<?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:blogger='http://schemas.google.com/blogger/2008' 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-6094477709416353386</id><updated>2024-08-31T04:14:22.619+02:00</updated><category term="Ofertas de empleo"/><category term="Estadística"/><category term="Bioestadística"/><category term="Post propios"/><category term="Becas postdoctorales"/><category term="Matemáticas"/><category term="Epidemiologia"/><category term="Cursos"/><category term="El año de la estadística"/><category term="Divulgación"/><category term="R project"/><category term="Becas predoctorales"/><category term="Plazas de profesor en universidad"/><category term="Seminario"/><category term="Beca"/><category term="¿Trabajas como estadístico?"/><category term="Congreso"/><category term="Formación en estadística"/><category term="docencia"/><category term="Formación"/><category term="Big Data"/><category term="Investigación operativa"/><category term="innovación educativa"/><category term="Prácticas"/><category term="web 2.0"/><category term="Premios"/><category term="Epidemiología de la Nutrición"/><category term="Estancias de investigación"/><category term="oposiciones"/><category term="Futuro de la ciencia"/><category term="StatUse"/><category term="Zotero"/><category term="sociedades científicas"/><title type='text'>Estaidea</title><subtitle type='html'>Statistical thinking will one day be as necessary for efficient citizenship as the ability to read and write.&quot; H.G.Wells</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://estaidea.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>1275</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-1141393598424891485</id><published>2015-08-26T18:35:00.003+02:00</published><updated>2015-08-26T18:35:56.590+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Cursos"/><category scheme="http://www.blogger.com/atom/ns#" term="Estadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Seminario"/><title type='text'>Taller Matemático para alumnos de primer curso del Grado en Estadística Aplicada de la UCM</title><content type='html'>&lt;div&gt;
&lt;a href=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAABTCAMAAADtJ7gsAAAAw1BMVEX///+pBDKpACyoAC/kv8enACbszNSyH0amACWoAC6nACynACj46+7DXnXLfo389vijABfjrrzQj5uxEELOdo2lACGyNE+kAB3nuMXz2eGsEznJbISgAAC/TWr88/aiABG4MlbVjaDSgpf04eaxLku/Q2W4QFzrx9H13+bBUW66OFyiAAjZnKu2J0/isL2+Vm3cpLHeobLDZXnEaXzDUXHms8KuIELFcYHXk6XJZ4G4TWHBTGyzCkS5LFW/WG/Xm6fLh5Lfq6LPAAALLUlEQVR4nO2baXuquhaAMzAmIFhBCCgOUFDrbItDb+v+/7/qJmC7ta3Tuaf72PPc9aUQCOQlWWMsgP8SAX//I5H8xwV9Bwi+k/643OFvAEES+OMiof+D/CAQ4nIh/EAnXPT9S/hjwy2D6JPhajWccJL2PZe2tseh8oZB8ENA6J24406DSCnufaXvl7QuP49q+KeBlAMzmu8kBYjxU0FAlpB/BwiYQvzvAAEd9+eDWJY468s/HoR1xBlrkx8PkleLDoF+BUgUx9Gp1xuxYf1xkCTIxHmh8JeChI3G+hgJb+/lDVw81Ph40bqW7wqQuryJxSsq7uUgDqXOl0OylG3In9Af3XNny8b9w6tG9mv6jSA6DcWgohH630GUmvvC/8S92AJRGzUOr04De/udIJCWCh+Qq0Cydbjym2nxFTr9tNkxrG6T4lroW12nG89MAqkzBJ3QYcBYh44VpgSn6x73wOs0Nf1vAIEPxRClwL0CBFRbMqQBdQeRldowwXaapdyKY+/OSNwaW3u8ize3Nh6VgNHQaNTilpE8ZKDjuXkiP4SX6MuVICRh/NBaXTUjvgfReJbogZ/lJM266UDyHYrVqRLXiapkKwzdqgQ2CHIQG+tgahJsTo1M0wMl2yB8ib5cCQKRKQxM1HeuAJE8/QVECwqncU7zpbNiFijaQAECDAQf+L0bUoIg/k6KuI6EGl3zY0IrF0zJtSCQdsVTjc5VIOQeREsOArKa7ur5PAb+FyDoN4iM+LufkdYR5p4uPlnnvwEEeu8TfT2IZcT+qk7s8ZcghPeLdzMi3h3KYka2SP6WGYFYU/4ySDaqhb2Q8m8heVhV4h0Ixp7EwATRZbak5YyQRWZxHakxZYLgd+iIGGbauxzE80LLb7kDDuKhadT2cD1w+eCZTZC6NepujYOMNBIsrWqDoFyXqQ3AUOZ2SwFd103qtBWejHL+OghEy+hSkKlpzoDyuO4Ca2iuuQqsX9SRIyzfdKCOppFjOsJdPI/UbgTGA/WRrdeP3Cx2RyqnBZKpqs/jCzCuAem9g0CtcynIn5NTIGQ+5jInEK+yLJsm78PGeMobsvFPAYG6qA6LechVLnsXcKB+aLltkN8DF3Km5ZZBED0t5Fi/GwMJ5pXTYh4huTEQnGTWaZHcHwLCznX2zoF07pvNAfc60eDe+cqtGYPnx3OBVG9wf5gut5/vP/c5CSIZJyUan52R0CXE4yF/1NCaX4H0Gh48B8Ie5JeDexpIvgoEBk3ztKRndSSk3B2lBuC50pcg0XQ8PhcR8mimfTDwB4iuA4EEnZbzViukQTvgQd8OJB7PqnE5uunsSZCxXnEeV2djMTiDMcOqTstgLpvN/I8gT7NsBxL5s2rvQpBDEXs75KjvODojw1QzjQLEcgIcwIDnZJYDMYJ5FURuwAdpOAFBGPLAp4ODZkJhsOIYqXhUmu2DGBOs6/yZHMQfYe6XnatBiAzVdLNJVXjUe3wNgpSuhiUBwsP5wGQmbWQ8rMVmJ/BqCm8fGVbFo6+dlMgr0HExXsx1/SGK5npSfcrdebQHUtH0Jr+RgyiaNsm68KF6HQjxmnfjjMVxTxrfpd45lAMQyfDkRWzzGelVnaG0pG61l9JEAdvlgkUtfWTEOvYMMA7oJh66pG8ZI93m2cjQ8asJbca/QXopyn2geBBFa1mbsapKJ9eAYDeV9rQrHo/c0yvsEAQ8U6h4HMRYbnKEoFtVasIAWFEEChDFxlCkCURlM5eng1GTeD7wzXqAMNkHUVRS7xXKHg10nCQ5duvR5SAkWAnDEq/uR+3nwsZEXXhyUj6AKC41CV9aA1l24jv5DSQyDOsoSKYEWuJndfoFSEuAELIOw3DdvRyE5MJ0WEPoEp0gr1kkun5wiuQDSGRSHXKQFq4Z1lwsrTbKM5A2GlIBYkBsx2Aa0IkxfJ8RyaMOkPLDpbWhgUj3OYijuTy1XHVXFy8tkhSVvq68W000Leylr54g2QORxbGvY4iaVo2gyi++UGdcabFZCbQ0LkBAR6bNbUrxFKxcTYAgDiKTZNvXSdrbU/YOJZvtgGCu7FhOpwut0bkURA+KTNP/rRVyWXCeHo/i90DWLY8fx6nt2veWj1uNQaXV6nJ723poPDwz7vG9//BFtoL8NODLdvXQcqzo3m74UWjzO0f2iLGGN3ozv2aj1ZrKHrcN1dpDo6F3rUtB8FDcFe37cLvYCLAq6AKQQ7EU9vtQKVb320BYFn/08Ea2G/7+hVh5DxDijO1dOQMiL8rPD/c+vyg2gf1ixMUg3ymnQTAqFMKq0L1GvV5GGY78c0CKoju3Fs19zcZ5WeiPWz8GRK/t7PdhuaTUGwBejq2tmwPR7nY3aQfN8q55dSQduTkQXO5+AvAhgaKVspkdSRBvDoQ0d/H+1sX7Ii9Ls2cEZwt0SnUn8ZlxWH61KlJifusHMxz5Vf+C4u/JkumunG/d6cG+4Lfa7+CIkuwVsV29qCm1Zgej/pwUGm3a4k5m4o38Dzcquacqn+6/DmSnC4A9+Qeye270ejbVdWScp1zqe8OL/ebnfQKjrdsMzNTFXtJnSOEjf/l8Mj9XBTkDglan+1preqTj3v4IWiuMi5hDo/yVQ9e2SxDLeHPdPEppEw4SK8UdkVFMedXzHsVZtFsAbz+SeO93KYi+M7OAVb+UWfP80hK7uqVki81m4li9ZYL11FQA627SzVyYk+pkM5mlHCSuLCox6IWbzcZhRiUlWF34ZWPZXQTtPdHv8571yRl5W1p33te1h2Nh4z6I3g5F3gCyQA4Sak8yVfRyM9a2gzDVAp5B2RQmAY/hGFPdpBfXtaCO7PQpLR6/ZbnbZmCsyXlCtRHPEst+H3dNLtKR6TGHcQEIT5O5NMDYpmtWWSyzrEmo8xSxxbIDVuIdTcrXcJUKkATVezzlnbPOYp5lIdUHUiwaGUA6UqLnGlXYctkFw+DNxV0G8rYJOT7mMC4AwfUwXIoZgTRf/BoaItlyp8Le/lrOU0i3RrmPqOIdCFPl3KwMuX7PXMR1RBEgrMhbmMRT7uxuuUjhVSBksrP+x2q8l4DQ0IiEulr+oGXTgLugEkRSZbRuchCWkJFSWq3y47OBbWuBGYPhb5DM0welhksJRWb/OhD8Zr+zY57vMhBR7wZWZMWrBHGdKECiJrUVMMR0y3MdHkEYNfwGEkVGtU54QjZ0yfP7jGDVsLqDl6dQ83wwvA4EajuNYu2jqcdZEKw2+/3+vT9tNEJlTnMBQpdSr4/cmfKKuI7MNbpU7tw3Hal6jTlbU1cCUw+PFKOkqxF5KqmazeZUWykmuQ4Eve4s+PyIwzgLEtqaWyj7LK57NNDEVnO1Qd2Hp6kry7WR3voFGHRdqCZugymqlzCjacuQes0YKK6suUOW80bg1zwEPbwCU6rJtRfcqlwDAunOpd59AXJRzu53SulyZ7fq90NJfJmp+djvWeO1OVZWHe4QmPPYjaudrmEMO9waGKv1o1lUgv31sykZK9EI2Mp8XCnCSLz3uwIE3e+UJP80apznR+sotxb9wrdCAwCf1pbYod78lD1EWO5tCPmUeiAnEt7ux4BA0imdYtc+aHabEWDofIhyOyBYLkNgq7v3fy8EmuInHT9JRwRJGQNHW1UrZ0DXUt4Uv15foPtHQSB2O7tayrLmedwrtLfcKPdeT7iW2wSBmDRL22UZbDz0mcDKkuPzcbMgYsNqoES/82yLreUL90duDET8/9ugIymsF8c9RTLRmYjlhkGEimu1drqZpKp2NvC6aRAuWNcv26C+dZCL5V8Dom+VPy5b/Tv+n7346eCflfxb/jEf/wMC4X8Bog5Lpq441RcAAAAASUVORK5CYII=&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Un año más el Grado de Estadística Aplicada de la Universidad Complutense de Madrid organiza el taller matemático para alumnos de recién ingresos. El curso tendrá un reconocimiento de 2 ECTS, tienen como objetivo facilitar el aprendizaje del lenguaje y el razonamiento matemático. El taller se realizará del 14 al 25 de septiembre en horario de 10.30 a 13.30.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpsWpF0GYWoRbN8xIkaJPXvP74WdDJ5kKT6FcT6hW4imDLx949r5ebWZq8K6XqICgOdfRE7n7zFtC4ZWr9QqJuQ_jC2ChNTnbdm97K3IHUrUiRZTjN0Kc6er_4OVnMizlTefbD1Qiw_zc/s1600/Taller.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;297&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpsWpF0GYWoRbN8xIkaJPXvP74WdDJ5kKT6FcT6hW4imDLx949r5ebWZq8K6XqICgOdfRE7n7zFtC4ZWr9QqJuQ_jC2ChNTnbdm97K3IHUrUiRZTjN0Kc6er_4OVnMizlTefbD1Qiw_zc/s400/Taller.jpg&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Toda la información del mismo puede ser consultada &lt;a href=&quot;https://estudiosestadisticos.ucm.es/taller-matematico-para-alumnos-de-nuevo-ingreso-en-el-grado-de-estadistica-aplicada&quot; target=&quot;_blank&quot;&gt;aquí&lt;/a&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/1141393598424891485' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/1141393598424891485'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/1141393598424891485'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/08/taller-matematico-para-alumnos-de.html' title='Taller Matemático para alumnos de primer curso del Grado en Estadística Aplicada de la UCM'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpsWpF0GYWoRbN8xIkaJPXvP74WdDJ5kKT6FcT6hW4imDLx949r5ebWZq8K6XqICgOdfRE7n7zFtC4ZWr9QqJuQ_jC2ChNTnbdm97K3IHUrUiRZTjN0Kc6er_4OVnMizlTefbD1Qiw_zc/s72-c/Taller.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-8894326187340594288</id><published>2015-08-26T18:19:00.003+02:00</published><updated>2015-08-26T18:19:32.827+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Estadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><category scheme="http://www.blogger.com/atom/ns#" term="oposiciones"/><title type='text'>Oferta de empleo público diplomados en estadística del estado</title><content type='html'>&lt;a href=&quot;data:image/png;base64,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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Resultado de imagen de instituto nacional de estadistica&quot; border=&quot;0&quot; 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style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Se convoca proceso selectivo para cubrir 31 plazas del Cuerpo de Diplomados en
Estadística del Estado, código 0619, por el sistema general de acceso libre.&lt;/span&gt;&lt;br&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&lt;br&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;El proceso selectivo se ajustará a lo dispuesto en el artículo 61 del Estatuto Básico del
Empleado Público, y se realizará mediante el sistema de oposición, con las valoraciones,
ejercicios y puntuaciones que se especifican en el anexo I.
