<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-2320609014162146281</id><updated>2012-03-14T00:13:29.552-07:00</updated><category term='transcripcion do ADN'/><category term='operon lac'/><category term='cadea respiratoria'/><category term='ribosomas'/><category term='alimentos tranxenicos'/><category term='epiderme vexetal'/><category term='polisoma'/><category term='creacion do universo'/><category term='Haworth'/><category term='krebs'/><category term='bacterias'/><category term='defectos do cromosoma x'/><category term='parede celular vexetal'/><category term='balance glicolise'/><category term='tectonica de placas'/><category 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vexetal'/><category term='autoduplicación'/><category term='teorias evolucionistas'/><category term='poros nucleares'/><category term='estructura'/><category term='orixe dos planetas'/><category term='neutrófilos'/><category term='Difusion facilitada'/><category term='modelo semiconservativo'/><category term='frotis sanguíneo'/><category term='problemas de xenetica selectivo'/><category term='transporte activo'/><category term='cocos'/><category term='reporducción bacateriana'/><category term='trasplantes-cancer'/><category term='nenos burbulla'/><category term='mitose e meiose'/><category term='Problemas xenetica basicos'/><category term='recombinción'/><category term='duplicacion ADN'/><category term='video mitose'/><category term='ADN polimerasa'/><category term='Elodea canadensis'/><category term='ADN portador da informacion xenética'/><category term='transformación bacteriana'/><category term='betaoxidacion'/><category term='anafase e telofase)'/><category term='conxugación bacteriana'/><category term='ADN chícharos'/><category term='citoesqueleto'/><category term='experimento de Hersey-Chase'/><category term='mitose'/><category term='membrana semipermeable'/><category term='crossing-over'/><category term='Estructura proteina'/><category term='estreptococos'/><category term='espermatozoides'/><category term='Extracion ADN'/><category term='practica laboratrio división celular'/><category term='regulacion xénica en bacterias'/><category term='estomas'/><category term='presión sistólica'/><category term='teoria endosimbióntica'/><category term='nastias'/><category term='videos microbioloxia'/><category term='recollida de premios como gañadores'/><category term='Daltonismo'/><category term='linfocitos'/><category term='tranxenicos'/><category term='A orixe da vida'/><category term='parede celular'/><category term='células sanguíneas'/><category term='cilios'/><category term='funcionamento dos lisosomas'/><category term='dimeros da Timina'/><category term='parede'/><category term='Ishihara'/><category term='flaxelo'/><category term='formas bacterianas'/><category term='video transcripción'/><category term='epitelio bucal'/><category term='alteracions xenícas'/><category term='gametos'/><category term='extincion dos neandertais'/><category term='lisosomas'/><category term='nucleos celulares'/><category term='práctica de laboratio extración ADN'/><category term='nucleolos'/><category term='ciclose'/><category term='eritrosina'/><category term='circulación sanguínea'/><title type='text'>- Cousas de Bioloxía -</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/'/><link rel='hub' 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type='html'>Gracias a todos por seguir confiando en Cousas de bioloxia&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-2x6zh-OT0lc/T13rQzYuAyI/AAAAAAAAE2k/X89fzamljIk/s1600/12000visitas.JPG" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="83" width="214" src="http://1.bp.blogspot.com/-2x6zh-OT0lc/T13rQzYuAyI/AAAAAAAAE2k/X89fzamljIk/s400/12000visitas.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-4590118991054389895?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/4590118991054389895/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' 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url='http://1.bp.blogspot.com/-2x6zh-OT0lc/T13rQzYuAyI/AAAAAAAAE2k/X89fzamljIk/s72-c/12000visitas.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-8252354113773966364</id><published>2012-03-08T00:36:00.000-08:00</published><updated>2012-03-08T00:36:44.226-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Gram'/><category scheme='http://www.blogger.com/atom/ns#' term='bacterias'/><category scheme='http://www.blogger.com/atom/ns#' term='parede'/><title type='text'>Parede bacteriana (Gram + e Gram-)</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Ymv7mBVBjRI/T1hux9xVk-I/AAAAAAAAE2M/GP6MDhyulRg/s1600/000478270.png" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="262" width="400" src="http://3.bp.blogspot.com/-Ymv7mBVBjRI/T1hux9xVk-I/AAAAAAAAE2M/GP6MDhyulRg/s400/000478270.png" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Gram + en azul e Gram- en vermello&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-5hZKEeJdMnk/T1hvf3Ydz4I/AAAAAAAAE2Y/vMamUlBZqWA/s1600/image004.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="175" width="400" src="http://3.bp.blogspot.com/-5hZKEeJdMnk/T1hvf3Ydz4I/AAAAAAAAE2Y/vMamUlBZqWA/s400/image004.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-8252354113773966364?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/8252354113773966364/comments/default' title='Enviar comentarios'/><link 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src='https://blogger.googleusercontent.com/tracker/2320609014162146281-6763587129198709742?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/6763587129198709742/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/03/ciclose-en-elodea-canadensis.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/6763587129198709742'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/6763587129198709742'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/03/ciclose-en-elodea-canadensis.html' title='Ciclose en Elodea canadensis'/><author><name>Luis Alberto Samartín 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href="http://3.bp.blogspot.com/-_u4ucsgUpwk/T1D8FbTfCtI/AAAAAAAAE10/PrqaQbnv4OY/s1600/Frog_blood_cells_photographed_at_630x_BH2808.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="262" width="400" src="http://3.bp.blogspot.com/-_u4ucsgUpwk/T1D8FbTfCtI/AAAAAAAAE10/PrqaQbnv4OY/s400/Frog_blood_cells_photographed_at_630x_BH2808.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe width="480" height="360" src="http://www.youtube.com/embed/GPtJkNQqVoA" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-3146137979106173422?