tag:blogger.com,1999:blog-26078039947759617342024-03-14T04:02:56.278+01:00Horus BlogSomos un proyecto de investigación que usa las TICs para investigación sobre el cernícalo primillaJavier Bustamantehttp://www.blogger.com/profile/08602288224667093266noreply@blogger.comBlogger116125tag:blogger.com,1999:blog-2607803994775961734.post-76004073886744625222016-01-25T12:59:00.002+01:002016-01-28T23:56:47.306+01:00Tesis doctoral modelos distribución aves reproductoras en España / Candidato para becas La Caixa<div dir="ltr" style="text-align: left;" trbidi="on">
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Buscamos un interesado en solicitar una beca de la convocatoria de ‘La
Caixa’ para estudios de doctorado en universidades y centros de
investigación españoles, para realizar la tesis doctoral bajo la
codirección de <a href="https://scholar.google.com/citations?user=wJH6yAZjk0YC" target="_blank">Javier Bustamante</a> (<a href="http://ebd.csic.es/" target="_blank">Estación Biológica de Doñana-CSIC</a>) y <a href="https://www.uam.es/ss/Satellite/Ciencias/es/1242664611851/1242664518028/persona/detallePDI/Seoane_Pinilla,_Javier.htm" target="_blank">Javier Seoane</a> (<a href="http://www.uam.es/" target="_blank">Universidad Autónoma de Madrid</a>), en colaboración con la
Sociedad Española de Ornitología (<a href="http://www.seo.org/" target="_blank">SEO/BirdLife, Madrid</a>).</div>
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La
tesis se enmarcaría dentro del desarrollo de un ambicioso proyecto de
ciencia ciudadana con implantación en todo el país: <a href="http://www.seo.org/arranca-el-iii-atlas-de-las-aves-reproductoras-en-espana/" target="_blank">el Atlas de Aves en Época Reproductora en España.</a> La tesis tendría una doble vertiente de
investigación aplicada (en relación a la estima de tamaños poblacionales
de las aves reproductoras) y básica (ligada a la ecología de
comunidades y macroecología). </div>
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El
plazo de presentación de solicitudes finaliza el<b> 29 de febrero de 2016</b> a
las 14:00 horas (hora peninsular). </div>
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En el sitio web del programa (<a href="http://obrasocial.lacaixa.es/ambitos/becas/doctoradoenespana_es.html">http://obrasocial.lacaixa.es/ambitos/becas/doctoradoenespana_es.html</a>)
se puede encontrar la información sobre los requisitos de los
candidatos y aquí sobre los criterios de evaluación de solicitudes (<a href="http://obrasocial.lacaixa.es/deployedfiles/obrasocial/Estaticos/pdf/Becas/Becas_criterios_preseleccion_es.pdf">http://obrasocial.lacaixa.es/deployedfiles/obrasocial/Estaticos/pdf/Becas/Becas_criterios_preseleccion_es.pdf</a>).</div>
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<span style="background-color: yellow;"><b>Los interesados en este tema pueden ponerse en contacto con <a href="mailto:javier.seoane@uam.es">javier.seoane@uam.es</a> antes del 10 de febrero de 2016. Se ruega enviar CV y expediente académico</b></span></div>
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Un saludo,</div>
Javier Seoane y Javier Bustamante<br />
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P.S Ha salido también una convocatoria de<a href="https://sede.csic.gob.es/servicios/formacion-y-empleo/convocatorias-persona" target="_blank"> dos contratos pre-doctorales financiados por La Caixa asociados al programa Severo Ochoa a la Estación Biológica de Doñana</a> uno de las personas seleccionada podría hacer su tesis en este proyecto. El límite en ese caso es el 17 de febrero de 2016</div>
<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Javier Bustamantehttp://www.blogger.com/profile/08602288224667093266noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-9368249075418227462016-01-08T09:50:00.000+01:002016-01-08T09:50:28.790+01:00El vuelo de los primillas despierta interés en Twitter<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://3.bp.blogspot.com/-nK91PasHfa0/Vo9mLuFu6uI/AAAAAAAAPXA/_LlmduCVpEc/s1600/Altmetric_Why_kestrels_soar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="207" src="http://3.bp.blogspot.com/-nK91PasHfa0/Vo9mLuFu6uI/AAAAAAAAPXA/_LlmduCVpEc/s400/Altmetric_Why_kestrels_soar.jpg" width="400" /></a></div>
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Nuestro reciente artículo sobre el vuelo de los primillas titulado <a href="http://journals.plos.org/plosone/article?id=10.1371/journal.pone.0145402" target="_blank">"Why do kestrels soar?</a>, publicado hace pocos días en PLOS ONE, ha despertado un cierto interés en las redes sociales, a pesar de tener que competir con la Navidad, el Año Nuevo y la <a href="http://www.elconfidencial.com/espana/2016-01-07/el-otro-relato-de-las-cabalgatas-de-los-reyes-magos-los-mejores-memes_1131409/" target="_blank">cabalgata de los Reyes Magos en Madrid</a>. ¿Conoces <a href="http://www.altmetric.com/" target="_blank">Altmetric</a>?. <a href="http://www.altmetric.com/" target="_blank">Altmetric</a> se trata de una manera alternativa de medir el impacto de las publicaciones científicas. La manera tradicional de asignar un impacto (o un indicador de calidad) a la publicación es usar el <a href="https://en.wikipedia.org/wiki/Impact_factor" target="_blank">índice de impacto (Impact Factor)</a> de la revista en la que se publica. El <a href="https://en.wikipedia.org/wiki/Impact_factor" target="_blank">índice de impacto</a> de una revista científica mide el número medio de citas que los artículos publicados en dicha revista cosechan al cabo de un cierto periodo de tiempo (normalmente un año) y es un indicador de la relevancia de dicha revista. En realidad tu artículo podría ser un bodrio; pero tener suerte y conseguir colarlo en una revista buena. Una mejor medida de impacto es comprobar cuantas veces tu publicación es citada por otras publicaciones científicas, el número de citas; pero para eso hay que esperar varios años (de 5 a 10 años según el campo científico). Las citas a tu artículo te las puede proporcionar <a href="https://scholar.google.es/" target="_blank">Google Scholar,</a> <a href="http://www.scopus.com/" target="_blank">Scopus</a> o <a href="http://wokinfo.com/" target="_blank">Web of Knowledge</a>. Pero esto tarda mucho tiempo. Por ejemplo si intentamos buscar nuestro reciente artículo <a href="http://journals.plos.org/plosone/article?id=10.1371/journal.pone.0145402" target="_blank">"Why do kestrels soar?"</a> en <a href="http://www.scopus.com/" target="_blank">Scopus</a> nos encontraremos que todavía ni siquiera ha sido incluido en la base de datos, y si filtramos los artículos de "<a href="http://www.scopus.com/results/results.uri?sort=plf-f&src=s&st1=Falco+naumanni&nlo=&nlr=&nls=&sid=3CA5EF073E8E6B9AF1B68A2FAF5868D0.iqs8TDG0Wy6BURhzD3nFA%3a420&sot=b&sdt=cl&cluster=scoauthid%2c%227006455612%22%2ct&sl=29&s=TITLE-ABS-KEY%28Falco+naumanni%29&origin=resultslist&zone=leftSideBar&editSaveSearch=&txGid=0" target="_blank">Falco naumanni" en los que figura como autor Bustamante</a>, veremos que el que más citas ha recibido fue publicado en el año 1997, hace 18 años. Pero bueno, uno tiene prisa, y quiere saber el posible impacto de su artículo ya ¿Qué "alternativas" hay?. Por una parte puedes ver los propios <a href="http://www.plosone.org/article/metrics/info%3Adoi%2F10.1371%2Fjournal.pone.0145402" target="_blank">indicadores de PLOS One</a> que te indican el número de veces que el artículo ha sido visualizado, o el pdf descargado. Pero, y si quiere algo más. Pues nada, de aquí surge <a href="http://www.altmetric.com/" target="_blank">Altmetric</a> de "alternative - metric" que intenta medir el impacto inmediato de un artículo midiendo su repercusión en redes sociales, Twitter, Facebook, Google+, las veces que es comentado en blogs, en la prensa tradicional digital, almacenado en gestores bibliográficos como Mendeley.... Bueno, a lo que íbamos, <a href="http://www.altmetric.com/explorer.php#filter[journals]=4f6fa5313cf058f6100043e3&filter[q]=naumanni&filter[citation_type]=news,article,clinical_trial_study_record,dataset,generic&filter[order_by]=score&tab=articles" target="_blank">que dice Altmetrics de nuestro artículo</a> a los 18 días de su publicación. Además de poder verlo siguiendo este <a href="http://www.altmetric.com/explorer.php#filter[journals]=4f6fa5313cf058f6100043e3&filter[q]=naumanni&filter[citation_type]=news,article,clinical_trial_study_record,dataset,generic&filter[order_by]=score&tab=articles" target="_blank">enlace</a>, Altmetric le da un valor de 12, nos dice que ha sido citado frecuentemente en twitter, por 8 usuarios, en 4 paǵinas de Facebook y por tres usuarios de Google+. Según él esos resultados están en el 10% superior de todos los artículos (más de 4 millones) seguidos por Altmetric. Concluyendo, que no lo hemos debido de hacer del todo mal.</div>