Incluirá la superación de un curso selectivo y, en su caso, un período de prácticas.
Para la realización de este curso selectivo, los aspirantes que hayan superado la fase de
oposición serán nombrados funcionarios en prácticas por la autoridad convocante.
Si alguna de las aspirantes no pudiera completar el proceso selectivo a causa de
embarazo de riesgo o parto debidamente acreditado, su situación quedará condicionada a
la finalización del mismo y a la superación de las fases que hubieran quedado aplazadas,
no pudiendo demorarse éstas de manera que se menoscabe el derecho del resto de los
aspirantes a una resolución del proceso ajustada a tiempos razonables, lo que deberá ser
valorado por el Tribunal, y en todo caso la realización de las mismas tendrá lugar antes de
la publicación de la lista de aspirantes que han superado el proceso selectivo.&lt;/span&gt;&lt;br&gt;
&lt;a href=&quot;http://estaidea.blogspot.com/2015/08/oferta-de-empleo-publico-diplomados-en_26.html#more&quot;&gt;Leer más »&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/8894326187340594288' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/8894326187340594288'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/8894326187340594288'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/08/oferta-de-empleo-publico-diplomados-en_26.html' title='Oferta de empleo público diplomados en estadística del estado'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-5370904765598862499</id><published>2015-08-26T18:11:00.003+02:00</published><updated>2015-08-26T18:19:56.394+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Estadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><category scheme="http://www.blogger.com/atom/ns#" term="oposiciones"/><title type='text'>Oferta de empleo público en el cuerpo superior de estadísticos del estado</title><content type='html'>&lt;a href=&quot;data:image/png;base64,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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Resultado de imagen de instituto nacional de estadistica&quot; border=&quot;0&quot; src=&quot;data:image/png;base64,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&quot; style=&quot;cursor: move;&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Se convocan dos procesos selectivos para ingreso en el Cuerpo Superior de
Estadísticos del Estado, Código 0606, uno para cubrir 14 plazas por el sistema general de
acceso libre y otro para cubrir 5 plazas por el sistema de promoción interna, de las
comprendidas en el artículo 5 del Real Decreto 196/2015 de 22 de marzo por el que se
aprueba la Oferta de Empleo Público para el año 2015.&lt;/span&gt;&lt;br&gt;
&lt;a href=&quot;http://estaidea.blogspot.com/2015/08/oferta-de-empleo-publico-en-el-cuerpo.html#more&quot;&gt;Leer más »&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/5370904765598862499' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/5370904765598862499'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/5370904765598862499'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/08/oferta-de-empleo-publico-en-el-cuerpo.html' title='Oferta de empleo público en el cuerpo superior de estadísticos del estado'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-2125670150211398435</id><published>2015-08-26T18:02:00.000+02:00</published><updated>2015-08-26T18:20:33.253+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Estadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><title type='text'>Técnico estadístico con especialidad  activos financieros e inmobiliario Madrid</title><content type='html'>&lt;div style=&quot;background-color: white; border: 0px; box-sizing: border-box; color: #2d3133; font-stretch: inherit; line-height: 20px; margin-bottom: 15px; padding: 0px; vertical-align: baseline;&quot;&gt;
&lt;a href=&quot;https://www.infojobs.net/logo/logo/do-get.xhtml?id=24560490032&amp;amp;dgv=3816914859549861876&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; font-family: Proximanova, Helvetica, Arial, sans-serif; font-size: 16px; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;ALALZA SISTEMAS DE INFORMACIÓN - Ofertas de trabajo&quot; border=&quot;0&quot; src=&quot;https://www.infojobs.net/logo/logo/do-get.xhtml?id=24560490032&amp;amp;dgv=3816914859549861876&quot; style=&quot;background-color: transparent;&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;ALALZA S.A. es una empresa de servicios en el entorno de las Comunicaciones y Tecnologías de la Información. Constituida en 2004, Alalza está formada por un equipo de profesionales con una amplia trayectoria profesional en el sector y con un objetivo común: un proyecto duradero que ofrezca soluciones óptimas y rentables a sus clientes y trabajadores como garantía de éxito.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; border: 0px; box-sizing: border-box; color: #2d3133; font-stretch: inherit; line-height: 20px; margin-bottom: 15px; padding: 0px; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Somos una compañía de servicios en el ámbito de las TIC con verdadera vocación por el servicio. Nuestro equipo gestor tiene más de 15 años de experiencia en el sector y trabajamos con algunos de los principales operadores de telecomunicaciones y empresas de España.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; border: 0px; box-sizing: border-box; color: #2d3133; font-stretch: inherit; line-height: 20px; margin-bottom: 15px; padding: 0px; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Para cliente líder en sector financiero seleccionamos un TÉCNICO ESTADÍSTICO con especialidad en modelización en procesos de verificación documental de expedientes de activos financieros e inmobiliarios.&lt;/span&gt;&lt;/div&gt;
&lt;a href=&quot;http://estaidea.blogspot.com/2015/08/tecnico-estadistico-con-especialidad.html#more&quot;&gt;Leer más »&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/2125670150211398435' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/2125670150211398435'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/2125670150211398435'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/08/tecnico-estadistico-con-especialidad.html' title='Técnico estadístico con especialidad  activos financieros e inmobiliario Madrid'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-2788174672969315670</id><published>2015-08-13T11:22:00.000+02:00</published><updated>2015-08-13T11:22:29.728+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Post propios"/><category scheme="http://www.blogger.com/atom/ns#" term="¿Trabajas como estadístico?"/><title type='text'>Retomamos las entrevistas de ¿Trabajas como estadístico?</title><content type='html'>&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Hola a tod@s,&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Este nuevo curso académico (muchos piensan que el año empieza en enero pero para muchos de nosotros cuando realmente empieza es en septiembre) pretendemos retomar el apartado &quot;¿Trabajas como Estadístico?&quot; ya que en una encuesta realizada a principios del año 2014, el 80% de los que respondisteis a la encuesta que realizamos por esas fechas manifestasteis que esta sección os había resultados útil.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;En aquella encuesta nos proponíais algunos cambios en las preguntas que hemos tenido en cuenta para elaborar el próximo cuestionario. Además comentasteis que os gustaría que se publicarán entrevistas de estadísticos que trabajaran en economía, genética, estudios de mercado, marketing, deporte, y en esta parte en la que necesito vuestra ayuda. Ya que en mi circulo no conozco a ningún estadístico que trabaje en estos campos, por lo tanto si trabajáis en estos campos o conocéis a alguien que lo haga sería de gran utilidad que se pusiera en contacto conmigo en emnavarretem@gmail.com&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcbsKD_Hqs4XOdSRolV32uA9bchb-McqIpr55xtSZ4AYIDO2yNbvNpD64H0XcV0x8IYsc9XSMMOTMQOWHaBA-AIxLxjy6mzG9efQXQTU7NVrGJ5h4Vweq9_OD3fM1A3KHLquyRLORqPlI/s1600/descarga.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcbsKD_Hqs4XOdSRolV32uA9bchb-McqIpr55xtSZ4AYIDO2yNbvNpD64H0XcV0x8IYsc9XSMMOTMQOWHaBA-AIxLxjy6mzG9efQXQTU7NVrGJ5h4Vweq9_OD3fM1A3KHLquyRLORqPlI/s1600/descarga.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Muchas gracias a tod@s y espero que en el mes de Octubre podamos colgar la primera entrevista de esta nueva era.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;Eva M.&amp;nbsp;&lt;/span&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/2788174672969315670' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/2788174672969315670'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/2788174672969315670'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2014/09/retomamos-las-entrevistas-de-trabajas.html' title='Retomamos las entrevistas de ¿Trabajas como estadístico?'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcbsKD_Hqs4XOdSRolV32uA9bchb-McqIpr55xtSZ4AYIDO2yNbvNpD64H0XcV0x8IYsc9XSMMOTMQOWHaBA-AIxLxjy6mzG9efQXQTU7NVrGJ5h4Vweq9_OD3fM1A3KHLquyRLORqPlI/s72-c/descarga.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-850300346751088910</id><published>2015-08-12T12:17:00.001+02:00</published><updated>2015-08-12T12:17:14.881+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Estadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><title type='text'>Research Fellow in Statistics, University of Birmingham</title><content type='html'>&lt;div style=&quot;box-sizing: border-box; line-height: 1.6; margin-bottom: 1.4285714286rem; padding: 0px; text-rendering: optimizeLegibility;&quot;&gt;