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/3146137979106173422/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' 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/&gt;http://sociedad.elpais.com/sociedad/2012/02/28/actualidad/1330437322_008896.html&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-2118677587178577785?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/2118677587178577785/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/atopados-dous-grupos-sanguineos-mais.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/2118677587178577785'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/2118677587178577785'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/atopados-dous-grupos-sanguineos-mais.html' title='Atopados dous grupos sanguíneos máis'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-DSYoxfIYkv0/T06vda-pmtI/AAAAAAAAE1o/Uq3TrYyNcP0/s72-c/globulos_rojos1.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-1439440693695062469</id><published>2012-02-28T04:52:00.001-08:00</published><updated>2012-02-28T04:53:33.844-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='cilios'/><category 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href='http://cousasdebioloxia.blogspot.com/2012/02/cilios-e-flaxelos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/1439440693695062469'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/1439440693695062469'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/cilios-e-flaxelos.html' title='Cilios e flaxelos'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' 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href='http://cousasdebioloxia.blogspot.com/2012/02/los-neandertales-casi-se-extinguieron.html' title='Los neandertales casi se extinguieron antes de llegar nuestra especie a Europa'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-_s7rTSL86Mc/T0wRvk4HWvI/AAAAAAAAE04/2Rn-ciI74qM/s72-c/neandertal.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-1151832142976653690</id><published>2012-02-26T03:51:00.000-08:00</published><updated>2012-02-26T03:51:30.936-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='fume do tabaco'/><category scheme='http://www.blogger.com/atom/ns#' term='practica de laboratorio sobre o tabaco'/><category scheme='http://www.blogger.com/atom/ns#' term='efectos do fume do tabaco'/><title type='text'>Práctica sobre o fume do tabaco</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-j56mas2jgGM/T0ocOv8arJI/AAAAAAAAE0g/OEMVRJeBOz8/s1600/cigarro.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="258" width="400" src="http://1.bp.blogspot.com/-j56mas2jgGM/T0ocOv8arJI/AAAAAAAAE0g/OEMVRJeBOz8/s400/cigarro.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;iframe width="480" height="360" src="http://www.youtube.com/embed/TCd1raDXCW4" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a 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href='http://cousasdebioloxia.blogspot.com/2012/02/medicion-da-presion-arterial.html' title='medición da presión arterial'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-sUC_Ds6Bx28/Tz0zdG9bwkI/AAAAAAAAE0Q/Jfzq7tfPmnw/s72-c/presion%2Barte.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-8480218837304769811</id><published>2012-02-14T04:56:00.002-08:00</published><updated>2012-02-14T04:56:50.255-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Difusion facilitada'/><title type='text'>Simporte activo</title><content type='html'>&lt;iframe width="459" height="344" src="http://www.youtube.com/embed/EJ5rVmuQ0cw?fs=1" frameborder="0" allowFullScreen=""&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-8480218837304769811?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/8480218837304769811/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/simporte-activo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/8480218837304769811'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/8480218837304769811'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/simporte-activo.html' title='Simporte activo'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/EJ5rVmuQ0cw/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-1936422100170770976</id><published>2012-02-13T09:47:00.000-08:00</published><updated>2012-02-13T09:47:04.147-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='teorias evolucionistas'/><title type='text'>teorias evolucionistas</title><content type='html'>&lt;iframe width="480" height="360" src="http://www.youtube.com/embed/KAPVeiY7HBA" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;por miguel cortizo&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-1936422100170770976?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/1936422100170770976/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/teorias-evolucionistas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/1936422100170770976'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/1936422100170770976'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/teorias-evolucionistas.html' title='teorias evolucionistas'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/KAPVeiY7HBA/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-5228027008898138012</id><published>2012-02-13T03:57:00.000-08:00</published><updated>2012-02-13T03:57:31.388-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Plasmodesmos'/><category scheme='http://www.blogger.com/atom/ns#' term='punteaduras'/><title type='text'>Plasmodesmos</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-QpabOQn6XCo/Tzj6mDddzxI/AAAAAAAAE0E/Y1447bR2NVQ/s1600/primaria.png" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="325" width="320" src="http://4.bp.blogspot.com/-QpabOQn6XCo/Tzj6mDddzxI/AAAAAAAAE0E/Y1447bR2NVQ/s400/primaria.png" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-5228027008898138012?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/5228027008898138012/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/plasmodesmos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/5228027008898138012'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/5228027008898138012'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/plasmodesmos.html' title='Plasmodesmos'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-QpabOQn6XCo/Tzj6mDddzxI/AAAAAAAAE0E/Y1447bR2NVQ/s72-c/primaria.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-1149930812488405348</id><published>2012-02-10T03:29:00.000-08:00</published><updated>2012-02-10T03:29:05.782-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Neodarwinismo'/><category scheme='http://www.blogger.com/atom/ns#' term='Darwin'/><category scheme='http://www.blogger.com/atom/ns#' term='Teorias Neodarwinistas'/><title type='text'>Teorias Neodarwinistas</title><content type='html'>&lt;iframe width="480" height="360" src="http://www.youtube.com/embed/ubzi9gGq2dg" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-1149930812488405348?