<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Javier Bustamantehttp://www.blogger.com/profile/08602288224667093266noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-40796700502414461262015-12-22T20:18:00.002+01:002015-12-23T08:47:02.723+01:00¿Cómo ser insectívoro y no morir en el intento? El caso de los primillas que ciclean<div dir="ltr" style="text-align: left;" trbidi="on">
El cernícalo primilla, como todos los halcones, es una especie con alas alargadas y fuertes, que encaja bien con la imagen de un volador poderoso a vuelo batido. De hecho, los cernícalos se ciernen, se detienen en el aire batiendo las alas cara al viento, prospectando el terreno en busca de sus presas, y de este comportamiento les viene <a href="http://etimologias.dechile.net/?cerni.calo" target="_blank">el nombre en castellano</a>. Sin embargo, a pesar de todo esto, el primilla explota eficazmente la energía disponible en el aire para volar de manera económica. Es decir, cuando por efecto del sol el suelo se calienta y se forman <a href="https://es.wikipedia.org/wiki/T%C3%A9rmica" target="_blank">corrientes de aire ascendente</a>, los cernícalos paran de batir alas y se dejan llevar por el aire. Este comportamiento se llama <a href="http://www.ornithopter.org/birdflight/soar.shtml" target="_blank">cicleo</a> y es algo característico de la grandes rapaces de alas anchas como los buitres y las águilas. Vuelan en círculos, sin batir alas, dentro de una corriente térmica. Ascienden ganando energía potencial, y luego descienden planeando hasta la base de la siguiente corriente ascendente. Esta forma de volar es muy económica, es el equivalente al barco de vela que se deja llevar por el viento; pero es mucho más lenta que el vuelo batido.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-3Tb6JicDHto/VncJUnCuZnI/AAAAAAAAPV4/5S0YM-QDFNs/s1600/Fig_11.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="252" src="http://2.bp.blogspot.com/-3Tb6JicDHto/VncJUnCuZnI/AAAAAAAAPV4/5S0YM-QDFNs/s400/Fig_11.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Trayectoria de caza de un primilla seguida con GPS a un segundo</td></tr>
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En un <a href="http://journals.plos.org/plosone/article?id=10.1371/journal.pone.0145402" target="_blank">reciente artículo, que publicamos en PLOS-One, "Why do kestrels soar?"</a>, demostramos que los cernícalos primillas son totalmente dependientes del vuelo cicleado para conseguir un balance de energía en equilibrio durante la reproducción. Es decir, que si no fuera porque disponen de corrientes térmicas que pueden utilizar para ciclear no les resultaría rentable desplazarse a las zonas preferidas de caza a capturar <a href="https://en.wikipedia.org/wiki/Ephippiger" target="_blank">grandes cigarras</a> (sus presas preferidas). El problema que que los primillas cazan y transportan sus presas de una en una (no tienen bolsillos) y en muchas ocasiones las zonas buenas para cazar se encuentran a más de 20 km de la colonia. Ir por una cigarra a 20 km y volver aleteando supone un gasto de energía mayor que el que la cigarra proporciona. Así que "si hay que ir se va; pero si es pa na", parecen pensar los primillas. De hecho, si fueran aleteando tardarían menos tiempo en completar el recorrido; pero no lo hacen. Los primillas tienen muy bien estudiado el ciclo diario de formación de térmicas,como si tuvieran un master en física de la atmósfera. Por la mañana temprano, que no hay térmicas, se desplazan aleteando a cazaderos cercanos y vuelven aleteando a la colonia; pero tan pronto como las térmicas se forman cambian de estrategia y se desplazan cicleando a zonas más alejadas. Esta dicotomía es mucho más aparente en colonias rodeadas de medios pobres en presas para la especie. Por la mañana cazan presa pequeñas cerca de la colonia y a medio día se desplazan mucho más lejos cicleando a capturar presas mayores. El vuelo cicleado es más lento; pero hasta cinco veces más económico que el aleteado.<br />
Todo esto lo hemos podido ver gracias al empleo de pequeños <a href="http://www.technosmart.eu/gipsy4.php" target="_blank">dispositivos con GPS de 2 g de peso</a> que nos proporcionan una posición por segundo y nos permiten reconstruir con sumo detalle el vuelo de los cernícalos. Hasta ahora nadie lo había hecho y en la imagen de todos los estudiosos de las aves rapaces, el cernícalo era un ejemplo de ave que no dependía de las térmicas para volar. No es extraño, no es fácil ver a un cernícalo en lo alto de una térmica a 1000 m de altura.<br />
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La conclusión del estudio que los primillas están más limitados por la energía que por el tiempo a la hora de criar a sus pollos durante la reproducción --"<a href="https://en.wikipedia.org/wiki/It's_the_economy,_stupid" target="_blank">it's the economy, stupid</a>"-- y sólo pueden desplazarse lejos a cazar utilizando técnicas de vuelo económicas. En fin, parecería que los primillas contaran calorías cada vez que salen a cazar y no dieran un aleteo más de los estrictamente necesarios.</div>
<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Javier Bustamantehttp://www.blogger.com/profile/08602288224667093266noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-10711756763400609012015-10-19T15:19:00.001+02:002015-10-28T18:41:49.055+01:00Propuestas de Trabajo Fin de Grado<div dir="ltr" style="text-align: left;" trbidi="on">
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<span id="docs-internal-guid-2a88aeeb-80d4-54c8-02e3-7963230636ee" style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><img height="229px;" src="https://lh5.googleusercontent.com/Uc6p55SGx1w-YBNwl-QZD4OinM_ptdRsd3g8G1QoZMjRFtaMbpWK25Z84BxCO5JLfz6xmaO7nuHdXxj3PEKqb8-aUbYvwmcGcSHa-N_BGYlgzmPqdTxtYuPkTrNG7H57wzXqrMjO" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="412px;" /></span></div>
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<span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">¿Has
empezado el curso y aún no tienes Trabajo fin de Grado asignado?¡Echa
un vistazo a las opciones que te proponemos, las posibilidades de
colaboración son muy variadas!</span></div>
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<span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Los
Trabajos Fin de Grado propuestos están orientados principalmente a
estudiantes de algún Grado de Ingeniería. En el desarrollo de los mismos
está implicado personal de la </span><a href="http://www.ebd.csic.es/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline;">Estación Biológica de Doñana</span></a><span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> y el </span><a href="http://www.imse-cnm.csic.es/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline;">Instituto de Microelectrónica de Sevilla</span></a><span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">.</span></div>
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<span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">El objetivo principal de los TFG es dotar de inteligencia al sistema de monitorización de </span><a href="https://sites.google.com/site/horusebd2013/informacion-proyecto" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline;">Horus</span></a><span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">.