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zzVDR1tOOu9ImPpK5qbRzna2zjdmrVpru2iT3pJkX08JYFgfhtB4r9bLiqb9iPY5gwv5h5EW4PnnhpfkRlV9QSfMVcwFbRQn2+0pSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgVi1ZUoOH2o7MW+ow91cJnHKMOHRvzkPkfUdD51Qva/2a3unlnVTcQDkSRjLAeXeIOV+YyPlX6WrBlzQfm/RO3ix28cDxNiNQoeIg7toIG8MeDz5EV7Te0FAcxwyuT/aOFX7wuT/Orh7RezzT77JkgCuf+5F9W/344b7warbX/YpPGCbSZZR5LKO7fr+cMqePgKqTocM25TCxGpvEbQjje0GVuGt4tueQGYHH7RrYv+3MShTbxuz+fegIqj0G0ksc/KoprOiXNm+y5heIk8bh4W/ZYZVunka5+f8Ab+dP0ODffi9jU5IjbdNI/aHMf6yCJx57SVP3ZyK6Ft2/tlOe5uB+ruQj8R+Fcbs/7PNRvcFYTEh+3N9WMfBfebp6VZGg+xS2TDXUzzHzSP6qP+I8Z/iK8tocM/TYjU5I+qr9e1OTVrhBb27ZVdqxpl3OTks2BhfwFWH2I9j20rNqGGIwVt1OVB/9Vvtfsjj1Jq09I0S3tE2W8UcS+iLjPzPU/fXRxVmlIpWK19QgtebTvLCNMY46Dj4fCvSlKzYlKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFYk1lWrqVsssbI3KsCDglT9xBBBoPfdTdVf8AsTgJ05ZnZ3leSQMzuznCOVUDcTgDb5V0tE0iMX2oZ3lfqgFMjkKHjy4UFsLk88UEtL19DVTPZnWptHmjNzI8lheu6pI5L/R5VkZQpZiTt2qOc8gZ4wansWmp/wBVMoLHNqrhe8YoG7wqXCZ25K4Gfh/EJTuNM1W+nWIHaGdA0ndpbJKqGRygdmAJC7sfd8a1nt/oHaCIO0ht7yNu5VpHZI5x7wCkkc44z038dKC0d1fMVE5dNS51Qv49trEu8CRgjzOcpuUHDbEUn/zHwqNNBbrrl1HPIVg+iJIFedlQSM6glcuADjPA9TQWVeWUc6GOVFkRhhlYBlPzBqN6F7O9PspjNFCTJk7S5Mgj/dhvd64z1wK2ezmkwgPLCzmC6jjIjd3YDr4lLElQwYcD0qAdkYbV49SW5nZTDe3EcJa5dZFRANgj8e44Pzz8aC4SaBvSoZ2CutQbSg9yrNdBJTGJBh3AB7rePU9OeelRbsbqllqNuYpLiWHUjuEjPK8comyeYznbtB+wBwBgigt3dTdVe+1aF4tHZt7LNCIsOjspDZVW5ByQeetdS37KpKLQs0hhhg9zvXBkkcJ4pCGy2AD1PU0EuJNAxqrOyOkxXN7q0MpkKRTKkQE0g7tSG9wh/D61h2x0Kaxt7O93yymz7tbxO9fbNEvG8gHBdfXzzznFBa26m6o1Nq73m2OxdcMiu85G4RRuMoFX7crDnB4UcnPAPGi0xJr6W2Xc30eONriaZ3kkkaUEqqAOqoAq8nHwAHWgnxavuaqXtDcyQw6tZd5Iy2sEc9s5kbvIww9wvncwUg4JJODg1K+x9rEX71UmieNFiYO7bZNyRuXKsT58BuvLUExpSlApSlApSlApSlApSlApSlApSlArzkGeK9K1725SJC7naijLH0HqfhQV17PtZg0yB7K8kW3lgmlx3zCMSI7lkeNmwGU58icYqS9n7gNJd3Z8EMjp3bt4Q0ccYBk5xhSxbBPXbnoRSTtlpbKGa6typOAzHw59NxGBXdnuY0jMjMO7AyW6jb68dRQQ3szaWuqaW1u+HRmlVgPeQ985Rh6HGGB9CPWud7NLS7tbue0uzvFrCqwS/wBpC0hK8/DBGPLkeQqbaNrtpdBjbSpKF94x8gH5461qv2z05S+bqIGPh+T4eejccc0ET07VIW7R3BDqQ1rHGDnwmRWBKhuhOPL4Gul7XdIaax76L+usnW4jPn4D4ug545x6qKllhdQTxiWFkkjbJDoQwOOuCK8LDX7W5keKKaOSSP30B8S84OQefhQePZWyaODdLxNOxmm+Dvg7fjtXagP6tQJ9Qsm165+kNEYWs0i3SYMe8MpZNxG3djNWXquqwWsfeTypEgIG5zgZPQVrz6parB9IZ0EOM94R4cHzPHT40HH0XtFaLJFaW0iyxxQM7yBtyRpHtCguPCSdx49BUP8AZ9Y2l8uqwShG769nkjJA3bG9yWM9cAjIYVY1lrVpLE00UiPCudzryvHXoOfur10jU7a6TvLeSOVASu5CCAR1Hw//AGggvYztVNFa3Nrc5a9sVkChs5uFjBKFT9s4AHBJ5U+dantDi0rULV5QU+mBMwhPDcmXGUjMfvk54KkZHwxmrCg1u1knaBZEadBloxneo45I8uorHVNXtbZl71lEj+4qrvlfHXaqgs1BA/aA0sfZ5Irk7rlo4VIzlmcFd3HmQByfhU+0G+jktYpEcFO6XLZ4GFGc+mPOsNP121uXMaSKZFBJiPhkXHXKMAy9RzisZu0tlHL9HaeNZjx3RyGOfRcc9KCE+zLUY31PVsMPrZw8eeN6ruBKZ94DjkeoqwNemijt5jMVEfdsG3dCCp4IPXPTFa+sa9Z2RX6RLHDu90v4QfXB866UbrIoYeJSMg+WPI80EA9hkyDS0QYEiPJ3i4wwJbILDqcjHPw+FSi50DF0bqCTupHjEcoKd4kirkoSMghlzgEHpwR0rpWF1FIZBGykxvskx9lwASp+5hWvrHaC1s9v0iZIdx8Jc7QT8D0oOHfdjBNb3UZmPe3pHfzd2CSoGFSNc4RQBgDJ6k8k5qRaXbNFGiO4cqANwXZkAYGRk84Hr/CtxWB9K5um6/a3MjxwzJI8ZxIqnJUgkc+Q5BoOrSlKBSlKBSlKBSlKBSlKBSlKBSlKBXjOOD8v9jXtWrqEjLGxVC7AHaoIBJ8uScCgqLsjfMuhPAlpPPvNyvEeYlDSMMnnJC9cBSeOBU77ALEumQJDOLhEiK94MjJGdwweVxnGDyMVxuwdnqOnWYt5LQPIsjsrLOgQ723eMkZXk44Brf7Ddm5dMspVb62eWR5WROFDOANqFsDAwOaDQ9h4A0wj0uJ/81c/S9WFpqutP3M8oBgJEKbzxHk5GRiu37LdIurG0eC6iCsJHkDK4cMHIOOOQwOa8+yml3cWpX1xLCFhuymwh1Zl7sYG8DoCPTODQZ+yjThHbTTLJGy3dxJOqxNuSIMcCPd+cuOcAYPFRPWf/wCfqSakvCNey210fLY4QozemMnn9QVK+zWh3WnXtykaB7C4fvVw4DQyEeMBD1Un06cfGvK60Oe8tdRt7iDu/pEkksDb1YZwvd7sHwsGQZ8sGg43tjm+kW8w6x2skC/qmaRxu+e2Mjr/AGtT7tMP6BcDy+jS8f8AtGoh2t7KXb6XDZQL3sxaN5pXcAF18TkseWJbgcdAKlWtd/LYSokJ76SExhC6jazKVJLZxtHr50HP9la40iz8vqv/ALGoDaQy6IttqUCs1ncRxi9iGfAx6SqPLn/jz4n/AGFs7mz06OCaE99ApUKrqQ/JK7WzxwRnPTHnW32V0+T6BHbXcKgrH3cikh0ccg8jqCPIig1NDuo5tQuZo2DJJaWjKwPDKWuMYrheyCRrs31/Id0s1wYxnkpGgBVF9B4vL0rqdgOyD6ZNdruLwOU+jlm3FVHeEx48tpY8+efnXlpGh3Gk3NwYIjcWlzJ3mxGVZIZD72FchXQ/AgjA4NB0rzVbMX8St3gu1jdUURPl4nI3HOMFAUBznjB9eY/r8wi7Q2riN5D9Ck4jAZupxwSPU/xrrwaRcXGpx3zp3EUVu0Ko7BpHLEksQuVUDjjJzWtqOmXZ1mG8WAG3jhaFjvUOdxJLKvmBxxkedByPalqZmhtQbe4ixfW53SoFHU8DDHmrA7Q6kLW3mmOPApKgkAMxOEGTwMsVGTwM1GfabpN1eR28dtCH7ueOZ2Z1QYjJ8IzySc/Kujq4uJ5rUfRiYEfvZcumd4BCLtz4grHcTkcgYzQQ/sRcCw1aW1M6zJfRLMrq6v8A0hR9cDgnGfGfkFAqRe0vRhfLb25x9a0wX9VxbyFW/iB/E1re0js7c3JtHsYl7+2m7wOWVFC45U+ZJIXy9a6eqtdvLYyLbH6p2ecb08O6NoyqHPjYFt3kCF+NBx+x3aiSfSol3f0sN9D5OSJh4QzDzwg7w/smvD2LQrH/ANSRRhUvnUZJJwqgDJPJPGST6muro3ZI22oXl0MmGQiWKIEcTOuJmweN3GAc/bavH2Z6Nd2b3n0iIKLm4adWDq2N32Wx0PT1FBPqUpQKUpQKUpQKUpQKUpQKUpQKUpQKxK1lSgx20K1lSgw2V92VlSgw2U2VnSgxC021lSgx2U21lSg+AV821lSgxK021lSgx202VlSgxK0K1lSgxK02/wAqypQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQf/9k=&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Resultado de imagen de University of Birmingham&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;background-color: white; font-family: Trebuchet MS, sans-serif;&quot;&gt;We seek to appoint a postdoctoral researcher to a 3 year post in our internationally acclaimed research group working on the imaging of childhood cancer within the School of Cancer Sciences. The post is funded as part of a National Institute for Health Research Professorship and the successful applicant will work within a team which has developed and evaluated advanced MR Imaging techniques for investigating childhood cancer. This post will aim to translate these advances into routine clinical practice through understanding how imaging is perceived by patients and healthcare workers. Qualitative research will be undertaken on the views of children, their families and clinicians to new imaging methods and the manner in which this information is presented to them. In particular we are interested in the impact of clinical decision support systems. The post will also provide broader statistical and informatics expertise to the programme of research.&amp;nbsp; The research will be undertaken as a collaboration between Cancer Sciences (Professor Peet) and Health and Population Sciences (Professor Greenfield) at the University of Birmingham and Birmingham Children’s Hospital. The successful applicant will be expected to have experience in qualitative and quantitative statistical methods as evidenced by publications in international journals. Overall, this post represents an excellent opportunity for a post- doctoral researcher who wishes to use mixed methods to translate research advances into clinical practice by collaborating within a vibrant multi-disciplinary environment.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white; font-family: Trebuchet MS, sans-serif;&quot;&gt;Andrew Peet, NIHR Professor, Institute of Child Health, Whittall Street, University of Birmingham, B4 6NH. Phone +44(0)121-333 8234 Fax +44(0)121 3338241. Email:&amp;nbsp;&lt;a href=&quot;mailto:a.peet@bham.ac.uk&quot; style=&quot;box-sizing: border-box; line-height: inherit; text-decoration: none;&quot;&gt;a.peet@bham.ac.uk&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white; font-family: Trebuchet MS, sans-serif;&quot;&gt;To download the details of this position and submit an electronic application online please click on the Apply Online button below, please quote Job Reference in all enquiries.&amp;nbsp; &amp;nbsp;Alternatively information can be obtained from:&amp;nbsp;&lt;a href=&quot;http://www.hr.bham.ac.uk/jobs&quot; style=&quot;box-sizing: border-box; line-height: inherit; text-decoration: none;&quot;&gt;www.hr.bham.ac.uk/jobs&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/850300346751088910' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/850300346751088910'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/850300346751088910'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/08/research-fellow-in-statistics.html' title='Research Fellow in Statistics, University of Birmingham'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-4055121007655784083</id><published>2015-08-12T12:06:00.003+02:00</published><updated>2015-08-12T12:06:43.182+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Post propios"/><title type='text'>Aunque el blog ha estado inactivo desde el Mes de Abril, volveré</title><content type='html'>Hola a tod@s,&lt;br /&gt;