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/1149930812488405348/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/teorias-neodarwinistas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/1149930812488405348'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/1149930812488405348'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/teorias-neodarwinistas.html' title='Teorias Neodarwinistas'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/ubzi9gGq2dg/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-6045518333854739182</id><published>2012-02-07T12:54:00.000-08:00</published><updated>2012-02-07T12:54:01.288-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Extracion ADN'/><category scheme='http://www.blogger.com/atom/ns#' term='ADN chícharos'/><category scheme='http://www.blogger.com/atom/ns#' term='práctica de laboratio extración ADN'/><title type='text'>Extracción do ADN: práctica de laboratorio</title><content type='html'>&lt;iframe width="480" height="360" src="http://www.youtube.com/embed/ABWam8FQo8w" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-6045518333854739182?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/6045518333854739182/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/extraccion-do-adn-practica-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/6045518333854739182'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/6045518333854739182'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/extraccion-do-adn-practica-de.html' title='Extracción do ADN: práctica de laboratorio'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/ABWam8FQo8w/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-1809939258116462432</id><published>2012-02-03T03:57:00.001-08:00</published><updated>2012-02-03T03:57:59.514-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='visitas'/><title type='text'>Chegamos as 10.000 visitas</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-mDqMJxw_V4Q/TyvHrtT9gjI/AAAAAAAAEjg/U-fjzdHUfxY/s1600/10.000visitas.bmp" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="93" width="247" src="http://1.bp.blogspot.com/-mDqMJxw_V4Q/TyvHrtT9gjI/AAAAAAAAEjg/U-fjzdHUfxY/s400/10.000visitas.bmp" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Moitas grazas a todos por axudarnos a chegar hasta aqui e esperemos que sigades disfrutando coa aventura que é a Bioloxía&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-1809939258116462432?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/1809939258116462432/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/chegamos-as-10000-visitas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/1809939258116462432'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/1809939258116462432'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/chegamos-as-10000-visitas.html' title='Chegamos as 10.000 visitas'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-mDqMJxw_V4Q/TyvHrtT9gjI/AAAAAAAAEjg/U-fjzdHUfxY/s72-c/10.000visitas.bmp' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-3750201430847156870</id><published>2012-02-03T03:57:00.000-08:00</published><updated>2012-02-03T14:37:45.595-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='extincion dos neandertais'/><category scheme='http://www.blogger.com/atom/ns#' term='neandertais'/><title type='text'>Resolto o enigma da desaparición dos neandertais en Europa</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.elpais.com/recorte/20061210elpdmgrep_1/LCO340/Ies/Recreacion_artistica_hombre_Neandertal.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="462" width="340" src="http://www.elpais.com/recorte/20061210elpdmgrep_1/LCO340/Ies/Recreacion_artistica_hombre_Neandertal.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;http://www.elpais.com/articulo/sociedad/Resuelto/enigma/desaparicion/neandertales/Europa/elpepusoc/20110729elpepusoc_7/Tes&lt;br /&gt;&lt;br /&gt;Artículo divulgado polo País&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-3750201430847156870?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/3750201430847156870/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/resuelto-el-enigma-de-la-desaparicion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/3750201430847156870'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/3750201430847156870'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/resuelto-el-enigma-de-la-desaparicion.html' title='Resolto o enigma da desaparición dos neandertais en Europa'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-3939143813628261058</id><published>2012-02-02T02:35:00.000-08:00</published><updated>2012-02-02T02:35:41.537-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='teorias da evolucion'/><category scheme='http://www.blogger.com/atom/ns#' term='Darwin'/><title type='text'>Resumen das teorias da evolución</title><content type='html'>Resumen das teorias evolucionistas ao longo do tempo dende Darwin ata o presente.&lt;br /&gt;Trátase dun pequeno video onde se percorren as principais ideas evoucionistas&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-ZPOvXCSHnTY/Typme4i6u2I/AAAAAAAAEjQ/qoJNI_iTxWQ/s1600/Darwin_Profile.JPG" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="285" width="216" src="http://2.bp.blogspot.com/-ZPOvXCSHnTY/Typme4i6u2I/AAAAAAAAEjQ/qoJNI_iTxWQ/s400/Darwin_Profile.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe width="480" height="360" src="http://www.youtube.com/embed/9bP59Tjwd2M?rel=0" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-3939143813628261058?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/3939143813628261058/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/resumen-das-teorias-da-evolucion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/3939143813628261058'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/3939143813628261058'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/resumen-das-teorias-da-evolucion.html' title='Resumen das teorias da evolución'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-ZPOvXCSHnTY/Typme4i6u2I/AAAAAAAAEjQ/qoJNI_iTxWQ/s72-c/Darwin_Profile.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-5887180335072923507</id><published>2012-02-01T09:41:00.000-08:00</published><updated>2012-02-01T09:41:38.149-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='eritrosina'/><category scheme='http://www.blogger.com/atom/ns#' term='placa bacteriana bucal'/><category scheme='http://www.blogger.com/atom/ns#' term='revelador de placa bacteriana'/><title type='text'>Placa bacteriana: práctica de laboratorio</title><content type='html'>&lt;iframe width="480" height="360" src="http://www.youtube.com/embed/SteEcI3U1w8?rel=0" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-5887180335072923507?