Este proyecto ha sido desarrollado por investigadores de la EBD con el
objetivo de monitorizar de forma automática y en tiempo real un ave de
presa colonial amenazada: el cernícalo primilla. Se cuenta con una
infraestructura tecnológica consistente en 20 cajas-nido sensorizadas y
una estación base que almacena y distribuye la información recogida.</span></div>
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<span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><img height="205px;" src="https://lh4.googleusercontent.com/MHJbBYfgWxDY_o6WziQN7GyFNk6EWfGde5gCkjJ7OfbgMUFcorO3RakYPWJUUKpN4taK76Y2_NKwgEBtuL4bSIu8vkKyWG4tADew-MoWIvfj6S-YzEPLwLw37x8_t3IfM6aOpoas" style="border: medium none;" width="534px;" /></span></div>
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<span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Las opciones propuestas son las siguientes:</span></div>
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<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1.- Desarrollar una herramienta automática para filtrar de los vídeos almacenados.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2.- Desarrollar una herramienta automática para analizar y clasificar los vídeos.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">3.- Implementar una cámara inteligente para el análisis de la actividad en las cajas-nido.</span></div>
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<span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">4.- Analizar estrategias para optimizar las capacidades sensoriales de las cajas-nido.</span></div>
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<span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">5.-
Diseñar un actuador que recoja información de diferentes sensores,
cámara, RFID, etc. y decida tanto la apertura como el cierre de la
trampilla.</span></div>
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<span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">6.- Desarrollar una herramienta para analizar la información sensorial registrada en las cajas-nido.</span></div>
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<span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><img height="179px;" src="https://lh6.googleusercontent.com/63HOVD9BoTBaCdlerDYfdEieo_FOBPbHHw7i7YJYMNgG4e9Pk9Ewd5UFMXepq1Zv-ifqXEMLw4HhyyAkBkhPTnbe5QmCyjVrG4emel3x9wni38drR61mmVqZ9I4OHIE08Zj5Nvb9" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="561px;" /></span></div>
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<span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 21.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Encontrarás todos los detalles </span><a href="https://googledrive.com/host/0B3B7rygtslHZWlpsYlRXTER5Tk0" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Ubuntu; font-size: 21.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline;">en esta presentación</span></a><span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 21.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">.</span></div>
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<span style="background-color: transparent; color: black; font-family: Ubuntu; font-size: 21.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Contacto: horus@ebd.csic.es</span></div>
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<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Jesús M.http://www.blogger.com/profile/17109838088642186056noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-4646167981601458472015-09-10T10:02:00.001+02:002015-09-10T10:02:40.218+02:00HORUS en el International Conference of Distributed Smart Cameras (Sevilla, Hotel NH-Collection)<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://3.bp.blogspot.com/-JMISSPnp24s/VfEzCp2KLCI/AAAAAAAAPHY/-LBVasEo7tc/s1600/ICDSC.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://3.bp.blogspot.com/-JMISSPnp24s/VfEzCp2KLCI/AAAAAAAAPHY/-LBVasEo7tc/s320/ICDSC.jpg" width="233" /></a></div>
Mañana viernes daré una conferencia plenaria sobre el proyecto HORUS en el <a href="http://www.icdsc.org/" target="_blank"><i>"9th International Conference of Distributed Smart Cameras"</i></a> que se está celebrando en Sevilla del 8-11 de septiembre. Cuando el <a href="http://www2.imse-cnm.csic.es/~rcarmona/" target="_blank">Dr. Ricardo Carmona Galán</a>, Chairman del congreso, me invitó le pregunté ¿qué puedo contar yo que sea de interés para investigadores en el ámbito de las cámaras inteligentes o de la visión de ordenador?. Por que, es verdad, en HORUS cámaras tenemos; pero de ahí a pensar que son inteligentes queda mucho, y aunque es nuestro deseo, todavía hemos avanzado muy poco en el tema de aplicar sistemas de <a href="https://en.wikipedia.org/wiki/Computer_vision" target="_blank"><i>Computer vision</i></a> en HORUS. Pero Ricardo me dijo, no importa, lo que nos interesa es la perspectiva de usuario. Los sistema de cámaras inteligentes y visión de ordenador están teniendo un desarrollo exponencial en temas aplicados al hombre, como reconocimiento de caras, cálculo de trayectorias de vehículos. También en el ámbito de la seguridad, la conducción, la salud... donde hay mercado... y dinero; pero todavía en medio ambiente hay muy pocos desarrollos. De hecho, creo que la monitorización ambiental es un mercado emergente en el que empezaremos a ver desarrollos en poco tiempo.<br />
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Pues nada, aquí que he preparado una charla que espero sea interesante y provocativa sobre lo que hemos estado haciendo en HORUS durante los últimos años. La estoy preparando en PREZI y como está <i>online</i> aquí tenéis <a href="http://prezi.com/fjgeuvccr5w5/?utm_campaign=share&utm_medium=copy&rc=ex0share" target="_blank">un enlace a la presentación</a>. Espero que os guste y genere futuras colaboraciones para el proyecto</div>
<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Javier Bustamantehttp://www.blogger.com/profile/08602288224667093266noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-38673074084688656852015-04-21T12:08:00.001+02:002015-04-21T12:21:40.213+02:00Los vulgares de TomaresNos cuenta David Vallejo que por tercer año consecutivo esta pareja de cernícalos vulgares ha vuelto a elegir el aféizar de su ventana para criar a su prole. En esta ocasión, tenía la caja nido ya lista para que no tuvieran que volver a hacer la puesta en la ya famosa maceta.<br />
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Finalmente han sido 6 huevos, puestos con un intervalo de 2 días entre el 6 y el 16 de abril.Si todo va bien, este año sabremos algo más de estos cernícalos tan urbanos<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Carlos Rodríguezhttp://www.blogger.com/profile/11916482804759230821noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-56817407624174940662015-04-05T20:49:00.001+02:002015-04-05T20:49:31.984+02:00Aves en movimiento en un planéta dinámico<div dir="ltr" style="text-align: left;" trbidi="on">
Acabamos de volver Rafa, Jesús y yo del #BOU2015 que es la reunión anual de la British Ornithology Union que se ha celebrado en Leicester del 31 de Marzo al 2 de Abril. El título del congreso era "<a href="http://www.bou.org.uk/bou2015-avian-tracking-conference/" target="_blank">#BOU2015 Birds in time and space: avian tracking and remote sensing"</a> que traduzco libremente como "El tiempo y el espacio en las aves: radioseguimiento y teledetección". Ha resultado una reunión fascinante que ha reunido a unos 200 ornitólogos europeos que trabajan en estos temas. <br />
La temática de la reunión estaba centrada en la investigación, mediante el empleo de dispositivos de seguimiento, sobre los movimientos de las aves, y su uso en conjunción con la teledetección (datos de satélites) para averiguar porqué se mueven. Tuvo más de lo primero, el movimiento animal, que de lo segundo, la teledetección; pero es que son mundos científicos todavía bastante distantes.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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<tr><td class="tr-caption" style="text-align: center;">Tweet de la presentación de Jesús</td></tr>
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Ha sido un congreso relámpago para nosotros. Llegamos por la tarde del 31 en un vuelo directo de Easyjet de Sevilla a Gatwick. Condujimos tres horas por la izquierda hasta Leicester y ya llegamos a la primera plenaria a cargo de Rory Wilson. Rory lleva trabajando en esto del seguimiento animal desde el ...Devónico, dijo él... bueno los 80. Y hay que ver lo que ha evolucionado la tecnología desde entonces. Nos habló de los primeros dispositivos colocados en pingüinos para saber la profundidad a la que buceaban, hechos de capilares de vidrio, primero rellenos de azúcar y luego con una bolita de poliestireno impregnada de fósforo radioactivo y un papél fotográfico. Los pigüinos descendían hasta 400 m algo que al principio nadie creía,... si allí ni siquiera llega la luz.<br />
<br />En total han sido 65 charlas en tres días, además de posters tradicionales y "posters hablados" un nuevo formato de la BOU que consiste en presentaciones automáticas de mini charlas que que se repiten de manera continua en una sala.<br />
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<tr><td class="tr-caption" style="text-align: center;">Jesús y Rafa (los identificáis) en la reunión de los Early Carreer Researchers con los editores de Ibis para conocer los entresijos de la publicación científica en ornitología</td></tr>
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Han predominado las aves marinas, gaviotas, petreles, pardelas, albatros, alcas, araos, cormoranes... pero hay que reconocer que en el tema del seguimiento animal los investigadores de aves marinas nos llevan varias cabezas de ventaja a los de terrestres. Y es que además las aves marinas son casi imposibles de estudiar de otras maneras. La contribución española fue considerable. Viginia Morandini @Virginmor, habló de los movimientos dispersivos de los juveniles del Águila Imperial Ibérica. José Manuel de los Reyes González de la Universidad de Barcelona nos habló de los movimientos de las pardelas cenicentas de Canarias que hacen recorridos de hasta 1000 km a las zonas de surgencia frente a la costa Africana. Finalmente, el tercer día, habló Jesús Hernández Pliego de los movimientos de los cernícalos primilla seguidos con GPS-dataloggers para su tesis doctoral. Jesús sorprendió descubriendo que los cernícalos utilizan estrategias de vuelo que nunca antes sospechábamos,ascendiendo en corrientes térmicas hasta más de 1000 m para ahorrar energía. Utilizan el sistema de cicleo-planeo para desplazarse a las zonas de alimentación que aunque es más lento es hasta cinco veces más económico que aletear.<br />
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También de HORUS presentamos un poster con los resultados del seguimiento con GPS-dataloggers solares. Por desgracia, como ya sabéis, sólo hemos recuperado uno de los dispositivos empleado y este sólo proporcionó datos de los primeros 44 días después del marcaje. De todas maneras la información fue muy interesante ya que averiguamos que el macho marcado siguió en Sevilla después de dejar de alimentar a sus pollos, hasta el 8 de agosto, y que además cambió drásticamente de estrategia de caza (de caza en vuelo a caza de posadero) una vez que no tenía familia que cuidar.<br />
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Es difícil resumir en unos pocos párrafos una conferencia tan interesante. Tom Evans @ThomasEvans ha hecho un seguimiento de las charlas en Twitter y está <a href="https://storify.com/ThomasEvans/bou2015-avian-tracking-conference?utm_campaign=website&utm_source=email&utm_medium=email" target="_blank">publicado en storify.com</a> que puede ser muy útil para los que querais saber algo más.<br />
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Nosotros estuvimos hasta la última charla de Thomas Alerstam, "El Padrino" del seguimiento de la migración en aves. Tanto apuramos que llegamos a Gatwick cuando nuestro vuelo de Ryanair ya estaba cerrado, allí nos ves a los tres corriendo por los pasillos del aeropuerto. Pero tuvimos suerte, el vuelo tenía algo de retraso y nos dejaron entrar. Ya de nuevo en casa en Viernes Santo con todas la madrugá recorriendo Sevilla.</div>
<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Javier Bustamantehttp://www.blogger.com/profile/08602288224667093266noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-26706055911572108322015-03-25T14:07:00.000+01:002015-03-25T14:07:06.334+01:00Distinguir primillas y vulgares: corolario<div dir="ltr" style="text-align: left;" trbidi="on">
Como ya he indicado en varias ocasiones existen varias publicaciones donde se hace un resumen de los caracteres distintivos entre estas dos especies. Hay uno antiguo, ya difícil de encontrar que es<br />
éste:<br />
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<span style="font-family: Arial; font-size: 10.0pt;">Negro, J. J. (1991).