&lt;br /&gt;
&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Resultado de imagen de verano&quot; border=&quot;0&quot; 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ShKnmBcuiRRjgoqU72gDgJ+pQyoKOYIdsO92OzpbvlWQAW3gnnvT9lQBKIOKOYJ5YtsYNZTQ60QPXNUmvPFGHp8whcr6lkT0TGGNeiqbxUhyTuPQfLepe96ZmY6o3Ygwbm/G48VnynswzzpHbbzWc7uMOsmkUrbIOJbLSBnYiM7GbJGDw4mXXJItax0EukDp9loUcLEk3gSYyHb3i6RjKQad0NJLgNQLTax+a+i+Z/VLiNesnHsljO/c9Ozjw4OG7yWMJDTAg8RO8BeVbxFYQSW2GuUdy8vSeWkhoPwmCSQ0SBkA0SYHZnKzdqbRxAM/O2bboA3SLi4Jm/Fc1vWr08wpzwn4ydcrBVZ9ce5t7T9pGsBayd+C4Q2Wlo1F4dkbcs14TbXtE6swF5aA2d74N10iYDSTq28BMxtNzzvOL7yTLy7ckz8O6IiZkarU9n9gDeFetDn5sbugNYJlp3fzXtw7V6NrRUpZk8vy2dso0LSnqx18CfZX2VdVipiAWUbFlEkfGAAQ6oMty5+E3nln9Gp1ABG623bl3rI3ua7e5r3ac401iKPmrudS5nqm/otjV3hyXGrz8G/ZZEnioJWnHOblvU1/eDiO9cKo4hY080JKOY9A5Vbm4aw4hQ2u0cB2Zeaw94oS9LmB8qtzeOKZxCW7HsGSxJQlHMsatYmu7aY0CT/M+DQswoSp48jRW8TTO1ToAq1XGucqhUFJ1pMtUIrwG5xKUQmBdCzcjeMcCSxD7tP3V26pyWIDFIpp0LoRkBXu1Pu04NU7qWRlc00t1NW91C5ipMDOq01X90Fo1GJO5yWimTpNGmmBJpHRPBWGotoILlMLnDtCMkNC3KCoNO5K4A8PFLIaTgpCgKQEZJwEEYagDZXVWu3T7t26+DDomCRnCG3joCSbNGhgrgPdukxbW+Wdh1ROxeFpi7g4gSZO9AnOwXz7F4faDG1G7gq7xB3xUEi82DiD4WWVXwONJltF4O6Cfhb8zTld+V89eFlwyhczbzJL6ex6cbO37uovY+i4n2uotBNK4ibNDSRlIJJi4OmiwMZ7fNIMnIB3wNDyDNpLiGmDdeWp+z+OIcfd7rn7weS+kGlpiwDTqeHBHV9jcXH+5P+MznP5QOKlfp8G8zefc6IRs4eUX8X7WuqNPzUrttLjvAj4g4taIiQYg5wFtezVSpWb8TiQTnvS4mDFyRA+aNbnlHjqWx6zKgbUa5hkkfEN0kls7pBjLM8AJAXpDtEUqclj3tAIG46DEgbwduwGgHW5IGV1lcUoxXDpo7Zwi6f8Ap4NPGe5w7pf84tl8IvJkkndA+Eyb3CnC7da4lr91oMCnG873k2Jk8YPxcwvB7W2rvuBljyCfi3i85iZBgXvxlVdn4stIv+ITfde4Z7p+KwESIGZS/p6cMy7k8FSj8Tyz6p/Ah2kTf9yrdNhFiszZe1zuguY5oIkm53RIAyEuvaV6X3LXi5AMWIMnnPH6LK2rRoT0vyePdwn8xi7UxD2M3qbQ4zrMAc4uqezdvMf8L/gdzyPYVtVqDmGDae4jksvamyWVQbQ7jx7Y8817Slnqjijpxhr3NGVl7ax1SiAWsDhN/sI1WZhtoVcM4MrAuZodQORyI9WyXoaVVlRsiHNPq6eQcNDy+qK+zsa2swOb1HA6qwQvOUB/C4mDO5UtOkm4PrgVubVxBp0nub8wFrSnkJQ+Lp5Hwohee2dicRUZ7wP3jwhsa2iLm3EZrQ2ZtT3282Nyo0do7Y4ZWSyDptF6EEiYkTwm/csn+PqUaobWMtcbG1u6Lfr1oVMAX4ipBM2cCDA48DKMlKnuzfxWJYwS9wbwlVnbUpATvgiYtc9yp7bpu3aL3C7CS6Lj98j0Kt1tn06jZE3uJv8A5pRllKMUlkuU3giRkUluMZv7m8N7h+uUrL2PtAtJpVJjeIY45f2z2EJ3tFQG5vizg4XRkNC1YYWK2tuVSzckASTN89Jz7FoYau17ZaZCwqdcGo0viR8DubTk6OkKxXoOw799klh+YeteHHzWS3BdvIG2cW73opslpj5pMcflGaaNovpWrAkcQIPcfog2s0ODcRTMxn9lfZWZiKfbna4KA6YXQU3awJG6x5B1IgRy4nkFpwsXZY3KhpOExdhIkgAkQDwzhbUpZJkl4OAUT4qVBTyScFJCgBEE0xiHtSYVxzEncVJjGUxYWTmW6KvRbqSnA+pWYNDY9fopKXKAuRknAchQSlk8PXggB9SjIaR5f6hSTbokg+v3Rb8fqjItI4FC56SX8Uus7j67I7QjItJY9+OKD+KHfy9Qs6s/L0LcilObx7+Hq3knqRSpmk7aDc5SnbSHHLgfFZtQRlwVWs9wFhPqbyUnNI0jRybTa7ahDTcj4h2xGuViVhe0rd2281wkSGuaS0C4lr5aJdF7WbF1o+ytdxquaYLntAZEC8mRGZ06BYXtDULqjmENpGd1wYRuupNJj3k3aSQ3kRyC8ueZ3XoketZQcHpPK16RYC5xDmySSAIDtQHAQewW8E7C7PxBAc2lu8AXhpmLENJ+E218lRx+0WiuAAIb8o3pAI1nI5Wtw4Lawld7hM25ZeS9lRagnLyKvcvXpp+BVECkWmo1zXzYuI3bTMPu0n7zmvZ7J263DiHtHwmRTDiS5x+JzyHZOuNV5es58EGC0i4IJBHCCsfEV3UpNMltyd3MTEWm4N8uWi5qtqqvkXMKaxUR9z2Rt+nXpkvAYTEsdxOjZN80WNwJbLmyW6g5gfUc18Kw3tS34cxVBJM2bIyIg55yvQ4D29xFJx36jHjPMum8wCDGsLGFtXpS6dtjina05/FRkmfQcRRa8brhbS2XZzzXna1CrhHb1M7zDpoemh8/BbGB2zQrz7uo3eEB7QY3XHhMT+ivhgdncEQRoRzXSnlZOXrTbTPP7SrMxFDfafjbcibt6Te8c9Ff2dWFegJvaDrccZ5iVnbS2W6i73tE21B4cHcRz08UPsnipL2RFyQL2zMefcmU0tOUVqGKfg3uaWlzDcDIScj2H1knbNwVV1f3roEneMTAGeeRJytOa38Zg21W7rhxvqDrErF/g69AxTMt4EEgX11HSUApKS9SPa2CKQM3d2GLTBhUsFjDSqMDxbIOP5SLd0+KccBWrvDqhyyADgBrJJAHdJWntLZQqNaBYtAAJ4CwnXjfmUDyopRZcr0g5pacj4EahYmHrOwztx96eYPDmOXrmdjBMc1oa4zFtJiNeoU1qbXWd8Q+2s8UzOLx0fY89UDK1Z7WGWmCDfOD+nrMcY+t7s0S0f3EgHdF9c9MltYbZzGneA15Z5aCTr3q19fXrokaazDxWyS6kHCd8SecSYt2RbgtXA1RUpw7OIcDn+ystHBFupEuWe5g4zZb2hwpO+B2YzzjT6hOw+znABwcWv15jTw4grXI5qHHp90Fa2ZlLAn3ge8kkRN7QNAA3x8FqdyEHS3dqiAQS3k4AIghRJgcCjIUAqU0IXUqQk73am1gqser/ZUikNa6ybPf6ySmjutKMZ+vHuWQ2G93NATM+vJDVdYzI6Zjh5qC4C3d6lLIsHOJsIifooNuPeuLuzTj6GYQzx56+aWSsEmrAUtcY/T9bIXME+s8uKJsZ93rigWCS/SY/VLeLDrbtnPkidBiT9L9nrNSXc/GO6OwoyGBJbp1twPPohcY5fUpznz4nmeCHdvlftgeU6JMpFGuBY5HK3T6+Sr1SIuCR1yiJJmPRWmaY3ri/HlNuSl1MZkznaOw38EsFqeDzmMwbXDNwINnNsQcwWkZXCR/K3RusqPY2ZLSAQTESd4X7DZeqFAA63mJtHG3UXROo5mORyPWFJtG5lHojweG9jKbTvPL3zeDZs6fhy6rco7IiwAi8AcPDkt1lEZG/dYcskxtGeMA/XXj5K3UnLuzLXp7GJV2RlE92vZpohq7O3BLWsda4cAQeIg6QvQGkJJm15uItKkNA/bQ9FPUXFZh7P2ZhqzA5+Gw4c75h7thI43gnMHmtHB7Dw7Y3KFFuoIpsmRzIJ15oa2ygXTTc6m4kTuxcidCI1m0Sq9PZ2IZEVmvAvDmkPI4S2dSLwclep7kOMX1RtihIGWdxuiJ7FXZs1u8CAGkGTugtBMatBjdPRZ+5ijIIpE2j4yI67lzHkrVLD1XT7whgP5LutY6Re1/ugWnHk1TV3pFs479PFV8PgWMMtbGfQE/t0R0KIA+G/OR4wi3pPqCdfJVkx+gQdz9X9XUMNjf0eKje7PP1qgBt4euKeRYCaeOf78DHFDE627NMx+66bWPK/NcZ7evZlrZGR4AHTpf9kPrL1b7IgMpGXr0V2717pBjn3IyPAIPaeH6FcB043n1mpDRplp671Bbnwy1lIoNtvXrmpJXdfXrzQuaPWlkxHTwUEzry9eCMFA71+0pDJj11UgetVBdw4+PZ1RNchADKI8EDunguDkwCaEYQsKNUhCapzv67FX3ubv+1OrFI3D+Ydx+6o0Q5rZF/V+xO3foMtPqhDYPd5LmizuTo6TCyYu4skfWTlGoHrsXOEQbcfuUbRBEWv8A+s+ZVbEVDLRxfB5iHHzASGkE+plGvrMKaZ1J9WzOut1FZ5mOcdIKJzbHqlkfgO0gxrmpiB19diWDc9iMN+Ht+xKBYBzt4nzHJc+AZI+9/wBiiFnQOE+SE/MBpH+kfUowAupVzA63iLc0VNvPwEa9uiJ3zAcQZ8PuUsNs06kmehdHkEegyQwH5bTrGthp0nsXG1jqM+3LmTl4IKDt7enR0DsyR+vXcFLDyTTfMm1jHDI6k68O1E1sESb6xOfZProofYjsH1S6jjBHIf5o8gEgLAqQe7K4jh3QiBvYc87A9mn6FVSMuz7qxhPlPafohdRSWCQb8ZHo/pzUvFoJAvE8ozjv9SoxQgDr68AjcfgHYfqqJ7k8Z/cdR6ugLehntudULPneNAGx1Jm+qlzjvxp8Xm0ZoxkfYcReIvHOCopwBeYt+8Ax67UFF0tBOoH0+6dFh2cT2JkC2VJk8PGPR8UTOXzcfWqUBb/CD2GTlwRPeQ4jS3iHE+ICB4JfxGtsr9ufhzKhxtqO39D9Uwt+Hp9JVNpv0J8kZBIe0x0vnoTYyhJJ5ak2AnQHglUfxHh9blcx01Q05FhPjCeeo8DW1BORjieP7yOiBw4+Wlr2yUlsi/MdEbm/CPWhQAIGWkj1kiaJ4C+o58FJ0XMGXZPWECCb67VDlDPmI0shfr08kwwQHEKap5lCc45jxBTIz6fT7oAFj5F/su09fREG29cUl7oED1Y/ZA11G7vNcR+q6oMvWoUOFijIBEyuCXTMtB4j6FMcmhYOLBmcu4JHwf8AN66LquXX6hUVZcY5P//Z&quot; /&gt;&lt;/a&gt;¿Qué tal os va todo? Yo aquí estoy disfrutando del ansiado mes de vacaciones la verdad es que de vez en cuando es necesario desconectar de tus rutinas para cogerlas con más fuerzas si cabe, es lo que tiene no tener obligaciones una gran ayuda para comprender que es lo que quieres hacer.&lt;br /&gt;
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Hace unos días recibir un mail de un &lt;a href=&quot;https://docs.google.com/document/d/1VnnLPxZpO8A8jryI6T47DSx-K0TIHgLCONVzTTyP2Co/pub&quot; target=&quot;_blank&quot;&gt;compañero estadístico&lt;/a&gt; que me remitía la oferta que acabo de colgar &lt;a href=&quot;http://estaidea.blogspot.com.es/2015/08/bolsa-abierta-en-el-gobierno-vasco-para.html&quot; target=&quot;_blank&quot;&gt;aquí&lt;/a&gt;&amp;nbsp;y entonces fui consciente que hacía mucho tiempo que no me pasaba por Estaidea, La verdad es que el día a día, los nuevos proyectos de vida y algunos otros asuntillos menores me han mantenido alejados de la blogosfera algunos meses. Este año ha sido un poco productivo en Estaidea solo he publicado 80 entradas cuando en años previos estaba pasando las 200 pero así es la vida.&lt;br /&gt;
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Ahora que tengo un poquito más de tiempo y de perspectiva he decido pasarme para informaros que en breve mi intención retomar Estaidea. Espero que aún haya gente a la que le interese lo que cuelgo, y si no espero tener nuevos seguidores. Y para ello también he elaborado una pequeña &lt;a href=&quot;http://goo.gl/forms/t26CX96KjY&quot; target=&quot;_blank&quot;&gt;encuesta&lt;/a&gt; para que me ayudéis en esta tarea, solo serán unos minutos y será de gran utilidad.&lt;br /&gt;
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&lt;a href=&quot;https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTG664W3X10H8eeTZzX-qhVE3y9bZaWvskuJxK2-92VRc4IXKouGw&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Resultado de imagen de trabajo&quot; border=&quot;0&quot; src=&quot;https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTG664W3X10H8eeTZzX-qhVE3y9bZaWvskuJxK2-92VRc4IXKouGw&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
Te recuerdo que si quieres participar en una entrevista de &lt;a href=&quot;http://estaidea.blogspot.com.es/p/trabajas-como-estadistico.html&quot; target=&quot;_blank&quot;&gt;¿Trabajas como estadístico?&lt;/a&gt;, tienes alguna oferta de trabajo o de curso que puede ser interesante para otros compañeros o quieres participar en Estaidea escribiendo un post propio solo tienes que mandarme un correo a &lt;a href=&quot;mailto:emnavarretem@gmail.com&quot;&gt;emnavarretem@gmail.com&lt;/a&gt; y me en breve me pondré en contacto contigo.&lt;br /&gt;