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/5887180335072923507/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/placa-bacteriana-practica-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/5887180335072923507'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/5887180335072923507'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/02/placa-bacteriana-practica-de.html' title='Placa bacteriana: práctica de laboratorio'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/SteEcI3U1w8/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-6334616180224131442</id><published>2012-01-20T04:17:00.000-08:00</published><updated>2012-02-01T09:47:45.429-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Problemas xenetica basicos'/><title type='text'>Problemas de xenetica online</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-vpVNi7OADBE/Tyl6dPkl48I/AAAAAAAAEjE/l_z1vGC3KVE/s1600/genetica.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="255" width="277" src="http://1.bp.blogspot.com/-vpVNi7OADBE/Tyl6dPkl48I/AAAAAAAAEjE/l_z1vGC3KVE/s400/genetica.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Adxúntovos estes problemas de Xenética nos que poderedes facer exames tipo test coñecendo de inmediato a resposta.&lt;br /&gt;Moi cómodo e rápido ¡Recoméndovolo para entrenarvos e medir o voso coñecemento!&lt;br /&gt;&lt;br /&gt;http://www.educa.madrid.org/web/cc.nsdelasabiduria.madrid/Ejercicios/2b/Biologia/Genetica/problemas_genetica.htm&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-6334616180224131442?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/6334616180224131442/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/01/problemas-de-xenetica-online.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/6334616180224131442'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/6334616180224131442'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/01/problemas-de-xenetica-online.html' title='Problemas de xenetica online'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-vpVNi7OADBE/Tyl6dPkl48I/AAAAAAAAEjE/l_z1vGC3KVE/s72-c/genetica.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-6837537992476861386</id><published>2012-01-16T07:09:00.000-08:00</published><updated>2012-01-16T07:09:34.479-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='mimosa pudica'/><category scheme='http://www.blogger.com/atom/ns#' term='nastias'/><title type='text'>A nastia de Mimosa pudica L.</title><content type='html'>As nastias son eses movementos pasaxeiros que presentan alguhas plantas como resposta a algún estimulo externo&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe width="480" height="360" src="http://www.youtube.com/embed/oXP7AYo0yCs" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-6837537992476861386?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/6837537992476861386/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/01/nastia-de-mimosa-pudica-l.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/6837537992476861386'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/6837537992476861386'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/01/nastia-de-mimosa-pudica-l.html' title='A nastia de Mimosa pudica L.'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/oXP7AYo0yCs/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-5489225263389730949</id><published>2012-01-14T12:25:00.000-08:00</published><updated>2012-01-14T12:25:05.740-08:00</updated><title type='text'>Olimpiada de Bioloxía</title><content type='html'>O noso equipo olímpico traballou duro para estar en forma e logrou unha experiencia inolvidable que quizais marque o resto das suas vidas. Na imaxen aparecen os nosos protagonistas posando con outros membros participantes de Cangas&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;http://www.farodevigo.es/gran-vigo/2012/01/14/podio-jovenes-atletas-conocimiento&lt;br /&gt;&lt;br /&gt;/614362.html&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Zn0YElKY5f8/TxHiul2ajUI/AAAAAAAAEiw/axJgNi-JJs0/s1600/DSC00090.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="300" width="400" src="http://4.bp.blogspot.com/-Zn0YElKY5f8/TxHiul2ajUI/AAAAAAAAEiw/axJgNi-JJs0/s400/DSC00090.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-5489225263389730949?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/5489225263389730949/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/01/olimpiada-de-bioloxia.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/5489225263389730949'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/5489225263389730949'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/01/olimpiada-de-bioloxia.html' title='Olimpiada de Bioloxía'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-Zn0YElKY5f8/TxHiul2ajUI/AAAAAAAAEiw/axJgNi-JJs0/s72-c/DSC00090.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-3889479819596834431</id><published>2012-01-12T16:27:00.000-08:00</published><updated>2012-01-12T16:27:39.725-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='tinciones'/><category scheme='http://www.blogger.com/atom/ns#' term='práctica laboratorio'/><category scheme='http://www.blogger.com/atom/ns#' term='plaquetas'/><category scheme='http://www.blogger.com/atom/ns#' term='linfocitos'/><category scheme='http://www.blogger.com/atom/ns#' term='frotis sanguíneo'/><category scheme='http://www.blogger.com/atom/ns#' term='neutrófilos'/><category scheme='http://www.blogger.com/atom/ns#' term='monocitos'/><category scheme='http://www.blogger.com/atom/ns#' term='células sanguíneas'/><title type='text'>FROTIS SANGUÍNEO: Práctica de Laboratorio</title><content type='html'>Práctica de laboratorio en la que se explica la preparación de un frotis sanguíneo, la tinción de las células y su posterior observación al microscopio.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe width="420" height="315" src="http://www.youtube.com/embed/8k_tDwHTDVg" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-nkuD3JyMAeY/Tw96BnP4kfI/AAAAAAAAEik/iFy2BRfYtE4/s1600/Neutr%25C3%25B3filos.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="394" width="400" src="http://4.bp.blogspot.com/-nkuD3JyMAeY/Tw96BnP4kfI/AAAAAAAAEik/iFy2BRfYtE4/s400/Neutr%25C3%25B3filos.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-3889479819596834431?