Problemas de identificación. El Cernícalo Vulgar y el Primilla. </span><i>
<span lang="EN-GB" style="font-family: Arial; font-size: 10.0pt;">La Garcilla</span></i><span lang="EN-GB" style="font-family: Arial; font-size: 10.0pt;">,
82: 5-7.</span></div>
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Y una referencia que os sonará a los lectores de este blog porque ya la he usado más veces que es el libro de divulgación de la Junta de Andalucía que escribió David Serrano.</div>
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En ambos hacen una buena recopilación de los caracteres distintivos y dan recomendaciones de uso. Siempre es bueno utilizar más de un caracter, pero lo más importante es usar el sentido común y la prudencia. No nos forcemos a ver la rareza cuando lo más plausible es que sea la especie más común y seamos modestos y admitamos que no hemos sido capaces de identificar un cernícalo que pasó volando.</div>
<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Carlos Rodríguezhttp://www.blogger.com/profile/11916482804759230821noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-37435510386437973632015-02-13T11:39:00.000+01:002015-02-13T11:43:36.675+01:00Movimiento de un Ibis Eremita (2)<div dir="ltr" style="text-align: left;" trbidi="on">
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Como el acceso a Doarama requiere de una tarjeta gráfica relativamente
potente puede que alguno de vosotros no hayáis podido visualizar los
movimientos del Ibis Eremita de nuestro post anterior. Para facilitar
las cosas hemos grabado un vídeo de la visualización y lo hemos subido a
Youtube. Aquí lo tenéis.</div>
<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Javier Bustamantehttp://www.blogger.com/profile/08602288224667093266noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-29452873489983935572015-01-23T10:20:00.000+01:002015-01-23T10:56:18.218+01:00Movimientos de un Ibis Eremita<div dir="ltr" style="text-align: left;" trbidi="on">
Como sabéis no solo nos dedicamos al primilla, aunque sea el objetivo principal de este blog. También estamos también trabajando con el Ibis Eremita en la comarca de la Janda. El proyecto formará parte de la tesis doctoral de Rafa Fernández Silva y se centra en el ámbito de la ecología del movimiento animal. El principal objetivo es ver las diferencia entre individuos nacidos en libertad y criados por sus padres frente a individuos nacidos en cautividad en un zoo y que son liberados mediante "hacking" para que se integren en la población salvaje. Los individuos nacidos en libertad siguen dependiendo de sus padres durante un tiempo después de abandonar el nido y se integra de manera natural en el grupo social que constituye la colonia. Se supone que aprenden de ellos cómo y dónde alimentarse y cómo moverse por el medio. Los individuos liberados se ven "forzados" a integrarse en un grupo social que no conocen, o aprender por su cuenta. Pero ¿cómo lo hacen?. Esa es la pregunta que nos gustaría poder responder. Si lo hacemos quizá podemos mejorar estas u otras reintroducciones futuras.<br />
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Hemos empezado marcando Ibis Eremitas adultos con bio-loggers <a href="http://www.uva-bits.nl/" target="_blank">UvA-BITs</a> de la Universidad de Amsterdam en un proyecto conjunto que tenemos con el grupo de <a href="http://www.uva.nl/over-de-uva/organisatie/medewerkers/content/b/o/w.bouten/w.bouten.html" target="_blank">William Bouten</a>. En estos momentos hemos colocado trackers en 7 Ibis reproductores de la población, y tenemos 4 por colocar. Rafa está en el campo enredado con la capturas y la colocación de las antenas que descargan los datos.<br />
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El sistema de UvA-BITs permite muchas cosas; pero una que me ha resultado bastante espectacular ha sido subir los datos en formato gpx a la aplicación Doarama que está en la web, y que genera una visualización 3D sobre imaǵenes aéreas de Bing del movimiento del Ibis. Aquí os dejo el enlace a 4 días en la vida de Carmelo, un ibis macho identificado con una anilla de PVC blanca X1C, entre el 20 y 24 de enero de 2015. Espero que os guste.<br />
<a href="http://www.doarama.com/view/147423">
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<figure><a href="http://www.doarama.com/view/147423">
<img alt="Doarama" src="https://www.doarama.com/view/147423/thumbnail" />
<figcaption>doarama.com</figcaption>
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<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Javier Bustamantehttp://www.blogger.com/profile/08602288224667093266noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-80391883992836738582014-12-18T14:37:00.000+01:002014-12-18T16:07:23.770+01:00Distinguir primillas y vulgares III: las herramientas de cazaSuele contar David Serrano de sus andanzas por los tejados Monegrinos anillando primillas y vulgares, que distinguían a ojos cerrados si en la oquedad visitada criaba un vulgar o un primilla en función de si sacaban los pollos con facilidad o si previamente se llevaban varias dentelladas y arañazos. El primer caso correspondería a un nido de primilla y el segundo a un nido de vulgar. Y es que a pesar de la semejanza y la poca diferencia en tamaño general (altura, envergadura), existe una diferencia muy notable en el tamaño y fortaleza de sus herramientas de caza (pico y garras). Dicho de otra manera: los que trabajamos con primillas no solemos llevar más protección que la destreza a la hora de manejar los individuos, sobre todo los adultos, mientras que la gente que trabaja con vulgares suele hacerlo con guantes. Otra forma de hacer evidente esta diferencia es mostrando las anillas del antiguo ICONA con las que se marca una y otra especie: al primilla con una anilla del cuatro, que viene a ser lo más grande que se fabrica para pajaritos y al vulgar con una anilla del cinco, que viene a ser lo más pequeño que se despacha en rapaces.<br />
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Con un mínimo de entrenamiento es posible utilizar estos caracteres (tamaño relativo de pico y garras) como criterio para distinguir a las dos especies. Los vulgares parecen más cabezones y patudos, como si al "dibujante" se le hubiese ido un poco la mano con las proporciones, mientras que al primilla le sucede un poco lo contrario. Debajo os pego unas fotos ilustrativas</div>
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Volantón de vulgar, cortesía de nuestro amigo David Vallejo<br />
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Y aquí un macho de primilla con un grillo en el pico<br />
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<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Carlos Rodríguezhttp://www.blogger.com/profile/11916482804759230821noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-16616122751554700662014-12-11T14:33:00.000+01:002014-12-11T14:33:16.261+01:00Distinguir primillas y vulgares II: la longitud de la colaUno de los caracteres que se puede utilizar de forma complementaria al color de las uñas es la longitud de la cola. También se utiliza sobre animales posados, que suele ser el momento en que nos animamos a intentar distinguir las dos especies y al menos uno de esos dos caracteres suele verse muy bien en esa posición.<br />
Aunque también existe cierta variabilidad, como puede verse en las fotos que siguen a este texto, en el primilla las alas plegadas suelen tener la misma longitud que la cola o ésta apenas supera la longitud de aquellas. En el vulgar, por el contrario la cola normalmente sobrepasa con soltura las alas plegadas. No tengo buenas fotos de vulgar, pero hay cientos de ellas en internet. Sin embargo sí puedo mostraros estas fotos de 3 machos diferentes de cernícalo primilla con colas de longitud normal:<br />
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Y una hembra con mucha cola para lo que suele ser habitual en el primilla, pero más frecuente en vulgar para recordarnos que este caracter sólo debe usarse de forma complementaria.<br />
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<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Carlos Rodríguezhttp://www.blogger.com/profile/11916482804759230821noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-2121581510549111742014-12-02T12:48:00.001+01:002014-12-02T12:48:39.968+01:00Distinguir primillas y vulgares I: las uñas<div dir="ltr" style="text-align: left;" trbidi="on">