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Muchas gracias por tu continúa comprensión y nos vemos en Septiembre con energías renovadas. Un besazo&lt;br /&gt;
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Eva María&lt;/div&gt;
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&lt;br /&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/4055121007655784083' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/4055121007655784083'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/4055121007655784083'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/08/aunque-el-blog-ha-estado-inactivo-desde.html' title='Aunque el blog ha estado inactivo desde el Mes de Abril, volveré'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-2189376502832845892</id><published>2015-08-12T11:23:00.001+02:00</published><updated>2015-08-12T11:23:15.709+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Estadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><title type='text'>Bolsa abierta en el Gobierno Vasco para Estadístico</title><content type='html'>&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Resultado de imagen de gobierno pais vasco&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;El gobierno vasco va abrir un proceso selectivo del cuerpo superior facultativo en Escala Estadístico el próximo 20 de Septiembre. El plazo de presentación de documentación será del 21 al 25 de Septiembre y los ejercicios se realizarán a lo largo de Octubre.&lt;br /&gt;
El proceso selectivo consta de:&lt;br /&gt;
&lt;br /&gt;
1.- Ejercicio teórico sobre el temario adjunto. Obligatorio y eliminatorio&lt;br /&gt;
2.- Prueba psicotécnica, no eliminatoria&lt;br /&gt;
3.- Euskera&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Toda la información puede consultarse &lt;a href=&quot;http://www.ivap.euskadi.eus/contenidos/noticia/bolsas_trabajo_2015/es_def/adjuntos/nueva_convocatoria_bolsas_trabajo.pdf&quot; target=&quot;_blank&quot;&gt;aquí&lt;/a&gt;.&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/2189376502832845892' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/2189376502832845892'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/2189376502832845892'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/08/bolsa-abierta-en-el-gobierno-vasco-para.html' title='Bolsa abierta en el Gobierno Vasco para Estadístico'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-2980483211387815935</id><published>2015-04-19T21:02:00.000+02:00</published><updated>2015-04-19T21:10:44.328+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Divulgación"/><category scheme="http://www.blogger.com/atom/ns#" term="Estadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Post propios"/><category scheme="http://www.blogger.com/atom/ns#" term="Seminario"/><title type='text'>Jornadas sobre el aprendizaje y la enseñaza de las matemáticas (JAEM) en Cartagena.</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;b&gt;&lt;i&gt;Hace
unos días descubrí estas jornadas navegando por la red y las comparto contigo
ya que me parecen muy interesantes.&lt;/i&gt;&lt;/b&gt; Son unas jornadas dirigidas a la didáctica
de las matemáticas en España, es un punto de encuentro para el debate, la
reflexión y la formación en la enseñanza y el aprendizaje de las Matemáticas.
Entre los objetivos generales de las JAEM podemos encontrar los siguientes:&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
&lt;ul type=&quot;disc&quot;&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;El aprendizaje y la
     enseñanza de las matemáticas.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Intercambiar conocimientos
     entre profesionales. &lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;a href=&quot;http://estaidea.blogspot.com/2015/04/jornadas-sobre-el-aprendizaje-y-la.html#more&quot;&gt;Leer más »&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/2980483211387815935' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/2980483211387815935'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/2980483211387815935'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/04/jornadas-sobre-el-aprendizaje-y-la.html' title='Jornadas sobre el aprendizaje y la enseñaza de las matemáticas (JAEM) en Cartagena.'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-965326480868578952</id><published>2015-04-19T20:27:00.001+02:00</published><updated>2015-04-19T20:28:38.632+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Formación en estadística"/><category scheme="http://www.blogger.com/atom/ns#" term="R project"/><title type='text'>Curso online &quot;Control Estadístico de Calidad con R&quot;</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; color: #222222; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin: 0px; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;&quot;&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;Resultado de imagen de universidad de vigo&quot; border=&quot;0&quot; class=&quot;rg_i&quot; data-sz=&quot;f&quot; name=&quot;gd2st7kGLP65kM:&quot; 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&quot; 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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Desde el 1 hasta el 25 de abril está abierta la inscripción en el Curso de Formación de la Universidad de Vigo “Control Estadístico de Calidad con R”. El curso, totalmente no presencial, comienza el 1 de mayo de 2015 y durará un mes, con una dedicación media de una hora diaria, y está dirigido a ingenieros y profesionales del control de calidad. Importe de la matrícula 125 euros (parados 90 euros).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: white; color: #222222; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin: 0px; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;br&gt;El programa estadístico “R” es completamente gratuito y se puede instalar en cualquier ordenador y sistema operativo. La comunidad estadística mundial colabora de forma desinteresada con R Project, y miles de investigadores aportan constantemente rutinas y utilidades. Las técnicas de control de calidad también se pueden abordar con R, aunque el carácter novedoso de este programa estadístico hace que todavía no haya alcanzado una difusión adecuada en el ámbito de la ingeniería y de la empresa, a pesar de tratarse de un programa gratuito y extremadamente potente. Las técnicas de control de calidad utilizan generalmente gráficos, y R es también el programa estadístico con mayor potencia de gráficos.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;a href=&quot;http://estaidea.blogspot.com/2015/04/curso-onlin-control-estadistico-de.html#more&quot;&gt;Leer más »&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/965326480868578952' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/965326480868578952'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/965326480868578952'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/04/curso-onlin-control-estadistico-de.html' title='Curso online &quot;Control Estadístico de Calidad con R&quot;'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-7361219396832922026</id><published>2015-04-12T19:53:00.001+02:00</published><updated>2015-04-12T19:53:29.687+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Becas predoctorales"/><category scheme="http://www.blogger.com/atom/ns#" term="Estadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><title type='text'>PhD in Statistics at the Open University in UK</title><content type='html'>&lt;a href=&quot;https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRWpCG8080Qy2jn3s55jl0aKU0J9xzr7WH1eDZ4UGVdoVwYApVD6A&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Resultado de imagen de University Walton Hall campus in Milton Keynes, UK.&quot; border=&quot;0&quot; class=&quot;rg_i&quot; data-src=&quot;https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRWpCG8080Qy2jn3s55jl0aKU0J9xzr7WH1eDZ4UGVdoVwYApVD6A&quot; data-sz=&quot;f&quot; name=&quot;bbCWJsmBu_yI6M:&quot; src=&quot;https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRWpCG8080Qy2jn3s55jl0aKU0J9xzr7WH1eDZ4UGVdoVwYApVD6A&quot; style=&quot;height: 189px; margin-top: -6px; width: 267px;&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;We invite applications for several full-time three-year PhD studentships
 in Mathematics and Statistics commencing 1 October 2015.