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/3889479819596834431/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/01/frotis-sanguineo-practica-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/3889479819596834431'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/3889479819596834431'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/01/frotis-sanguineo-practica-de.html' title='FROTIS SANGUÍNEO: Práctica de Laboratorio'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/8k_tDwHTDVg/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-8529621930631245683</id><published>2012-01-12T00:34:00.000-08:00</published><updated>2012-01-12T01:11:22.984-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Ishihara'/><category scheme='http://www.blogger.com/atom/ns#' term='Daltonismo'/><title type='text'>Cartas de Ishihara</title><content type='html'>Test online coas 6 imaxes de Ishihara para comprobar a existencia de daltonismo ou debilidades para a cor nunha persoa&lt;br /&gt;http://www.uam.es/personal_pdi/medicina/algvilla/fundamentos/nervioso/Daltonismo/ishihara.htm&lt;br /&gt;&lt;br /&gt;Exemplo&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-pDGhfRMYSW0/Tw6hmVVWspI/AAAAAAAAEiY/7mPncQfT9d8/s1600/image002.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="200" width="200" src="http://4.bp.blogspot.com/-pDGhfRMYSW0/Tw6hmVVWspI/AAAAAAAAEiY/7mPncQfT9d8/s400/image002.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-8529621930631245683?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/8529621930631245683/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/01/cartas-de-ishihara.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/8529621930631245683'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/8529621930631245683'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2012/01/cartas-de-ishihara.html' title='Cartas de Ishihara'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-pDGhfRMYSW0/Tw6hmVVWspI/AAAAAAAAEiY/7mPncQfT9d8/s72-c/image002.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-3382476633632248018</id><published>2011-12-15T09:59:00.000-08:00</published><updated>2011-12-15T09:59:57.200-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='xenética mendeliana'/><category scheme='http://www.blogger.com/atom/ns#' term='leis de Mendel'/><title type='text'>Leis de Mendel</title><content type='html'>Para ver este video abrir o enlace: http://www.sumanasinc.com/webcontent/animations/content/mendel/mendel.html&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-__ypspMnnL4/Tuo1UatGnhI/AAAAAAAAEiI/CuXaxOTJUbY/s1600/mendel.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="259" width="194" src="http://4.bp.blogspot.com/-__ypspMnnL4/Tuo1UatGnhI/AAAAAAAAEiI/CuXaxOTJUbY/s400/mendel.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-3382476633632248018?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/3382476633632248018/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/12/leis-de-mendel.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/3382476633632248018'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/3382476633632248018'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/12/leis-de-mendel.html' title='Leis de Mendel'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-__ypspMnnL4/Tuo1UatGnhI/AAAAAAAAEiI/CuXaxOTJUbY/s72-c/mendel.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-5081889350063809938</id><published>2011-12-15T09:53:00.000-08:00</published><updated>2011-12-15T09:53:46.831-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='operon lac'/><title type='text'>Operon lac</title><content type='html'>Para ver este video abrir este enlace: http://www.sumanasinc.com/webcontent/animations/content/lacoperon.html&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-ZUnMmDnZ_Wc/Tuo0BKYkCYI/AAAAAAAAEh8/P88SEF66HYE/s1600/operon%2Blac.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="149" width="339" src="http://1.bp.blogspot.com/-ZUnMmDnZ_Wc/Tuo0BKYkCYI/AAAAAAAAEh8/P88SEF66HYE/s400/operon%2Blac.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-5081889350063809938?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/5081889350063809938/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/12/operon-lac.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/5081889350063809938'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/5081889350063809938'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/12/operon-lac.html' title='Operon lac'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-ZUnMmDnZ_Wc/Tuo0BKYkCYI/AAAAAAAAEh8/P88SEF66HYE/s72-c/operon%2Blac.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-3124277366656724746</id><published>2011-12-15T09:49:00.000-08:00</published><updated>2011-12-15T09:49:00.344-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='polisoma'/><category scheme='http://www.blogger.com/atom/ns#' term='polirribosoma'/><title type='text'>Polisomas ou polirribosomas</title><content type='html'>Para ver o video abrir este enlace:http://www.sumanasinc.com/webcontent/animations/content/polyribosomes2.html&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-L0U1OHPNQPY/TuoymfrbjjI/AAAAAAAAEhw/3QjGTuuUBEs/s1600/polirribosomas.JPG" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="300" width="400" src="http://1.bp.blogspot.com/-L0U1OHPNQPY/TuoymfrbjjI/AAAAAAAAEhw/3QjGTuuUBEs/s400/polirribosomas.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Video moi breve onde se pode ver a formación dos posisomas ou polirribosomas durante o proceso da traducción&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-3124277366656724746?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/3124277366656724746/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/12/polisomas-ou-polirribosomas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/3124277366656724746'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/3124277366656724746'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/12/polisomas-ou-polirribosomas.html' title='Polisomas ou polirribosomas'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-L0U1OHPNQPY/TuoymfrbjjI/AAAAAAAAEhw/3QjGTuuUBEs/s72-c/polirribosomas.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-5942361805630516949</id><published>2011-12-12T09:01:00.000-08:00</published><updated>2011-12-12T09:01:33.862-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='transcripcion do ADN'/><category scheme='http://www.blogger.com/atom/ns#' term='video transcripción'/><title type='text'>Transcipción do ADN</title><content type='html'>&lt;iframe width="420" height="315" src="http://www.youtube.com/embed/qOA25GbUkdA" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;Video en inglés bastante completo sobre a transcripción&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-5942361805630516949?