAAAAAAII/T_CGwy9duBc/s640/8b45116dac0e628134b6d5d807fb9a31-1-3-reologia-viscoelasticidad-handbook-of-elementary.jpg" width="476" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;La &lt;a href="http://es.wikipedia.org/wiki/Reolog%C3%ADa"&gt;reología&lt;/a&gt; es la parte de la física que estudia la relación entre el esfuerzo y la deformación en los materiales que son capaces de fluir. La reología es una parte de la mecánica de medios continuos.&amp;nbsp; &lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;Libro muy ameno podemos aprender forma muy didactica sobre&amp;nbsp;  reologia de polímeros, Incluye ejercicios para el estudiante. Se  podría decir "Reologia para Dumies"&lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;b&gt;&lt;a href="http://www.tomys.com.ar/?reologia"&gt;&lt;img alt="" border="0" src="http://gi147.photobucket.com/groups/r293/OTJ8V4PP4H/descargar.gif" style="display: block; height: 41px; margin: 0px auto 10px; text-align: center; width: 128px;" /&gt;&lt;/a&gt;&lt;/b&gt;&lt;b&gt;&lt;/b&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&amp;nbsp; Depositfiles&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;b&gt;&amp;nbsp; Formato: PDF&lt;br /&gt;&amp;nbsp; Peso: 5 Mb&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4401770454917082484-1339093773557945401?l=elblogdelaciencia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elblogdelaciencia.blogspot.com/feeds/1339093773557945401/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4401770454917082484&amp;postID=1339093773557945401' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/1339093773557945401'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/1339093773557945401'/><link rel='alternate' type='text/html' href='http://elblogdelaciencia.blogspot.com/2011/08/handbook-of-elementary-rheology.html' title='A Handbook of  Elementary Rheology'/><author><name>Hero of Cybertron</name><uri>http://www.blogger.com/profile/08272979041913063885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://img.photobucket.com/albums/v317/darksower/SOWERmod2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-K33P3OLzWZw/TlWQLmO4iDI/AAAAAAAAAII/T_CGwy9duBc/s72-c/8b45116dac0e628134b6d5d807fb9a31-1-3-reologia-viscoelasticidad-handbook-of-elementary.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4401770454917082484.post-9175257912631466244</id><published>2011-07-26T13:55:00.000-07:00</published><updated>2011-07-26T13:55:18.401-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Programas'/><category scheme='http://www.blogger.com/atom/ns#' term='DEF'/><title type='text'>PLM 2009 Diccionario de Especialidades Farmacéuticas</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-OOrfWg3R0p8/Ti8oYDcdkMI/AAAAAAAAAH4/W0JGFfNaMx0/s1600/plm09.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://2.bp.blogspot.com/-OOrfWg3R0p8/Ti8oYDcdkMI/AAAAAAAAAH4/W0JGFfNaMx0/s640/plm09.jpg" width="476" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;La referencia respetada de los medicamentos que se prescriben en América  latina, en estos dos volúmenes del PLM encontrarán más de 3 mil productos farmacéuticos &lt;/span&gt;&lt;span style="font-size: small;"&gt;para prescribir&lt;/span&gt;&lt;span style="font-size: small;"&gt;, de los cuales 671 son nuevos  en este número. Asimismo, contiene 1319 monografías actualizadas con  lo más reciente en investigación médica. &lt;br /&gt;&lt;br /&gt;El Diccionario  de Especialidades Farmacéuticas DEF es una publicación anual que  contiene la información más actualizada sobre los productos  farmacéuticos que se venden en el mercado desde hace 64 años,  consolidándose como el sistema de información más importante en la  industria farmacéutica y para los médicos de todas las especialidades.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;br /&gt;El  compendio de referencia mas popular que hay en el mercado, esta edicion  que pertenece a la farmaceutica, nos proporciona informacion de los  medicamentos que actualmente circulan en el mercado&lt;br /&gt;&lt;br /&gt;Sus interacciones, su formulas, contraindicaciones y demas informacion medica para complementar el diagnostico del medico.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;a href="http://depositfiles.com/files/l3zi0jgzg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" src="http://gi147.photobucket.com/groups/r293/OTJ8V4PP4H/descargar.gif" style="display: block; height: 41px; margin: 0px auto 10px; text-align: center; width: 128px;" /&gt;&lt;/a&gt;&lt;span style="font-family: Verdana,sans-serif;"&gt;&lt;/span&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: left;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Servidor:&lt;/b&gt; Depositfiles &lt;b&gt;Formato:&lt;/b&gt; PDF&lt;br /&gt;&lt;b&gt;Peso:&lt;/b&gt; 58 Mb&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4401770454917082484-9175257912631466244?l=elblogdelaciencia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elblogdelaciencia.blogspot.com/feeds/9175257912631466244/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4401770454917082484&amp;postID=9175257912631466244' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/9175257912631466244'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/9175257912631466244'/><link rel='alternate' type='text/html' href='http://elblogdelaciencia.blogspot.com/2011/07/plm-2009-diccionario-de-especialidades.html' title='PLM 2009 Diccionario de Especialidades Farmacéuticas'/><author><name>Hero of Cybertron</name><uri>http://www.blogger.com/profile/08272979041913063885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://img.photobucket.com/albums/v317/darksower/SOWERmod2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-OOrfWg3R0p8/Ti8oYDcdkMI/AAAAAAAAAH4/W0JGFfNaMx0/s72-c/plm09.