PhD students are based at the University’s Walton Hall campus in Milton Keynes, UK. Studentships cover full-time fees and include a stipend (currently 
£13,863 per annum + £1250 per annum to cover training and conference 
participation).&lt;br&gt;&lt;br&gt;
Overseas applicants are also welcomed but those from a non-European 
Economic Area country that is not majority English-speaking must hold a 
Common European Framework of Reference for Languages (CEFR) certificate 
for English at B2 level or higher at the time of applying.
&lt;br&gt;&lt;br&gt;
Full details of projects are available from: &lt;a href=&quot;http://www.mathematics.open.ac.uk/phd&quot; target=&quot;_blank&quot;&gt;http://www.mathematics.open.ac.uk/phd&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br&gt;
&lt;a href=&quot;http://estaidea.blogspot.com/2015/04/phd-in-statistics-at-open-university-in.html#more&quot;&gt;Leer más »&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/7361219396832922026' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/7361219396832922026'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/7361219396832922026'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/04/phd-in-statistics-at-open-university-in.html' title='PhD in Statistics at the Open University in UK'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-6680755136903468704</id><published>2015-04-12T19:50:00.001+02:00</published><updated>2015-04-12T19:51:19.552+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Estadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><category scheme="http://www.blogger.com/atom/ns#" term="Plazas de profesor en universidad"/><title type='text'>Visiting Assistant Professor, University of Cincinnati </title><content type='html'>&lt;a href=&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS4dxiQxHPWL_WIz3iJ2tORSJslA6uf2X1vqVyDIuiHG4TLIp4o&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Resultado de imagen de University of Cincinnati&quot; border=&quot;0&quot; class=&quot;rg_i&quot; data-src=&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS4dxiQxHPWL_WIz3iJ2tORSJslA6uf2X1vqVyDIuiHG4TLIp4o&quot; data-sz=&quot;f&quot; height=&quot;113&quot; name=&quot;pm84d6N4enpGGM:&quot; src=&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS4dxiQxHPWL_WIz3iJ2tORSJslA6uf2X1vqVyDIuiHG4TLIp4o&quot; style=&quot;height: 169px; margin-top: 0px; width: 299px;&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;The Department of Mathematical Sciences at the University of Cincinnati 
is hiring both Educator Assistant Professors (non-research positions) 
and Visiting Assistant Professors. The job postings can be found on 
mathjobs.org at the following URLs:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Educator Assistant Professor&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;a href=&quot;https://www.mathjobs.org/jobs/jobs/7141&quot; target=&quot;_blank&quot;&gt;https://www.mathjobs.org/jobs/jobs/7141&lt;/a&gt;
&lt;br /&gt;&lt;br /&gt;
Visiting Assistant Professor&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;a href=&quot;https://www.mathjobs.org/jobs/jobs/7129&quot; target=&quot;_blank&quot;&gt;https://www.mathjobs.org/jobs/jobs/7129&lt;/a&gt;
&lt;br /&gt;&lt;br /&gt;
Those interested should submit a complete application to mathjobs.org as
 well as an abbreviated application to the university&#39;s recruitment 
system. The URL for each position for the internal recruitment system is
 provided in the above job postings.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Fuente: &lt;a href=&quot;http://www.seio.es/Becas-y-Ofertas-de-empleo/Visiting-Assistant-Professor-University-of-Cincinnati.html&quot;&gt;http://www.seio.es/Becas-y-Ofertas-de-empleo/Visiting-Assistant-Professor-University-of-Cincinnati.html&lt;/a&gt; &lt;/span&gt;&lt;/span&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/6680755136903468704' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/6680755136903468704'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/6680755136903468704'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/04/visiting-assistant-professor-university.html' title='Visiting Assistant Professor, University of Cincinnati '/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-4445864887286961478</id><published>2015-04-12T19:48:00.001+02:00</published><updated>2015-04-12T19:48:24.669+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Bioestadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><category scheme="http://www.blogger.com/atom/ns#" term="Plazas de profesor en universidad"/><title type='text'>Visiting Assistant Professor Position, Texas A&amp;M University </title><content type='html'>&lt;a 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K6V+NYmlQJCi0e8VEC0WvPMXhnGpR7EuPsnRW3aEoOfjTaYCiuAhooTRXqKebqhrWojjOSnXsDEVYdouJNgqrpIShQOFNa786tArFS/WHu0FBxhW3eKM6KHqz8hKWZxQ1x6ziQatVTrpb/eGiA05bxCuqvgXYdXVQ2F5lCy3cmMjjNlmpmY5yFKz+y8w/f41iWZOWIrW5e2tUUwRWctLfF2ml6Lk0uLmqVz5T1hTFbFqj+pf4hrvqEv6rbxT5O8/xvogMCiGDQsigEDIohAwKIYNCyKAQ+ldRTPKa+VUo/HnuAw0PkLlVDQqiGXYVCtvPXf/V4N3/G9ary/IsPstRfOUu9u0mxyDcsF6j54IvvwnLUISz3MUH/15QeI+Fvz8VoyjQjNwNipU17eXfwSsAYdt27mU97393hqLsqwfq5doGRYJiY1AYFAaFQWFQGBQGhUFxlkEhZFAIGRRCBoWQQSFkUAgZFEIGhZBBIWRQCBkUQhxF9fe1Vyq4LxS/0/2giD7C8a80Cu4FBWO938m7l0ThltRsFtbQ532gGOkcHFSjQ/NvvDNqr/8D/4h2VfVCKSoAAAAASUVORK5CYII=&quot; 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6V+NYmlQJCi0e8VEC0WvPMXhnGpR7EuPsnRW3aEoOfjTaYCiuAhooTRXqKebqhrWojjOSnXsDEVYdouJNgqrpIShQOFNa786tArFS/WHu0FBxhW3eKM6KHqz8hKWZxQ1x6ziQatVTrpb/eGiA05bxCuqvgXYdXVQ2F5lCy3cmMjjNlmpmY5yFKz+y8w/f41iWZOWIrW5e2tUUwRWctLfF2ml6Lk0uLmqVz5T1hTFbFqj+pf4hrvqEv6rbxT5O8/xvogMCiGDQsigEDIohAwKIYNCyKAQ+ldRTPKa+VUo/HnuAw0PkLlVDQqiGXYVCtvPXf/V4N3/G9ary/IsPstRfOUu9u0mxyDcsF6j54IvvwnLUISz3MUH/15QeI+Fvz8VoyjQjNwNipU17eXfwSsAYdt27mU97393hqLsqwfq5doGRYJiY1AYFAaFQWFQGBQGhUFxlkEhZFAIGRRCBoWQQSFkUAgZFEIGhZBBIWRQCBkUQhxF9fe1Vyq4LxS/0/2giD7C8a80Cu4FBWO938m7l0ThltRsFtbQ532gGOkcHFSjQ/NvvDNqr/8D/4h2VfVCKSoAAAAASUVORK5CYII=&quot; style=&quot;height: 161px; margin-top: 0px; width: 225px;&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;The Department of Statistics at Texas A&amp;amp;M University seeks a 
Visiting Assistant Professor for appointment in the 2015-2016 academic 
year. This appointment will be non-tenure track. Duties and 
responsibilities include teaching two courses per semester. Based on 
applicant preferences, these courses may be taught at either the 
graduate or undergraduate level, and multiple sections of the same 
course may be counted separately toward the teaching requirement if 
undergraduate service courses are taught.
&lt;/span&gt;&lt;/span&gt;&lt;br&gt;
&lt;a href=&quot;http://estaidea.blogspot.com/2015/04/visiting-assistant-professor-position.html#more&quot;&gt;Leer más »&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/4445864887286961478' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/4445864887286961478'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/4445864887286961478'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/04/visiting-assistant-professor-position.html' title='Visiting Assistant Professor Position, Texas A&amp;M University '/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-5376105744546762970</id><published>2015-04-12T19:46:00.000+02:00</published><updated>2015-04-12T19:46:04.693+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Estadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><category scheme="http://www.blogger.com/atom/ns#" term="Plazas de profesor en universidad"/><title type='text'>Visiting Statistics Faculty Search in University of California, Santa Barbara</title><content type='html'>&lt;a href=&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRoSROEFZg2qyFRDgpzsFAMe4wa6WlwVezOpO66yTUarneebvyWSQ&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Resultado de imagen de University of California, Santa Barbara ---&quot; border=&quot;0&quot; class=&quot;rg_i&quot; data-src=&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRoSROEFZg2qyFRDgpzsFAMe4wa6WlwVezOpO66yTUarneebvyWSQ&quot; data-sz=&quot;f&quot; name=&quot;sw8AKGJaW06LMM:&quot; src=&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRoSROEFZg2qyFRDgpzsFAMe4wa6WlwVezOpO66yTUarneebvyWSQ&quot; style=&quot;height: 198px; margin-top: 0px; width: 198px;&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;The Department of Statistics and Applied Probability at UC Santa Barbara
 is searching for qualified candidates for visiting faculty positions 
for the 2015-2016 academic year (with possibility of renewal for a 
second year).
&lt;br /&gt;&lt;br /&gt;
A full year appointment carries a teaching load of 5 one-quarter courses
 per year. Partial year appointments are also possible. Applicants must 
demonstrate or show strong promise for undergraduate teaching, as well 
as potential for  research and interaction with faculty at UC Santa 
Barbara. The Department is especially looking for candidates trained to 
teach undergraduate-level statistics courses (among others Statistics 
for Economics, Mathematical Statistics, Time Series). Interested 
candidates should apply by submitting resume, a teaching statement, and 
have three letters of reference sent (at least one letter should 
describe teaching accomplishments).