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/5942361805630516949/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/12/transcipcion-do-adn.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/5942361805630516949'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/5942361805630516949'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/12/transcipcion-do-adn.html' title='Transcipción do ADN'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/qOA25GbUkdA/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-2534099159903622506</id><published>2011-12-01T01:27:00.001-08:00</published><updated>2011-12-01T01:27:52.722-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='replicación do ADN'/><category scheme='http://www.blogger.com/atom/ns#' term='autoduplicación'/><category scheme='http://www.blogger.com/atom/ns#' term='ADN polimerasa'/><title type='text'>Replicación do ADN</title><content type='html'>Replicación do ADN&lt;br /&gt;&lt;br /&gt;&lt;iframe width="560" height="315" src="http://www.youtube.com/embed/g8pc7MCb3Sc" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-2534099159903622506?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/2534099159903622506/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/12/replicacion-do-adn.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/2534099159903622506'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/2534099159903622506'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/12/replicacion-do-adn.html' title='Replicación do ADN'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/g8pc7MCb3Sc/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-8766225074451880614</id><published>2011-11-27T13:52:00.000-08:00</published><updated>2011-11-27T13:52:00.408-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='mitose'/><category scheme='http://www.blogger.com/atom/ns#' term='comparacion mitose e meiose'/><category scheme='http://www.blogger.com/atom/ns#' term='practica laboratrio división celular'/><title type='text'>MITOSE: PRÁCTICA DE LABORATORIO. OBSERVACIÓN DE CÉLULAS EN DIVISIÓN</title><content type='html'>&lt;iframe width="480" height="360" src="http://www.youtube.com/embed/ELLINOKt_vI" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-8766225074451880614?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/8766225074451880614/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/mitose-practica-de-laboratorio.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/8766225074451880614'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/8766225074451880614'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/mitose-practica-de-laboratorio.html' title='MITOSE: PRÁCTICA DE LABORATORIO. OBSERVACIÓN DE CÉLULAS EN DIVISIÓN'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/ELLINOKt_vI/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-4436795751719103396</id><published>2011-11-27T11:41:00.000-08:00</published><updated>2011-11-27T11:41:30.558-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='modelo semiconservativo'/><category scheme='http://www.blogger.com/atom/ns#' term='experimento de Meselson e Stahl'/><title type='text'>Experimento de Meselson e Stahl</title><content type='html'>&lt;iframe width="420" height="315" src="http://www.youtube.com/embed/ZTMyNmZrcwA" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-4436795751719103396?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/4436795751719103396/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/experimento-de-meselson-e-stahl.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/4436795751719103396'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/4436795751719103396'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/experimento-de-meselson-e-stahl.html' title='Experimento de Meselson e Stahl'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/ZTMyNmZrcwA/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-2021832345562579352</id><published>2011-11-27T11:38:00.000-08:00</published><updated>2011-11-27T11:38:22.200-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='experimento de Hersey-Chase'/><category scheme='http://www.blogger.com/atom/ns#' term='ADN portador da informacion xenética'/><title type='text'>Experimento de Hersey-Chase</title><content type='html'>&lt;iframe width="420" height="315" src="http://www.youtube.com/embed/YG3d77SRWZI" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-2021832345562579352?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/2021832345562579352/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/experimento-de-hersey-chase.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/2021832345562579352'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/2021832345562579352'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/experimento-de-hersey-chase.html' title='Experimento de Hersey-Chase'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/YG3d77SRWZI/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-3751284335517241155</id><published>2011-11-24T04:55:00.000-08:00</published><updated>2011-11-26T11:57:33.544-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Lynn Margullis'/><category scheme='http://www.blogger.com/atom/ns#' term='teoria endosimbióntica'/><title type='text'>"In memoriam" LYNN MARGULIS</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-dWp14r28nak/Ts_UErIOk5I/AAAAAAAAEhg/NgYp43X0U7U/s1600/Lynn%2BMargulis.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="267" width="400" src="http://2.bp.blogspot.com/-dWp14r28nak/Ts_UErIOk5I/AAAAAAAAEhg/NgYp43X0U7U/s400/Lynn%2BMargulis.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Lynn Margulis &lt;br /&gt;Nacemento: 5 de marzo de 1938 (73 anos)&lt;br /&gt;&lt;br /&gt;Pasamento: 22 de novembro de 20111&lt;br /&gt;Nacionalidade:  estadounidense&lt;br /&gt;Campo  Bioloxía&lt;br /&gt;Coñecida pola: &lt;b&gt;Teoría da endosimbiose seriada&lt;/b&gt;&lt;br /&gt;Sociedades  NAS&lt;br /&gt;Academia Rusa das Ciencias&lt;br /&gt;Premios destacados:  Medalla Darwin-Wallace 2008&lt;br /&gt;Esposa de Carl Sagan&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-abzKUKetSS8/Ts4-ImKFP1I/AAAAAAAAEhU/Un8eDnVzEbM/s1600/endosimbiosis.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="222" width="400" src="http://4.bp.blogspot.com/-abzKUKetSS8/Ts4-ImKFP1I/AAAAAAAAEhU/Un8eDnVzEbM/s400/endosimbiosis.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Ata sempre Lynn...&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-3751284335517241155?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/3751284335517241155/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/in-memoriam-lynn-margullis.