Primillas y vulgares se parecen, sobre todo las hembras, aunque es posible diferenciarlas en base a varios caracteres. Uno de los más usados es el color de las uñas y después de tener en mano varios cientos de primillas, debo decir que no es uno de los mejores, al menos no de la forma en que lo usa mucha gente. Es cierto que los vulgares tienen las uñas negras y que los primillas las tienen más pálidas, pero como podéis ver en las fotos que acompañan este post existe mucha variabilidad, lo cual puede llevar a confusión si como suele suceder, no podemos ver al individuo en cuestión con detenimiento y estamos limitados por la óptica o las condiciones lumínicas.<br />
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Por ese motivo, mi consejo es que utilicéis este criterio de la siguiente forma: si tiene uñas blancas es un primilla, pero si no lo son, eso no quiere decir que lo que estemos viendo sea un vulgar. Entonces habrá que atenerse a otros caracteres </div>
<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Carlos Rodríguezhttp://www.blogger.com/profile/11916482804759230821noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-12158383801607140022014-11-26T18:30:00.000+01:002015-02-11T09:56:26.524+01:00Interview with Giacomo Dell'Omo<div dir="ltr" style="text-align: left;" trbidi="on">
<i>Today we are interviewing <a href="http://www.biomedexperts.com/Profile.bme/2008784/Giacomo_Dell_Omo" target="_blank">Giacomo Dell'Omo</a>, he is member of <a href="http://www.ornisitalica.com/" target="_blank">Ornis Italica</a> and owner of the firm <a href="http://www.technosmart.eu/" target="_blank">TechnoSmart</a>. He has a wide spectrum of species of interests, from raptors to iguanas and rodents. Mostly interested in behaviour, but also ecotoxycology and conservation. He has been trapping wild rodents in the forests of Russia, studying the effect of magnetic fields on nestlings of kestrels, the <a href="http://www.biomedexperts.com/Abstract.bme/23885090/Testing_cognitive_navigation_in_unknown_territories_homing_pigeons_choose_different_targets" target="_blank">homing and orientation of pigeons</a> or the foraging behaviours of Cory's Shearwaters. He is specialised in tracking birds, from pigeons to seabirds and has taken part in several international cooperations with different institutions and associations. <a href="http://www.technosmart.eu/index.php" target="_blank">TechnoSmart</a> is the manufacturer of different GPS dataloggers (<a href="http://www.technosmart.eu/gipsy4.php" target="_blank">GiPSy-2, GipSy-4</a>) that we are using in <a href="https://sites.google.com/site/horusebd2013/home" target="_blank">HORUS</a> to study <a href="http://horusebd.blogspot.com.es/2013/05/tracks-de-2-vuelos-de-caza.html" target="_blank">foraging behaviour</a> and migration of Lesser kestrels.</i><br />
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<b>Where are you from? </b> <br />
Rome, Italy<br />
<b>Since when did you feel the need to devote your life to research?</b> Since the age of 20<br />
<b>Why did you decide to work on science? </b> <br />
Because I am curious as an attitude<br />
<b>What does your mother think about your work? </b> <br />
She is happy that I found my way <br />
<b>What do you like the most from your work? </b> <br />
Data collection in the field<br />
<b>And what is the worst part ? </b><br />
Bureaucracy<br />
<b>What kind of research are you doing with lesser kestrels? </b> <br />
Development of new tools for long term tracking of the birds<br />
<b>Why lesser kestrel and not other species? </b> <br />
I worked for many years on kestrels and I like the kestrel group<br />
<b>Which is your role in the project?</b> <br />
Technology developer<br />
<b>Why do you think <a href="https://sites.google.com/site/horusebd2013/home" target="_blank">HORUS</a> is important?</b> <br />
Because technology is used in a smart way to study birds<br />
<b>Have you been to Seville?</b> <br />
Yes<br />
<b>Beer or "tinto de verano(*)"? (*) wine with soda</b> <br />
tinto de verano<br />
<b>Easter or Seville Spring festival? </b> <br />
Seville Spring festival<br />
<b>Tell us an anecdote related to your work</b> <br />
Have seen Jackdaws adopting kestrels and be able to raise one until fledging…<br />
<b>If you had to define your work with a single work which one would it be? </b><br />
Passionating<br />
<b>Is scientific research compatible with family life? </b><br />
Sure, the family often follows<br />
<b>Even if it sounds rude, ¿how much money do you earn in your job? </b><br />
Sufficient to live happily (but I do not get money from research, actually I am spending for it...)<br />
<b>What do you do in your free time?</b> <br />
Research studies<br />
<b>If you could choose, would you choose research again? </b> <br />
Sure</div>
<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Javier Bustamantehttp://www.blogger.com/profile/08602288224667093266noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-29772782348194593312014-11-23T18:02:00.000+01:002014-11-27T09:01:49.418+01:00Barbate "In Memoriam"<div dir="ltr" style="text-align: left;" trbidi="on">
Aunque normalmente aquí hablamos de primillas en esta ocasión escribiremos sobre otra especie que también estamos estudiando, el Ibis Eremita (<i>Geronticus eremita</i>). El caso de "Barbate" es al menos ilustrativo en dos aspectos, en primer lugar, el que todavía hay mucho camino por recorrer en le tema de la educación ambiental con las especies protegidas, y en segundo, que las nuevas tecnologías aplicadas al seguimiento de fauna tienen un potencial del que sólo poco a poco nos vamos dando cuenta.<br />
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<tr><td class="tr-caption" style="text-align: center;">Barbate el día de su marcaje en el Zoobotánico de Jeréz</td></tr>
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"Barbate" ó AM[K2F]; pues portaba una anilla amarilla con las letras K2F era uno de los juveniles de Ibis eremita, nacido en libertad este año dentro del Proyecto Eremita. En verano ingresó en el Zoobotánico de Jeréz por un pequeño accidente. En el mes de septiembre se le dio de alta y se le equipo con un nuevo dispositivo de seguimiento de la empresa <a href="http://www.e-obs.de/" target="_blank">E-Obs</a>. Son aparatos caros, como no; pero realmente muy versátiles y especialmente adecuados para el seguimiento de jóvenes durante su dispersión. Son dispositivos del tipo que podemos denominar "biologgers". En este caso lleva un acelerómetro triaxial y un GPS. El GPS proporciona datos de posición y el acelerómetro da información de los movimientos y del comportamiento del individuo. El dispositivo es programable. Se puede especificar con que frecuencia se quiere que tome posiciones GPS, en esta caso tomaba una posición cada 5 minutos, y medidas del acelerómetro (18 medidas por segundo). Los datos completos del logger se descargan por radio (VHF); pero una vez al día transmite 5 coordenadas del GPS por SMS utilizando la red de telefonía móvil, con un resumen de la información de actividad diaria proporcionada por el acelerómetro. Eso permite saber donde está y que ha estado haciendo, sin tener que salir al campo a buscarle. Bueno; pues Barbate llevaba un aparato de estos desde el 19 de septiembre de 2014 y teníamos un registro diario de su actividad. El lunes 10 de noviembre observamos que había pasado la noche del domingo en un lugar atípico,es decir no había vuelto a ninguno de los dormideros que los ibis están usando en esta época. Se le indicó al personal de AMAYA (antigua EGMASA) que hace el seguimiento de campo que fueran a la zona para ver si el individuo estaba bien. A pesar de ir a la última coordenada que proporcionó el GPS, y encontrar otros ibis por la zona, no se pudo localizar al individuo. El lunes por la tarde recibimos 5 coordenadas por SMS que indicaban que el ibis seguía en el mismo lugar, que no se había movido a lo largo del día, y el indicador de actividad de los acelerómetros indicaba que el biologger no se movía. Luego, el ibis estaba en ese lugar enfermo o muerto. El personal de AMAYA, Jaime y Santi, volvieron a la zona el martes 11 por la mañana y realizaron una búsqueda más intensiva en la coordenada precisa que daba el dispositivo (hay que tener en cuenta que la coordenada del GPS tiene una precisión de unos 5 m). Nada, con seguridad el ibis no estaba allí ni vivo ni muerto. Ante estas noticias Rafa y Carlines de la EBD se desplazaron al lugar con el equipo para descargar los datos vía radio y para triangular la señal de la radio-baliza que tiene incorporado el biologger. Efectivamente, cuando llegaron comprobaron que el dispositivo estaba muy cerca, era posible establecer contacto vía radio, se activó la radio-baliza y triangularon la señal. La posición indicaba una superficie de no más de 2 x 2 m de donde salía la señal del emisor. Allí lo que había era un gran montón de basura con plásticos, tierra y paja podrida.<br />