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4401770454917082484.post-653387541174730199</id><published>2011-07-26T13:05:00.000-07:00</published><updated>2011-07-26T13:05:12.511-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Tecnología farmacéutica'/><category scheme='http://www.blogger.com/atom/ns#' term='Biotecnología'/><category scheme='http://www.blogger.com/atom/ns#' term='Sistemas de liberación'/><category scheme='http://www.blogger.com/atom/ns#' term='Biofarmacéuticos'/><title type='text'>Biodrug Delivery Systems</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;"&gt;&lt;span style="font-family: 'Georgia','serif';"&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="http://2.bp.blogspot.com/-Fsw-p9pP1Mw/Ti8abMi3EUI/AAAAAAAAAHw/Ok4xDOky3_I/s1600/biodrug-delivery-systems.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://2.bp.blogspot.com/-Fsw-p9pP1Mw/Ti8abMi3EUI/AAAAAAAAAHw/Ok4xDOky3_I/s640/biodrug-delivery-systems.jpg" width="430" /&gt;&lt;/a&gt;&lt;span style="font-family: 'Georgia','serif';"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin: 0in 0in 0pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Los fármacos son una parte esencial en la medicina moderna. Es difícil imaginar que sería la vida sin estos fármacos que tratan diversas enfermedades. En los días pasados el descubrimiento de nuevos fármacos era relativamente sencillo y una numerosa cantidad de farmacos solo esperaban ser descubiertos. En este siglo de la revolución industrial y tecnológica el descubrimiento&amp;nbsp; es muchos mas lento y engorroso. Por eso la naturaleza de los fármacos descubiertos ha cambiado ahora se enfoca en fármacos basados en Biotecnología (Biofármacos) que&amp;nbsp; incluyen:&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin: 0in 0in 0pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin: 0in 0in 0pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt; *Péptidos&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin: 0in 0in 0pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;*Proteínas&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin: 0in 0in 0pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;*Anticuerpos&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin: 0in 0in 0pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;*RNA&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: Verdana,sans-serif; line-height: normal; margin: 0in 0in 0pt; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Verdana,sans-serif; font-size: small;"&gt;Los Biofármacos tienen varias ventajas sobre sus antecesores, pero esas ventajas podrían convertirse en defectos si no se administran en manera adecuada, durante el tiempo adecuado, debido a la diversidad de activos que se han desarrollado en necesario conocer lo fundamental sobre los sistemas de liberación para los fármacos del futuro no muy lejano&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;a href="http://depositfiles.com/files/5voriar5b"&gt;&lt;img alt="" border="0" src="http://gi147.photobucket.com/groups/r293/OTJ8V4PP4H/descargar.gif" style="display: block; height: 41px; margin: 0px auto 10px; text-align: center; width: 128px;" /&gt;&lt;/a&gt; &lt;br /&gt;&lt;div style="text-align: center;"&gt;Depositfiles&lt;/div&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"&gt;Formato: PDF&lt;br /&gt;Peso: 5 Mb&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4401770454917082484-653387541174730199?l=elblogdelaciencia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elblogdelaciencia.blogspot.com/feeds/653387541174730199/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4401770454917082484&amp;postID=653387541174730199' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/653387541174730199'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/653387541174730199'/><link rel='alternate' type='text/html' href='http://elblogdelaciencia.blogspot.com/2011/07/biodrug-delivery-systems.html' title='Biodrug Delivery Systems'/><author><name>Hero of Cybertron</name><uri>http://www.blogger.com/profile/08272979041913063885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://img.photobucket.com/albums/v317/darksower/SOWERmod2.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-Fsw-p9pP1Mw/Ti8abMi3EUI/AAAAAAAAAHw/Ok4xDOky3_I/s72-c/biodrug-delivery-systems.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4401770454917082484.post-7471192954823295186</id><published>2011-04-24T13:09:00.000-07:00</published><updated>2011-04-24T13:09:59.707-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Tecnología farmacéutica'/><category scheme='http://www.blogger.com/atom/ns#' term='Farmacia'/><category scheme='http://www.blogger.com/atom/ns#' term='Nanotecnología'/><title type='text'>Drug Delivery Nanoparticles Formulation and Characterization</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.informahealthcarebooks.com/media/catalog/product/cache/13/image/9df78eab33525d08d6e5fb8d27136e95/9/7/978-1420078046_base.