&lt;br /&gt;&lt;br /&gt;
Search is ongoing and will continue until positions are filled.&lt;br /&gt;Materials should be electronically submitted via UC Recruit: &lt;a href=&quot;https://recruit.ap.ucsb.edu/apply/JPF00419&quot; target=&quot;_blank&quot;&gt;https://recruit.ap.ucsb.edu/apply/JPF00419&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Fuente: &lt;a href=&quot;http://www.seio.es/Becas-y-Ofertas-de-empleo/University-of-California-Santa-Barbara-Visiting-Statistics-Faculty-Search.html&quot;&gt;http://www.seio.es/Becas-y-Ofertas-de-empleo/University-of-California-Santa-Barbara-Visiting-Statistics-Faculty-Search.html&lt;/a&gt; &lt;/span&gt;&lt;/span&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/5376105744546762970' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/5376105744546762970'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/5376105744546762970'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/04/visiting-statistics-faculty-search-in.html' title='Visiting Statistics Faculty Search in University of California, Santa Barbara'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-8765768187669250520</id><published>2015-04-12T19:38:00.001+02:00</published><updated>2015-04-12T19:38:33.132+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Post propios"/><category scheme="http://www.blogger.com/atom/ns#" term="¿Trabajas como estadístico?"/><title type='text'>Tercera entrevista de &quot;¿Trabajas como estadístico?&quot; del 2015 con Jesús Herranz</title><content type='html'>
&lt;div class=&quot;post-header&quot;&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTrZ4sk0FOQ1wJMYs_ETxQrcOoWzMyeUpPghBEE036s44aKfosB6kgTV2cInUfF4IvcMYrjS-E31uU0ACCYjMhNGVJFJRbBIk7nTVbNM7X0sfcOSwLxKwffLnhmuw2e7INfXnWZJ4dRls/s1600/ScreenShot.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTrZ4sk0FOQ1wJMYs_ETxQrcOoWzMyeUpPghBEE036s44aKfosB6kgTV2cInUfF4IvcMYrjS-E31uU0ACCYjMhNGVJFJRbBIk7nTVbNM7X0sfcOSwLxKwffLnhmuw2e7INfXnWZJ4dRls/s1600/ScreenShot.jpg&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;background: none repeat scroll 0% 0% white; color: #333333; line-height: 18.4px;&quot;&gt;En este&amp;nbsp;&lt;b&gt;2015&lt;/b&gt;&amp;nbsp;volvemos con&amp;nbsp;&lt;b&gt;&lt;i&gt;&quot;¿Trabajas como Estadístico?&quot;&lt;/i&gt;&lt;/b&gt;.&amp;nbsp; En esta ocasión tenemos la oportunidad de entrevistar &lt;/span&gt;&lt;span style=&quot;background-color: white; color: #351c75; line-height: 18.48px;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #741b47;&quot;&gt;Jesús Herranz&lt;/span&gt;&amp;nbsp; &lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;background: none repeat scroll 0% 0% white; color: #333333; line-height: 18.4px;&quot;&gt;licenciada
 en Matemáticas, especialidad estadística. Actualmente trabajo como bioestadístico en &lt;/span&gt;&lt;span style=&quot;background: none repeat scroll 0% 0% white; color: #333333; line-height: 18.4px;&quot;&gt;&lt;span&gt;IMDEA Alimentación, un centro de
investigación en Nutrición y Salud&lt;/span&gt;. Además cuenta con más de 15 años de experiencia como bioestadístico en diversos centros.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #333333; line-height: 18.3999996185303px;&quot;&gt;&lt;span style=&quot;font-family: Trebuchet MS, sans-serif;&quot;&gt;La
 entrevista completa y todas las entrevistas&amp;nbsp; se publicaran mensualmente
 en el apartado &amp;nbsp;&quot;¿Trabajas como estadístico?&quot;. Puedes consultar la 
entrevista integra en:&lt;a href=&quot;http://www.blogger.com/goog_866213669&quot;&gt;&lt;span style=&quot;color: #436590; text-decoration: none; text-underline: none;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/a&gt;&lt;a href=&quot;http://estaidea.blogspot.com.es/p/trabajas-como-estadistico.html&quot;&gt;&lt;span style=&quot;color: #cc4411; text-decoration: none; text-underline: none;&quot;&gt;http://estaidea.blogspot.com.es/p/trabajas-como-estadistico.html&lt;/span&gt;&lt;/a&gt;&amp;nbsp;y si quieres participar en una de ellas y contarnos tu experiencia manda un correo a&amp;nbsp;&lt;a href=&quot;mailto:emnavarretem@gmail.com&quot;&gt;&lt;span style=&quot;color: #436590;&quot;&gt;emnavarretem@gmail.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTrZ4sk0FOQ1wJMYs_ETxQrcOoWzMyeUpPghBEE036s44aKfosB6kgTV2cInUfF4IvcMYrjS-E31uU0ACCYjMhNGVJFJRbBIk7nTVbNM7X0sfcOSwLxKwffLnhmuw2e7INfXnWZJ4dRls/s1600/ScreenShot.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/8765768187669250520' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/8765768187669250520'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/8765768187669250520'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/04/tercera-entrevista-de-trabajas-como.html' title='Tercera entrevista de &quot;¿Trabajas como estadístico?&quot; del 2015 con Jesús Herranz'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTrZ4sk0FOQ1wJMYs_ETxQrcOoWzMyeUpPghBEE036s44aKfosB6kgTV2cInUfF4IvcMYrjS-E31uU0ACCYjMhNGVJFJRbBIk7nTVbNM7X0sfcOSwLxKwffLnhmuw2e7INfXnWZJ4dRls/s72-c/ScreenShot.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-7325120762630377757</id><published>2015-04-10T22:45:00.000+02:00</published><updated>2015-04-10T22:47:22.953+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Bioestadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><title type='text'>Bioestadístico en Guatemala</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a 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&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;Universidad
del Valle de Guatemala- Centro de Estudios en Salud-Unidad de Investigación en
Influenza y Otros Virus Respiratorios. El Centro de Estudios (CES)  es uno de los diez centros del Instituto de
Investigaciones de la Universidad del Valle de Guatemala.  La finalidad
del CES es contribuir al mejoramiento de la salud y bienestar de la población
guatemalteca y de la región centroamericana, a través de la generación  y
divulgación de conocimiento, la formación de recurso humano y la promoción del
fortalecimiento de las capacidades técnicas institucionales para la prevención
y control de enfermedades. La investigación que se realiza dentro del CES busca
encontrar soluciones  a problemas de salud relevantes en Guatemala y la
región centroamericana, combinando las actividades de campo y laboratorio de
manera multidisciplinaria.  A la vez,  se promueve la aplicación de
los resultados y  su  uso para la toma de decisiones en las políticas
y programas de salud pública.  El personal del CES está conformado por un
equipo multidisciplinario que incluye: biólogos, microbiólogos, personal
médico, epidemiólogos, informáticos y administradores. Busca a bioestadístico
proporcionará soporte metodológico y de análisis dentro de los proyectos de la
unidad de investigación en influenza y otros virus respiratorios&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br&gt;
&lt;a href=&quot;http://estaidea.blogspot.com/2015/04/bioestadistico-en-guatemala.html#more&quot;&gt;Leer más »&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/7325120762630377757' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/7325120762630377757'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/7325120762630377757'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/04/bioestadistico-en-guatemala.html' title='Bioestadístico en Guatemala'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-6314838689750794523</id><published>2015-04-10T22:41:00.000+02:00</published><updated>2015-04-10T22:41:06.054+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Bioestadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><title type='text'>Bioestadístico en Madrid</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;53&quot; 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Busca bioestadísticos con titulación de graduados/as en Estadística.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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     estadísticos de Ensayos clínicos, Estudios Epidemiológicos y EPAs.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;a href=&quot;http://estaidea.blogspot.com/2015/04/bioestadistico-en-madrid.html#more&quot;&gt;Leer más »&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/6314838689750794523' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/6314838689750794523'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/6314838689750794523'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/04/bioestadistico-en-madrid.html' title='Bioestadístico en Madrid'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-7172783897960662142</id><published>2015-04-10T22:36:00.001+02:00</published><updated>2015-04-10T22:36:15.538+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Estadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><title type='text'>Estadistico en Madrid</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Tabla normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-fareast-language:EN-US;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white; line-height: normal; text-align: justify;&quot;&gt;
&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Resultado de imagen de sanitas&quot; border=&quot;0&quot; class=&quot;rg_i&quot; data-sz=&quot;f&quot; name=&quot;25C3gsmSTzbrtM:&quot; 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&lt;a href=&quot;http://estaidea.blogspot.com/2015/04/estadistico-en-madrid.html#more&quot;&gt;Leer más »&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/7172783897960662142' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/7172783897960662142'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/7172783897960662142'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/04/estadistico-en-madrid.html' title='Estadistico en Madrid'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-8549566229682377801</id><published>2015-04-10T22:26:00.004+02:00</published><updated>2015-04-10T22:26:56.667+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Bioestadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Estadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><category scheme="http://www.blogger.com/atom/ns#" term="R project"/><title type='text'>Estadístico en Universidad Autónoma de Barcelona</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
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 {mso-style-name:&quot;Tabla normal&quot;;
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 mso-tstyle-colband-size:0;
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 line-height:115%;
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 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
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 mso-hansi-theme-font:minor-latin;
 mso-fareast-language:EN-US;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
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 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;br&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
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  &lt;w:TrackFormatting/&gt;
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  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
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   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
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&lt;br&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-margin-top-alt: auto;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Requisitos: &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Los candidatos
deben ser licenciados o graduados en Estadística Aplicada o similar y tener
conocimientos en temas ambientales. Los candidatos deben tener un alto dominio
del inglés escrito y hablado, y conocimiento avanzado en R y Stata, así como
estar capacitado para trabajar en equipo. &lt;/span&gt;&lt;/div&gt;
&lt;a href=&quot;http://estaidea.blogspot.com/2015/04/estadistico-en-universidad-autonoma-de.html#more&quot;&gt;Leer más »&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/8549566229682377801' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/8549566229682377801'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/8549566229682377801'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/04/estadistico-en-universidad-autonoma-de.html' title='Estadístico en Universidad Autónoma de Barcelona'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-8992254735490469473</id><published>2015-04-10T22:16:00.001+02:00</published><updated>2015-04-10T22:16:20.022+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Formación en estadística"/><category scheme="http://www.blogger.com/atom/ns#" term="R project"/><title type='text'>Cursos de estadística en Barcelona</title><content type='html'>&lt;a href=&quot;data:image/png;base64,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&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;data:image/png;base64,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&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;&quot;&gt;El Servei d&amp;#39;Estadística Aplicada tiene el placer de anunciaros los próximos CURSOS ORGANIZADOS POR EL SEA:&lt;span class=&quot;Apple-converted-space&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br&gt;
&lt;br&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; display: inline ! important; float: none; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br&gt;
&lt;ul style=&quot;background-color: white; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;&quot;&gt;
&lt;li style=&quot;margin-left: 15px;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;b&gt;Programación, creación de paquetes y gráficos de alta calidad con R&lt;/b&gt;, impartido por&lt;span class=&quot;Apple-converted-space&quot;&gt; &lt;/span&gt;&lt;b&gt;José Barrera&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt; &lt;/span&gt;(Estadístico del CREAL y Profesor Asociado del Departamento de Matemáticas),&lt;b&gt;Alejandro Caceres&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt; &lt;/span&gt;(Estadístico del CREAL) y&lt;span class=&quot;Apple-converted-space&quot;&gt; &lt;/span&gt;&lt;b&gt;Mikel Esnaola&lt;/b&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt; &lt;/span&gt;(PhDc en la Unitat de Bioinformàtica del CREAL).&lt;br&gt;Este curso se realizará los días 3 y 4 de junio de 10:00 a 18:00 y el día 5 de junio de 10:00 a 14:00.   &lt;span class=&quot;Apple-converted-space&quot;&gt; &lt;/span&gt;&lt;a href=&quot;http://sct.uab.cat/estadistica/es/content/programaci%13-creaci%13%C3%B3n-de-paquetes-y-gr%13%C3%A1fi-cos-de-alta-calidad-con-r&quot; target=&quot;_blank&quot;&gt;&lt;br&gt;enlace&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;a href=&quot;http://estaidea.blogspot.com/2015/04/cursos-de-estadistica-en-barcelona.html#more&quot;&gt;Leer más »&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/8992254735490469473' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/8992254735490469473'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/8992254735490469473'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/04/cursos-de-estadistica-en-barcelona.html' title='Cursos de estadística en Barcelona'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-8199744420216231064</id><published>2015-04-10T22:13:00.001+02:00</published><updated>2015-04-10T22:13:49.512+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Matemáticas"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><category scheme="http://www.blogger.com/atom/ns#" term="Plazas de profesor en universidad"/><title type='text'>Assistant Professor in Mathematics with emphasis towards complex systems in Stockholm</title><content type='html'>&lt;div class=&quot;jobText companyTopText&quot; style=&quot;background-color: white; color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin-bottom: 25px; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;&quot;&gt;