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No había ningún cadaver, ni restos del ibis. Fueron levantando poco a poco el montón de paja, esperando que apareciera el cadaver del ibis o el dispositivo en la superficie, quizá había sido enterrado ligeramente por la lluvia del día anterior. Pero nada, desesperación,... se hacía de noche el dispositivo estaba allí; pero no aparecía. Rafa y Carlines tuvieron que volver a Sevilla.<br />
Al día siguiente volvió Rafa con Javi y Lola, dos voluntarios, y más herramientas, rastrillos, palas. Fueron deshaciendo el montón de paja y cribando todo los que salía. Al final,a las 7 de la tarde apareció el biologger enterrado a 40 cm de profundidad, con restos del arnés y señales de haber sido cortado con una navaja. Ningún resto del ibis. Los datos del biologger indican que el ibis dejó de moverse el domingo día 9 de Noviembre a las 10:30 de la mañana. Sabemos que en el lugar hubo cacería el domingo. Cada uno puede reconstruir su historia. El viernes Agencia de Medio Ambiente envió a "la patrulla canina" un perro entrenado en la búsqueda de cadáveres que realizo una inspección en la zona. Resultado negativo.<br />
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Está claro que si no hubiera sido por el dispositivo de E-Obs no hubíeramos sido capaces de reconstruir los minutos finales de la vida de este ibis eremita. Hubiera sido otro caso más de un ibis que desaparece, que imaginamos que ha muerto, y desconocemos las causas. Está claro, que a pesar del gran éxito que está suponiendo el Proyecto Eremita para la conservación de la especie, es necesario hacer todavía más esfuerzo en educación ambiental </div>
<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Javier Bustamantehttp://www.blogger.com/profile/08602288224667093266noreply@blogger.com0Vejer de la Frontera, Cádiz, España36.252034 -5.966735900000003336.239229 -5.9869059000000036 36.264839 -5.9465659000000031tag:blogger.com,1999:blog-2607803994775961734.post-39729750325458617702014-11-18T11:54:00.002+01:002015-01-23T10:58:29.601+01:00Recién salido del horno<div dir="ltr" style="text-align: left;" trbidi="on">
Aunque la versión online lleva ya más de un año disponible, por fin ha salido la versión definitiva del artículo:<br />
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<img alt="" height="327" 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" width="400" /> <br />
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Más información <a href="http://journals.cambridge.org/repo_A88esbMZ">aqui</a></div>
<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Carlos Rodríguezhttp://www.blogger.com/profile/11916482804759230821noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-33172526814132462222014-11-14T08:02:00.000+01:002014-11-14T08:02:00.147+01:00El primilla es SevillaO así lo parece en una de las guías de identificación de aves más reconocidas, la de Lars Svensson<br />
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<a href="https://4.bp.blogspot.com/-tR3VW8UrdKE/VGMuQrZqgsI/AAAAAAAAD-k/Yj6U05kBXWU/s1600/Svensson.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="273" src="https://4.bp.blogspot.com/-tR3VW8UrdKE/VGMuQrZqgsI/AAAAAAAAD-k/Yj6U05kBXWU/s640/Svensson.jpg" width="640" /></a></div>
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que, como veis, eligió como escenario para la lámina sobre la especie la Giralda de Sevilla ¿Hay algo que identifique mejor a la ciudad que este emblemático minarete?<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Carlos Rodríguezhttp://www.blogger.com/profile/11916482804759230821noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-61388301010794050452014-11-12T18:44:00.000+01:002014-11-19T13:25:32.381+01:00Desde Canarias a Australia o la migrante vida de un postdoc: Entrevista a Airam Rodríguez<div dir="ltr" style="text-align: left;" trbidi="on">
<i>Tinerfeño de nacimiento y Australiano de adopción después de cuatro años de paso por Sevilla, donde realizó su tesis doctoral bajo la dirección de Juan José Negro, también con el cernícalo primilla. ¡Que poco original!. Esta vez entrevistamos a Airam Rodríguez.</i><br />
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<a href="http://3.bp.blogspot.com/-P6WqTPmkrhY/VEkvj-wazGI/AAAAAAAANi4/iBG_hJz47QA/s1600/Airam_Muttonbird.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-P6WqTPmkrhY/VEkvj-wazGI/AAAAAAAANi4/iBG_hJz47QA/s1600/Airam_Muttonbird.JPG" height="320" width="241" /></a></div>
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<b>¿Desde cuándo sentiste la necesidad de dedicarte a la investigación? </b>Aún no lo tengo claro. La cosa está muy mal en España.<br />
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<b>¿Por qué dedicarse a la ciencia?</b> Porque necesitamos conocer para poder conservar.<br />
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<b>¿Qué piensa tu madre de lo que haces?</b> Aún no se lo he contado, por eso me sigue queriendo.<br />
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<b>¿Por qué el cernícalo primilla y no otro?</b> Porque es abundante, migratorio, cercano a nosotros (nidifica en edificios) y porque es un predador, pequeño, pero predador. <br />
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<b>¿Cuándo empezaste a trabajar en el proyecto? </b>Ya ni me acuerdo!! 2007??<br />
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<b>¿Por qué crees que HORUS es importante?</b> El seguimiento de los animales es necesario para ver cómo responden a los cambios producidos en el ambiente, especialmente hoy en día cuando los efectos del cambio global se acentúan cada vez más. El caso del cernícalo primillas es ejemplar puesto que: 1) vive en dos regiones del planeta (se reproduce en Europa y migra a África para pasar allí el invierno boreal), 2) durante la reproducción usa un hábitat bastante variable y dependiente del hombre (al menos en Andalucía se alimenta principlalmente en campos agrícolas de cereal), y 3) al ser un predador, será más susceptible a los cambios ambientales (los últimos eslabones de la cadena trófica son mas sensibles a perturbaciones en eslabones inferiores de los cuales se alimentan). <br />
<b><br />¿Betis o Sevilla?</b> Athletic de Bilbao<br />
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<b>¿cerveza o tinto de verano? </b>Ron con cola<br />
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<b>¿Semana Santa o Feria?</b> Vacaciones en Cádiz!!<br />
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<b>¿La investigación, es compatible con una vida familiar?</b> No, actualmente.<br />
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<b>Aunque suene un poco irrespetuoso, ¿cuánto se gana al mes con lo que haces? </b>No lo suficiente para hacerse rico, pero lo justo para vivir (cuando se tiene un contrato). <br />
<b><br />¿Qué acostumbras hacer en tu tiempo libre? </b>Leer sobre historia natural, birdwatching y hacer surfing<br />
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<b>¿Qué es lo más aburrido de tu trabajo?</b> Leer acerca de otros campos (por ej. matemáticas o estadística).<br />
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<b>¿Y lo más apasionante?</b> El trabajo de campo. <br />
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<b>¿Volverías a dedicarte a esto?</b> Sí, pero antes hubiese aprendido inglés, estudiado estadística e ido más al campo.</div>
<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Javier Bustamantehttp://www.blogger.com/profile/08602288224667093266noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-17966837199442720782014-11-10T07:30:00.000+01:002014-11-10T07:30:01.954+01:00A vista de primilla IICuriosamente he encontrado un <a href="https://www.youtube.com/watch?v=KqDUUZ0dG1I">video </a>que comienza con una perspectiva
aérea sobre una de las colonias de cernícalo más grandes de Europa, la
de la Iglesia de la Purificación, en Almendralejo (Badajoz). <br />
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<a href="http://3.bp.blogspot.com/-Z56j6iVafac/VFynUI3YI0I/AAAAAAAAD88/z4A1dZ9EXSc/s1600/Instant%C3%A1nea%2B1%2B(07-11-2014%2B12-04).png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-Z56j6iVafac/VFynUI3YI0I/AAAAAAAAD88/z4A1dZ9EXSc/s1600/Instant%C3%A1nea%2B1%2B(07-11-2014%2B12-04).png" /></a><br />
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Allí trabajan desde hace años nuestros amigos de DEMA, cuya actividades constituyen el hilo conductor de este vídeo, que curiosamente forma parte de una serie con mucha información que os puede resultar interesante a los lectores de este blog.<br />
Es de agradecer, además, que subtitularan el vídeo con textos en inglés, lo que hace mucho más accesible esta información a los no hispanoparlantes, algo de lo que nos olvidamos con frecuencia<br />