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://www.informahealthcarebooks.com/media/catalog/product/cache/13/image/9df78eab33525d08d6e5fb8d27136e95/9/7/978-1420078046_base.jpg" width="444" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: center;"&gt;&lt;b&gt;&lt;span style="font-size: x-small;"&gt;Editorial: Informa Healtcare| 2009-06-16 | ISBN &lt;/span&gt;&lt;/b&gt;9781574448573&lt;b&gt;&lt;span style="font-size: x-small;"&gt; | Páginas: 418 | PDF | 5 MB&lt;/span&gt;&lt;/b&gt; &lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;Este grandioso libro explora los conceptos fundamentales de las formulaciones de liberación de fármacos y su caracterización. Presenta también lo aspectos clave del desarrollo de los sistemas nanoparticulados para varias apliaciones terapeuticas e incluye metodos usados que fueron aprobados por las instancias reguladoras&lt;/div&gt;&lt;br style="font-family: Arial,Helvetica,sans-serif;" /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;a href="http://depositfiles.com/files/d60pnhb7w"&gt;&lt;img alt="" border="0" height="128" src="http://gi147.photobucket.com/groups/r293/OTJ8V4PP4H/descargar.gif" style="display: block; height: 41px; margin: 0px auto 10px; text-align: center; width: 128px;" width="400" /&gt;&lt;/a&gt;&lt;div style="text-align: justify;"&gt;&amp;nbsp; Depositfiles&lt;/div&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&amp;nbsp; Formato: PDF&lt;br /&gt;&amp;nbsp; Peso: 5 Mb&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4401770454917082484-7471192954823295186?l=elblogdelaciencia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elblogdelaciencia.blogspot.com/feeds/7471192954823295186/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4401770454917082484&amp;postID=7471192954823295186' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/7471192954823295186'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4401770454917082484/posts/default/7471192954823295186'/><link rel='alternate' type='text/html' href='http://elblogdelaciencia.blogspot.com/2011/04/drug-delivery-nanoparticles-formulation.html' title='Drug Delivery Nanoparticles Formulation and Characterization'/><author><name>Hero of Cybertron</name><uri>http://www.blogger.com/profile/08272979041913063885</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://img.photobucket.com/albums/v317/darksower/SOWERmod2.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4401770454917082484.post-3353387879571256876</id><published>2011-04-09T14:20:00.000-07:00</published><updated>2011-04-09T14:20:40.478-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Quality by Design'/><title type='text'>Quality By Design: A Clinical Microsystems Approach</title><content type='html'>&lt;div class="center"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;img alt="" height="640" 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" width="481" /&gt;&lt;/div&gt;&lt;div class="center"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div class="center"&gt;&lt;/div&gt;&lt;div class="center" style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;Editorial: Jossey-Bass| 2007-03-16 | ISBN 0787978981 | Páginas: 512 | PDF | 2 MB&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;Calidad por diseño (QbD en sus siglas en inglés "Quality by Design") refleja la investigación&amp;nbsp; y el entrenamiento aplicado&amp;nbsp; conducido en&amp;nbsp; Dartmouth Medical School bajo el liderazgo de&amp;nbsp; Gene Nelson, Paul  Batalden, and Marjorie Godfrey. Este libro incliye los resultados de investigaciones&amp;nbsp; de alto rendimiento en microsistemas clínicos (clinical microsystems).&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;i&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;Se preguntarán ¿Qué demonios es un microsistema clínico?&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt; &lt;i&gt;&lt;span style="font-size: small;"&gt;&lt;span class="long_text" id="result_box" lang="es"&gt;&lt;span class="hps" title="Haz clic para obtener otras posibles traducciones"&gt;Un microsistema en la prestación del sistema de salud se puede definir:&lt;/span&gt; &lt;span class="hps" title="Haz clic para obtener otras posibles traducciones"&gt;como&lt;/span&gt; &lt;span class="hps" title="Haz clic para obtener otras posibles traducciones"&gt;un pequeño grupo&lt;/span&gt; &lt;span class="hps" title="Haz clic para obtener otras posibles traducciones"&gt;de&lt;/span&gt; &lt;span class="hps" title="Haz clic para obtener otras posibles traducciones"&gt;personas que&lt;/span&gt; &lt;span class="hps" title="Haz clic para obtener otras posibles traducciones"&gt;trabajan de manera conjunta&lt;/span&gt;&lt;span class="hps" title="Haz clic para obtener otras posibles traducciones"&gt;&lt;/span&gt; &lt;span class="hps" title="Haz clic para obtener otras posibles traducciones"&gt;para atender a&amp;nbsp;&lt;/span&gt; &lt;span class="hps" title="Haz clic para obtener otras posibles traducciones"&gt;subpoblaciones&lt;/span&gt; &lt;span class="hps" title="Haz clic para obtener otras posibles traducciones"&gt;discretas, que incluyen a&lt;/span&gt;&lt;span class="hps" title="Haz clic para obtener otras posibles traducciones"&gt; los pacientes y familiares.Que tiene&lt;/span&gt;&lt;span class="hps" t