&lt;a href=&quot;https://www.mynetworkglobal.com/center/displayCompanyLogo/cid:177/&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://www.mynetworkglobal.com/center/displayCompanyLogo/cid:177/&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;KTH Royal Institute of Technology in Stockholm is the largest and oldest technical university in Sweden. No less than one-third of Sweden’s technical research and engineering education capacity at university level is provided by KTH. Education and research spans from natural sciences to all branches of engineering and includes Architecture, Industrial Management and Urban Planning. There are a total of 12,400 full year students at first and second levels, almost 1,900 active (at least 50 per cent) research students and 5,100 employees.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;jobText jobTextDesc&quot; style=&quot;background-color: white; color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin-bottom: 25px; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;KTH is strengthening its research on a global scale. We are currently looking to recruit 13 Assistant Professors, whom we will offer the opportunity to develop both their research and their teaching. These recruitments are a part of a larger effort and will be conducted within broad areas, ranging from Mathematics and Bioelectronics to Sustainable Urban Development and Process Engineering. The new Assistant Professors will receive a four-year starting grant, and permanent base funding if they qualify as Associate Professors. For more information about the recruitment initiative, see the following web page:&lt;a href=&quot;http://www.kth.se/applytoassistantprofessor&quot; style=&quot;color: black;&quot;&gt; www.kth.se/applytoassistantprofessor&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br&gt;
&lt;/div&gt;&lt;a href=&quot;http://estaidea.blogspot.com/2015/04/assistant-professor-in-mathematics-with.html#more&quot;&gt;Leer más »&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/8199744420216231064' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/8199744420216231064'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/8199744420216231064'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/04/assistant-professor-in-mathematics-with.html' title='Assistant Professor in Mathematics with emphasis towards complex systems in Stockholm'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-4128459450043784729</id><published>2015-04-10T22:10:00.001+02:00</published><updated>2015-04-10T22:10:15.051+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Investigación operativa"/><category scheme="http://www.blogger.com/atom/ns#" term="Matemáticas"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><title type='text'>Machine learning strategies for materials optimization in Finland</title><content type='html'>&lt;div class=&quot;Body&quot; dir=&quot;LTR&quot; style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: #5a5a5a; font-family: nimbus-sans-n1, HelveticaNeue, Helvetica, Arial, sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 21px; margin: 0px 0px 10px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;&quot;&gt;
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src=&quot;data:image/png;base64,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&quot;&gt;&lt;/a&gt;The AScI Fellow is a Postdoctoral position with freedom and support to pursue independent and interdisciplinary research agenda and has opportunity to collaborate with research groups of the departments of Aalto University School of Science. Successful candidates shall have or are close to having a PhD in Computer Science, Mathematics, Physics, or related disciplines. Strong knowledge of machine-learning methodologies, and reasonable programming skills are required. The candidate is expected to have the interest to apply mathematics and statistics to physical problems. Specialist knowledge of computational physics techniques is also welcomed.&lt;/div&gt;
&lt;a href=&quot;http://estaidea.blogspot.com/2015/04/machine-learning-strategies-for.html#more&quot;&gt;Leer más »&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/4128459450043784729' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/4128459450043784729'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/4128459450043784729'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/04/machine-learning-strategies-for.html' title='Machine learning strategies for materials optimization in Finland'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-4806924133896207001</id><published>2015-04-08T14:54:00.003+02:00</published><updated>2015-04-08T14:54:27.991+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Cursos"/><category scheme="http://www.blogger.com/atom/ns#" term="Formación en estadística"/><title type='text'>Curso “Métodos de Imputación Simple y Múltiple con STATA” en Madrid</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;![endif]--&gt;&lt;a href=&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSf-SNarrNUEVIxmUaVe0fuuYJWCNc_vVkQJ1XIU755k8MMBoOeUA&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Resultado de imagen de stata&quot; border=&quot;0&quot; class=&quot;rg_i&quot; data-src=&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSf-SNarrNUEVIxmUaVe0fuuYJWCNc_vVkQJ1XIU755k8MMBoOeUA&quot; data-sz=&quot;f&quot; name=&quot;ROtgMJWgRAj0cM:&quot; src=&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSf-SNarrNUEVIxmUaVe0fuuYJWCNc_vVkQJ1XIU755k8MMBoOeUA&quot; style=&quot;height: 72px; margin-top: 0px; width: 302px;&quot;&gt;&lt;/a&gt;&lt;span class=&quot;Estilo3&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span&gt;Del  15-19 Junio (25h) se impartirá el curos &amp;quot;Métodos de Imputación Simple y Múltiple con Stata&amp;quot; en &lt;/span&gt;la &lt;span&gt;Escuela Nacional de Sanidad (ISCIII), Madrid. El curso será impartido por las profesoras: Adela Castelló Paastor y Belen Alejos Ferreras. El número de plazas está limitado a las primeras 20 inscripciones (puedes preinscribirte, &lt;a href=&quot;http://sigade.isciii.es/publico/actual/PreinsCurso.asp?ID=4&amp;amp;CodProp=2695&amp;amp;CodEd=2793&quot; target=&quot;_blank&quot;&gt;aquí&lt;/a&gt;). El precio es de 150€.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br&gt;
&lt;a href=&quot;http://estaidea.blogspot.com/2015/04/curso-metodos-de-imputacion-simple-y.html#more&quot;&gt;Leer más »&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/4806924133896207001' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/4806924133896207001'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/4806924133896207001'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/04/curso-metodos-de-imputacion-simple-y.html' title='Curso “Métodos de Imputación Simple y Múltiple con STATA” en Madrid'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-8976975464789956377</id><published>2015-04-08T10:46:00.000+02:00</published><updated>2015-04-08T10:48:52.653+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Bioestadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Estadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><title type='text'>Estadístico en Salud Pública, Valencia</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&quot; 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&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;Sa&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.15pt;&quot;&gt;l&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;u&lt;/span&gt;d&lt;span style=&quot;letter-spacing: 0.2pt;&quot;&gt; &lt;/span&gt;P&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;ú&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.1pt;&quot;&gt;b&lt;/span&gt;l&lt;span style=&quot;letter-spacing: 0.15pt;&quot;&gt;i&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;c&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;a&lt;/span&gt;,&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt; &lt;/span&gt;D&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;G&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;S&lt;/span&gt;P,&lt;span style=&quot;letter-spacing: 0.15pt;&quot;&gt; p&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;a&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;r&lt;/span&gt;a&lt;span style=&quot;letter-spacing: 0.2pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.15pt;&quot;&gt;l&lt;/span&gt;a&lt;span style=&quot;letter-spacing: 0.35pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;co&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.15pt;&quot;&gt;l&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;ab&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;or&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.15pt;&quot;&gt;a&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;c&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.15pt;&quot;&gt;i&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;ó&lt;/span&gt;n&lt;span style=&quot;letter-spacing: -0.15pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;e&lt;/span&gt;n&lt;span style=&quot;letter-spacing: 0.4pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;e&lt;/span&gt;l&lt;span style=&quot;letter-spacing: 0.5pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;ma&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.1pt;&quot;&gt;r&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;c&lt;/span&gt;o&lt;span style=&quot;letter-spacing: 0.1pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.15pt;&quot;&gt;d&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;e&lt;/span&gt;l&lt;span style=&quot;letter-spacing: 0.45pt;&quot;&gt; &lt;/span&gt;P&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;ro&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.1pt;&quot;&gt;y&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;ec&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.15pt;&quot;&gt;t&lt;/span&gt;o&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.1pt;&quot;&gt;“&lt;/span&gt;Pl&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;a&lt;/span&gt;n&lt;span style=&quot;letter-spacing: 0.25pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;d&lt;/span&gt;e&lt;span style=&quot;letter-spacing: 0.3pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;a&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.1pt;&quot;&gt;c&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;c&lt;/span&gt;i&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;ó&lt;/span&gt;n
&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;pa&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;r&lt;/span&gt;a&lt;span style=&quot;letter-spacing: 0.25pt;&quot;&gt; &lt;/span&gt;la&lt;span style=&quot;letter-spacing: 0.4pt;&quot;&gt; &lt;/span&gt;vi&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;g&lt;/span&gt;il&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;an&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;c&lt;/span&gt;ia y&lt;span style=&quot;letter-spacing: 0.35pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;co&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;n&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.15pt;&quot;&gt;t&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;ro&lt;/span&gt;l&lt;span style=&quot;letter-spacing: 0.1pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;par&lt;/span&gt;a&lt;span style=&quot;letter-spacing: 0.25pt;&quot;&gt; &lt;/span&gt;la&lt;span style=&quot;letter-spacing: 0.4pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;r&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;e&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;du&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;cc&lt;/span&gt;i&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;ó&lt;/span&gt;n&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.15pt;&quot;&gt;d&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;e&lt;/span&gt;l&lt;span style=&quot;letter-spacing: 0.2pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;r&lt;/span&gt;i&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;es&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.2pt;&quot;&gt;g&lt;/span&gt;o&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt; d&lt;/span&gt;e&lt;span style=&quot;letter-spacing: 0.4pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;se&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.15pt;&quot;&gt;l&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;e&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.1pt;&quot;&gt;c&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;c&lt;/span&gt;i&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;ó&lt;/span&gt;n&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt; &lt;/span&gt;y&lt;span style=&quot;letter-spacing: 0.5pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;d&lt;/span&gt;i&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;se&lt;/span&gt;&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;m&lt;/span&gt;i&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;na&lt;/span&gt;&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;c&lt;/span&gt;i&lt;span style=&quot;letter-spacing: -0.05pt;&quot;&gt;ó&lt;/span&gt;n
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&lt;a href=&quot;http://estaidea.blogspot.com/2015/04/estadistico-en-salud-publica-valencia.html#more&quot;&gt;Leer más »&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Estaidea&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6094477709416353386/8976975464789956377' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/8976975464789956377'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6094477709416353386/posts/default/8976975464789956377'/><link rel='alternate' type='text/html' href='http://estaidea.blogspot.com/2015/04/estadistico-en-salud-publica-valencia.html' title='Estadístico en Salud Pública, Valencia'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6094477709416353386.post-7263711526095270064</id><published>2015-04-08T10:38:00.000+02:00</published><updated>2015-04-08T10:48:26.798+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Estadística"/><category scheme="http://www.blogger.com/atom/ns#" term="Ofertas de empleo"/><category scheme="http://www.blogger.com/atom/ns#" term="Prácticas"/><title type='text'>Estadístico en prácticas para Salud Pública en Valencia </title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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