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<br /><div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Carlos Rodríguezhttp://www.blogger.com/profile/11916482804759230821noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-10656340059296099372014-11-07T08:30:00.000+01:002014-11-07T08:30:02.196+01:00A vista de primilla¿a quién no le gusta la perspectiva que se logra desde un punto elevado ya sea una montaña, un rascacielos o un avión? Es como un punto intermedio entre la visión cotidiana y la consulta de un mapa, una forma de distinguir lo conocido, aunque más pequeño, pero poder abarcar más de un solo vistazo.<br />
¿y poder ver lo que ve un pájaro? eso fue lo que debió de pensar John Downer cuando hizo In-flight movie, cuyas imágenes alimentaron los telediarios de medio mundo, así como la imaginación de otros muchos artistas y amantes de la naturaleza.<br />
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<a href="http://3.bp.blogspot.com/-Pg10eGfZPQ0/VFoK1G6rymI/AAAAAAAAD74/7qa6wZMObEM/s1600/starling%2Bflying.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-Pg10eGfZPQ0/VFoK1G6rymI/AAAAAAAAD74/7qa6wZMObEM/s1600/starling%2Bflying.jpg" /> </a></div>
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La aproximación científica es siempre mucho más prosaica y menos estética, pero lo cierto es que cada vez se van generando productos más visuales. Recientemente he conocido dos:</div>
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Uno con albatros: http://cdb.io/1u6tFZg</div>
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Y otro con diferentes especies. Mi favorita es la foca: </div>
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Y claro, no me pude resistir a hacer una prueba con los vuelos del primilla desde nuestro centro de trabajo. La calidad es baja, pero se pueden apreciar estructuras conocidas como el río Guadalquivir, la Autovía A-66 o la fábrica de porcelana de La Cartuja</div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dx1uY2FLK03RWMG8xh4CNAz2X0g1mwdpnmdJjRF-CUEqp5hMkLZqo9iPxpEs7y3c8RKO1nJlbfgU2Vy032Rvw' class='b-hbp-video b-uploaded' frameborder='0'></iframe><div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Carlos Rodríguezhttp://www.blogger.com/profile/11916482804759230821noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-63981281596256053962014-11-05T14:00:00.000+01:002014-11-05T14:00:03.799+01:00Entrevista con Juan José Negro, director de la Estación Biológica de Doñana<div dir="ltr" style="text-align: left;" trbidi="on">
<i>En esta ocasión entrevistamos al Dr. Juan José Negro, actual director de la Estación Biológica de Doñana y también otro de los participantes del proyecto HORUS. Juanjo, para los amigos, fue el primer investigador de la EBD en trabajar con el cernícalo primilla y en realizar una tesis doctoral sobre la especie en el año 1991. Mucho ha llovido ya, y otras muchas tesis la han seguido, demostrando que se trata de una buena especie modelo para investigar en ecología.</i><br />
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<b>¿De dónde eres?</b> Nací en Madrid, pero no he vivido allí y sí en muchos otros lugares de España. Nos movíamos casi tanto como una compañía de circo<br />
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<b>¿Cuándo sentiste la necesidad de dedicarte a la investigación?</b> No hablaría de necesidad, más bien de gusto por investigar. Y fue durante los años de la carrera de Biología<br />
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<b>¿Por qué te dedicaste a la ciencia?</b> Quería aportar conocimiento propio a la Biología. Contribuir con ideas propias. Aunque fuera sólo un poquito, pero al menos original.<br />
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<b>¿Qué piensa tu madre de lo que haces?</b> Cree que hago algo importante porque sabe que conozco a gente que sí lo hace. No puede estar más equivocada conmigo.<br />
<b><br />¿Qué es lo que más te gusta de lo que haces?</b> Pensar que alguna de mis ideas puede estimular a alguien a hacer algo que solucione problemas ambientales o de otro tipo.<br />
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<b>¿Y qué es lo peor de tu trabajo?</b> Hay mucha rutina y papeleo indecible.<br />
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<b>¿Por qué el cernícalo primilla y no otro?</b> Es un urbanita y nos puede dar claves interesantes para la convivencia entre fauna y humanos.<br />
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<b>¿Por qué crees que HORUS es importante?</b> Necesitamos proyectos que nos ayuden a entender la biodiversidad más adaptada al hombre. Las claves de la biodiversidad tolerante con nosotros.<br />
<b><br />¿Betis o Sevilla?</b> No soy futbolero. Yo, tenis.<br />
<b><br />¿cerveza o tinto de verano?</b> Es que no puedo beber alcohol.<br />
<b><br />¿Semana Santa o Feria?</b> Velá de Santa Ana en Triana<br />
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<b>¿Cuál ha sido el sitio más lejano donde has estado?</b> Si estamos hablando de un lugar lejos de Sevilla, pues debe ser Japón.<br />
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<b>¿Cuál ha sido la investigación más curiosa que has hecho?</b> Comportamiento copulatorio en aves. Es muy morboso.<br />
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<b>Si tuvieras que definir tu trabajo con qué palabra lo harías:</b><br />
Privilegio<br />
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<b>¿La investigación es compatible con una vida familiar?</b> Sí. Debe ser mucho más duro e incompatible ser camionero o dependiente de alguna tienda que abra sábados y domingos.<br />
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<b>¿Volverías a dedicarte a esto?</b> Quizá no. Me gustaría ser piloto o futbolista. Pero tendría que volver a nacer con otro cuerpo.</div>
<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Javier Bustamantehttp://www.blogger.com/profile/08602288224667093266noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-38278346739870765112014-11-04T10:11:00.000+01:002014-11-05T10:20:45.644+01:00Los primillas del zoo de MadridNo sabía que el zoo de Madrid tuviera primillas, así que me sorprendió verlos allí. No parecen disponer de black cards, a pesar de los patrocinadores ni sentir ninguna preocupación por el inminente 9-N, a pesar de su procedencia (el centro de cría de Torreferrusa, Barcelona) pero espero que estas dos palabras clave atraigan a algún incauto a este blog.<br />
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Ya en serio, me sorprendió la estructura del aviario, con cajas nido situadas en la pared opuesta a la de observación y que salvando las distancias se asemeja a la estructura de los primillares del <a href="https://www.facebook.com/demaprimilla/photos/pb.137252016292001.-2207520000.1415092045./607411399276058/?type=3&theater">centro de cría de DEMA en Almendralejo</a>. No me gustan demasiado los zoos, pero se agradece que intenten "personalizar" las jaulas para que el proyecto educativo que pretenden sea más completo y porque eso puede ayudar a mejorar las condiciones de estancia de los animales. Espero que los primillas se lo agradezcan con una cría abundante esta primavera<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Carlos Rodríguezhttp://www.blogger.com/profile/11916482804759230821noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-19313193043430175362014-10-27T06:00:00.000+01:002014-10-27T06:00:01.864+01:00Entrevistas: Jesús Hernandez-Pliego<div dir="ltr" style="text-align: left;" trbidi="on">
<i>Hoy entrevistamos a Jesus, Sevillano de 27 años que realiza la tesis en el marco del proyecto Horus y que actualmente disfruta de una <a href="http://horusebd.blogspot.com.es/2014/10/diario-de-un-sevillano-en-montpellier.html">estancia breve en Montpellier.</a></i><br />
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<b>Hola Jesús, cuéntanos cómo llegaste a HORUS</b><br />
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A raíz de un email en el que se anunciaba una oferta para realizar una tesis doctoral con el cernícalo primilla como especie de estudio y que estaría dirigida por Javier Bustamante. Contacté con Javier, me entrevistó y me seleccionó para que pidiera una beca asociada a este proyecto. Finalmente me concedieron la beca y comencé a formar parte de Horus<br />
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<b>¿Cuándo empezaste a trabajar en el proyecto? </b><br />
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En octubre de 2011 cuando comencé a disfrutar la beca que me concedieron. <br />
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<b>¿Por qué crees que HORUS es importante?</b><br />