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/3751284335517241155'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/3751284335517241155'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/in-memoriam-lynn-margullis.html' title='&quot;In memoriam&quot; LYNN MARGULIS'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-dWp14r28nak/Ts_UErIOk5I/AAAAAAAAEhg/NgYp43X0U7U/s72-c/Lynn%2BMargulis.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-7326829071695884244</id><published>2011-11-24T00:58:00.000-08:00</published><updated>2011-11-24T05:03:00.979-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='estructuras do ADN'/><title type='text'>Niveis de empaquetamento do ADN</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Jsto2sIEE5E/Ts4GceXSoQI/AAAAAAAAEg8/X-1zNMV5bzQ/s1600/poorsama.bmp" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="321" width="400" src="http://4.bp.blogspot.com/-Jsto2sIEE5E/Ts4GceXSoQI/AAAAAAAAEg8/X-1zNMV5bzQ/s400/poorsama.bmp" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;iframe width="459" height="344" src="http://www.youtube.com/embed/X6bdNCuK-zw?fs=1" frameborder="0" allowFullScreen=""&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-7326829071695884244?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/7326829071695884244/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/niveis-de-empaquetamento-do-adn.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/7326829071695884244'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/7326829071695884244'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/niveis-de-empaquetamento-do-adn.html' title='Niveis de empaquetamento do ADN'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-Jsto2sIEE5E/Ts4GceXSoQI/AAAAAAAAEg8/X-1zNMV5bzQ/s72-c/poorsama.bmp' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-3646688630577974641</id><published>2011-11-22T14:36:00.000-08:00</published><updated>2011-11-22T14:36:03.621-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='videos didacticos moi breves'/><title type='text'>videos didácticos moi breves</title><content type='html'>http://www.stolaf.edu/people/giannini/biological%20anamations.html&lt;br /&gt;videos didácticos moi breves de temas variados de bioloxia&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-u5ofjuHr-dA/Tswi97W7tpI/AAAAAAAAEgw/DmYmRKFtJFY/s1600/biologia001.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="350" width="400" src="http://1.bp.blogspot.com/-u5ofjuHr-dA/Tswi97W7tpI/AAAAAAAAEgw/DmYmRKFtJFY/s400/biologia001.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-3646688630577974641?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/3646688630577974641/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/videos-didacticos-moi-breves.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/3646688630577974641'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/3646688630577974641'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/videos-didacticos-moi-breves.html' title='videos didácticos moi breves'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-u5ofjuHr-dA/Tswi97W7tpI/AAAAAAAAEgw/DmYmRKFtJFY/s72-c/biologia001.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-2657639941532334014</id><published>2011-11-17T07:47:00.000-08:00</published><updated>2011-11-17T07:47:08.343-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='espermatoxénese'/><category scheme='http://www.blogger.com/atom/ns#' term='ovoxénese'/><category scheme='http://www.blogger.com/atom/ns#' term='gametoxénese'/><title type='text'>Gametoxénese: espermatoxénese e ovoxénese</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-tJ606QzBpiY/TsUr0iZvf1I/AAAAAAAAEgg/yf_oNnGEWzw/s1600/gametogenesis.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="305" width="400" src="http://1.bp.blogspot.com/-tJ606QzBpiY/TsUr0iZvf1I/AAAAAAAAEgg/yf_oNnGEWzw/s400/gametogenesis.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-2657639941532334014?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/2657639941532334014/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/gametoxenese-espermatoxenese-e.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/2657639941532334014'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/2657639941532334014'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/gametoxenese-espermatoxenese-e.html' title='Gametoxénese: espermatoxénese e ovoxénese'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-tJ606QzBpiY/TsUr0iZvf1I/AAAAAAAAEgg/yf_oNnGEWzw/s72-c/gametogenesis.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-7012227379651929613</id><published>2011-11-15T14:56:00.000-08:00</published><updated>2011-11-15T14:56:09.461-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='video enzimas'/><title type='text'>Os enzimas: características, catálise e utilidades</title><content type='html'>&lt;iframe width="420" height="315" src="http://www.youtube.com/embed/7m25jcrhVUo" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;Video sobre enzimas que resume os principais conceptos sobre estas moléculas. É un pouco simple, pero serve como repaso para recordar os principais aspectos relacionados coas enzimas. Contén boas imaxes en 3D.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-7012227379651929613?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/7012227379651929613/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/os-enzimas-caracteristicas-catalise-e.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/7012227379651929613'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/7012227379651929613'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/os-enzimas-caracteristicas-catalise-e.html' title='Os enzimas: características, catálise e utilidades'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/7m25jcrhVUo/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-1341754983226333206</id><published>2011-11-14T06:05:00.000-08:00</published><updated>2011-11-14T06:05:49.326-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='video meiose'/><title type='text'>meiose</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/EsHfBINTWuE" width="420"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-1341754983226333206?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/1341754983226333206/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/meiose.