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Por una parte, el estudio de la ecología en sentido amplio del cernícalo primilla que lleva a cabo Horus tiene aplicaciones directas en la conservación y manejo de la especie. Por otra parte, intentamos hacer llegar a la gente qué es lo que se hace en Horus porque creemos que es necesaria la divulgación de la ciencia y dar valor a la educación ambiental. <br />
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<b>¿Por qué el cernícalo primilla y no otro?</b><br />
Sinceramente no tenía preferencia por trabajar con el cernícalo primilla. Desde muy pequeño me gustaban los animales, especialmente los dinosaurios, así que tenía claro que quería estudiar y trabajar en algo relacionado con ellos. Aunque tuve opción de elegir, finalmente me decanté por las aves y en concreto por el primilla…¿será porque es lo más parecido a un Velociraptor que puede verse hoy en día?<br />
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<b>¿Por qué te dedicaste a la ciencia?</b><br />
Por curiosidad. Siempre me ha gustado buscar explicación a los fenómenos que vemos “naturalmente” a nuestro alrededor.<br />
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<b>¿Qué es lo que más te gusta de lo que haces?</b><br />
Prácticamente todo, especialmente si conlleva aprender algo nuevo.<br />
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<b>¿Qué es lo peor de tu trabajo? </b><br />
La competencia, la envidia y demás comportamientos insanos entre investigadores.<br />
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<b>¿Qué piensa tu madre de lo que haces? </b><br />
Bueno, teniendo en cuenta que mi madre es una de las seguidoras más activas del perfil de Horus en Facebook, creo que tiene una idea bastante buena de en qué consiste mi trabajo.<br />
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<b>Y ya en el plano personal ¿Betis o Sevilla?</b><br />
Sevilla. Pero tengo que admitir que me gusta más el acto social de reunirse con los amigos para ver un partido que el propio partido.<br />
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<b>¿Cerveza o tinto de verano?</b><br />
Cerveza fresquita.<br />
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<b>¿Cruzcampo o Mahou? </b><br />
Cruzcampo, aunque últimamente también admito Estrella Galicia! jeje<br />
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<b>¿Semana Santa o Feria? </b><br />
Como buen sevillano tengo que decir que me quedo con las dos!<br />
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<b>¿Es la ciencia lo que tu esperabas?</b><br />
En parte (la buena) sí, pero es mucho más competitivo de lo que nunca había pensado. <br />
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<b>Cuéntanos una anécdota relacionada con tu trabajo. </b><br />
Bueno, creo que tengo varias de mis salidas al campo! Jeje Cuando voy a visitar los cultivos que los primillas utilizan para buscar comida, intento buscar un rato para hablar con los agricultores que me voy encontrando porque siempre tienen algo curioso que contar. Lo que ocurre es que cuando te ven merodeando sus campos de cultivo lo primero que piensan (algunos de ellos) es que vas a robarles. Uno de los días de la pasada temporada de campo cuando estaba visitando un cultivo de patatas en La Palma del Condado, el dueño pensó que le estaba quitando lo que él había sembrado con tanto esfuerzo y vino corriendo hacia mí con un palo en la mano y vociferando. Fue una situación muy tensa pero finalmente tras hablar con él, explicarle en qué estaba trabajando, qué hacía con los primillas (el buen hombre estaba convencido de que eran esos pájaros que se comían sus ovejas, aunque le repetí varias veces que los primillas no son ni grandes ni negros) y después de enseñarle el todoterreno de la Estación Biológica, el hombre me creyó y me regaló un cubo con unos diez kilos de patatas. Cada vez que me acuerdo me río.<br />
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<b>Aunque sea un poco irrespetuoso, ¿cuánto se gana al mes con lo que haces? </b><br />
La última nómina ha sido de 934,<br />
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<b>¿A qué te gustaría dedicarte en el futuro?</b><br />
Me gustaría seguir en la investigación y si pudiera ser en España, pero la situación no es de lo más propicia para ello.</div>
<div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Carlos Rodríguezhttp://www.blogger.com/profile/11916482804759230821noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-38286752585065854212014-10-23T18:30:00.000+02:002014-10-27T13:38:43.937+01:00Detrás de las cosechadorasQue los primillas persiguen a las cosechadoras no es nuevo. Todos hemos visto como se agrupan confundiéndose con la nube de polvo, realizando numerosos picados, algunos a escasos metros del cabezal. Hay incluso quien hipotetiza que los movimientos premigratorios en dirección norte les permiten explotar este recurso durante más tiempo, ya que la recogida del cereal a escala peninsular sigue un patrón fenológico muy marcado.<br />
<a href="https://www.blogger.com/blogger.g?blogID=2607803994775961734" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2607803994775961734" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2607803994775961734" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Sin embargo, al margen de mencionar el fenómeno, no existía hasta la fecha un artículo científico dedicado a evaluar la importancia de esta forma de búsqueda de alimento tan particular. Han sido nuestros colegas portugueses con Inés Catry a la cabeza quienes le han puesto números a este proceso y efectivamente, desde esta perspectiva más rigurosa, demuestran que los primillas efectivamente cambian su estrategia de búsqueda de alimento si hay cosechadoras en marcha y que dirigen hacia ellas sus vuelos de caza.<br />
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" style="cursor: move;" width="400" /><div class="blogger-post-footer">Published first by http://horus.ebd.csic.es/
Follow us at http://www.facebook.com/horusebdcsic</div>Carlos Rodríguezhttp://www.blogger.com/profile/11916482804759230821noreply@blogger.com0tag:blogger.com,1999:blog-2607803994775961734.post-411476749674034162014-10-20T10:33:00.002+02:002014-10-20T14:27:48.990+02:00Diario de un sevillano en Montpellier<div dir="ltr" style="text-align: left;" trbidi="on">
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Y os preguntaréis: ¿qué se le ha perdido a este chico en Montpellier si lo único que hay por allí en estos momentos son inundaciones como en el resto del Sur de Francia? Pues llevo viviendo en esta ciudad cerca de tres semanas después de un accidentado viaje desde Sevilla en el que tuve que cambiar tres veces de tren y cruzar los Pirineos en autobús por culpa de esas incesantes lluvias de por aquel entonces. El motivo de mi estancia en Montpellier es aprender nuevas metodologías para analizar nuestros datos de movimientos de caza de los cernícalos primilla desde un punto de vista más teórico que el que hemos abordado hasta ahora. Para ello, cuento con la ayuda y supervisión de Simon Benhamou, que tiene amplia experiencia en el tema, y con el que estaré trabajando hasta mediados de diciembre cuando vuelva a España. Este investigador pertenece a la plantilla del Centro de Ecología Evolutiva y Funcional (CEFE), cuya sede se encuentra en Montpellier y es uno de los centros de investigación pertenecientes al CNRS (el equivalente al CSIC en Francia).<br /><br />Una de las primeras fases del trabajo que estoy realizando aquí ha sido diferenciar en qué momento de los vuelos de alimentación los individuos estaban cazando, posados o simplemente desplazándose mediante el análisis de las secuencias espacial y temporal del movimiento. Aunque esto más o menos lo había conseguido de forma visual, es cierto que es un método poco riguroso y a menudo nada sencillo. Aquí os dejo algunos ejemplos gráficos de los vuelos con cada una de las fases que he conseguido diferenciar:</div>
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Este es un vuelo incompleto (falta la vuelta a la colonia) de un individuo de la colonia del Silo que utilizó repetidamente las catenarias de las vías del tren como posadero (puntos rosados).<br />
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<span style="font-family: "Times New Roman","serif";">Y estos dos son vuelos completos de dos individuos, uno de la colonia del Silo y otro de la colonia de la EBD.</span></div>
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<span style="font-family: "Times New Roman","serif";">Por el momento, os
puedo decir que la estancia está siendo muy productiva y estoy avanzando mucho
en el estudio del movimiento de los primillas.<o:p></o:p></span></div>
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