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/1341754983226333206'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/1341754983226333206'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/meiose.html' title='meiose'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/EsHfBINTWuE/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-5112897815462846499</id><published>2011-11-14T05:21:00.001-08:00</published><updated>2011-11-14T06:10:35.158-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='video meiose'/><category scheme='http://www.blogger.com/atom/ns#' term='crossing-over'/><category scheme='http://www.blogger.com/atom/ns#' term='recombinción'/><category scheme='http://www.blogger.com/atom/ns#' term='meiose'/><title type='text'>video meiose</title><content type='html'>&lt;iframe width="420" height="315" src="http://www.youtube.com/embed/D1_-mQS_FZ0" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;Video en inglés sobre a meiose, onde se obseva con claridade a recombinación dos cromosomas homologos durante o proceso da recombinación&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-5112897815462846499?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/5112897815462846499/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/meiosis.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/5112897815462846499'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/5112897815462846499'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/meiosis.html' title='video meiose'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/D1_-mQS_FZ0/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-3359759342349059689</id><published>2011-11-14T02:39:00.001-08:00</published><updated>2011-11-14T02:39:53.744-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='video mitose'/><category scheme='http://www.blogger.com/atom/ns#' term='mitose'/><title type='text'>video mitose</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://2.gvt0.com/vi/gxCArZh83eY/0.jpg"&gt;&lt;param name="movie" value="http://www.youtube.com/v/gxCArZh83eY&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/gxCArZh83eY&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-3359759342349059689?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/3359759342349059689/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/video-mitose.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/3359759342349059689'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/3359759342349059689'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/video-mitose.html' title='video mitose'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-2975121945997023869</id><published>2011-11-11T04:19:00.000-08:00</published><updated>2011-11-13T09:16:34.725-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='catálise enzimática'/><category scheme='http://www.blogger.com/atom/ns#' term='inhibicion enzimatica'/><title type='text'>Catálise enzimática</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://0.gvt0.com/vi/PILzvT3spCQ/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/PILzvT3spCQ&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/PILzvT3spCQ&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-2975121945997023869?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='enclosure' type='' href='http://www.youtube.com/watch?v=TLr7_2wnIXU&amp;feature=related' length='0'/><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/2975121945997023869/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/catalisis-enzimatica.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/2975121945997023869'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/2975121945997023869'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/catalisis-enzimatica.html' title='Catálise enzimática'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-8719577545931868529</id><published>2011-11-10T15:35:00.000-08:00</published><updated>2011-11-10T15:36:21.110-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='terapia xénica'/><category scheme='http://www.blogger.com/atom/ns#' term='video sobre terapia xénica'/><title type='text'>Redes para la Ciencia » Redes 107: Genes en lugar de fármacos</title><content type='html'>&lt;a href="http://www.redesparalaciencia.com/6289/redes/2011/redes-107-genes-en-lugar-de-farmacos"&gt;Redes para la Ciencia » Redes 107: Genes en lugar de fármacos&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Un video do programa televisivo "Redes" onde se explica con claridade os porcedementos que se utilizan para a terapia xénica. Resulta bastante facil de entender para todos.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2320609014162146281-8719577545931868529?l=cousasdebioloxia.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.redesparalaciencia.com/6289/redes/2011/redes-107-genes-en-lugar-de-farmacos' title='Redes para la Ciencia » Redes 107: Genes en lugar de fármacos'/><link rel='replies' type='application/atom+xml' href='http://cousasdebioloxia.blogspot.com/feeds/8719577545931868529/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/redes-para-la-ciencia-redes-107-genes.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/8719577545931868529'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2320609014162146281/posts/default/8719577545931868529'/><link rel='alternate' type='text/html' href='http://cousasdebioloxia.blogspot.com/2011/11/redes-para-la-ciencia-redes-107-genes.html' title='Redes para la Ciencia » Redes 107: Genes en lugar de fármacos'/><author><name>Luis Alberto Samartín Biénzobas</name><uri>http://www.blogger.com/profile/10645254768950068857</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='21' src='http://1.bp.blogspot.com/_bUoYmqPi4w0/SwBu16CTA6I/AAAAAAAADrM/XdlJ_A9EHVY/S220/_DSC0687.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2320609014162146281.post-9102459910020701112</id><published>2011-11-07T07:35:00.000-08:00</published><updated>2011-11-09T03:32:34.853-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='terapia xénica'/><category scheme='http://www.blogger.com/atom/ns#' term='nenos burbulla'/><category scheme='http://www.blogger.com/atom/ns#' term='defectos do cromosoma x'/><category scheme='http://www.blogger.com/atom/ns#' term='alteracions xenícas'/><title type='text'>Terapia xénica para curar aos nenos burbulla</title><content type='html'>Artigo moi interesante do ano 2004 no que se explica con claridades a técnica e os problemas derivados para correxir o defecto do cromosoma X que ocasiona unha inmunodeficiencia severa e as alteracións que provoca a terapia xénica&lt;br /&gt;&lt;a href="http://www.blogger.com/goog_163057838"&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.aedip.com/pdf_upload/fichero_pdf_9195.pdf"&gt;http://www.aedip.com/pdf_upload/fichero_pdf_9195.pdf&lt;/a&gt;&lt;br /&gt;&lt;img alt="" 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
