tag:blogger.com,1999:blog-64834151621048921112024-03-19T02:59:58.754-07:00Cultura científicaAnonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.comBlogger22125tag:blogger.com,1999:blog-6483415162104892111.post-51492190948257807582016-06-09T23:14:00.002-07:002016-06-09T23:14:19.178-07:00<span style="font-size: large;"><b>COMO ACERCAR A CIENCIA ÁS NOVAS XERACIÓNS</b></span><br />
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<span style="font-size: large;">Hoxe en día, ninguén pon en dúbida que a ciencia é parte esencial e vertebradora da cultura. Gran parte dos cambios sociais ocurridos nas últimas décadas teñen como base importantes progresos científicos e tecnolóxicos. Os avances da ciencia recaen, finalmente, sobre o conxunto da sociedade, que debe integralos na súa forma de vida. Neste punto iníciase a discusión sobre o xeito ideal de presentar os resultados das investigacións científicas á sociedade que é a receptora dos avances tecnolóxicos asociados aos novos descubrimentos científicos. Plántexase o gran reto de acercar a ciencia e a tecnoloxía á poboación, despertando o interés desde as idades máis tempranas. </span><br />
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<span style="font-size: large;">Resulta imprescindible que existan plantexamentos claros das institucións educativas para conseguir acercar a ciencia as xeracións máis xóvenes. Aquí xoga un papel fundamental a preparación pedagóxica do profesorado. Tamén o compromiso editorial para a divulgación científica, buscando un maior compromiso do periodismo para a especializacion en temas científico-tecnolóxicos. Por outra parte, a utilización de recursos alternativos, como as aulas taller, as visitas a centros de traballo, museos, etc. Por último, non se debe olvidar o proceso educativo dentro da familia, a complicidade dos pais na apertura e descubrimento do mundo é esencial desde moi cativos. </span><br />
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<span style="font-size: large;">O debate científico debe trascender do terreo vedado aos especialistas e implicar ao conxunto da sociedade. E así como se establecen os pilares da cultura científica. </span><br />
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<img height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjq-FVPlOOUuB-WoOF4wrkCrgIVn_FfWIOj2EJGNWmXnTZblyoxFlZeZu8EYdyLnkHfY_enly1XJiRk05JVbq1aEw0Ugkpk9-5kqqwjzI72-Gm4ypUlfQAba6nELRw32WNZ-09EkEyo6wU/s640/Cultura+cientifica+collage.jpg" width="640" />Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-73449769762040133542016-06-09T16:12:00.000-07:002016-06-09T16:13:53.890-07:00<span style="font-size: large;"><b>ARQUEÓLOGOS GREGOS CREEN ATOPAR A TUMBA DE ARISTÓTELES.</b></span><br />
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<span style="font-size: large;">"Non temos probas, pero si indicios moi fortes que rozan a certeza", declaraba Konstandinos Sismanidis, director das excavacións levadas a cabo durante máis de dúas décadas na antiga cidade de Estagira (Grecia). Os resultados de esas excavacións foron publicados no último congreso internacional Aristóteles, 2400 anos, celebrado na Universidade de Salónica. Neses estudios chégase á conclusión de que un edificio descuberto no ano 1996 nas citadas excavacións non pode ser outro que o mausoleo de Aristóteles tras analizar dous manuscritos onde se facía referencia ó traslado das cenizas do filósofo á súa cidade natal.</span><br />
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<br /><span style="font-size: large;"><img alt="Resultado de imagen de tumba de aristoteles" height="220" 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" 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Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-28181043734417028932016-06-09T15:40:00.002-07:002016-06-09T15:40:38.174-07:00<span style="font-size: large;"><b>AVANCES MÉDICOS MÁIS SIGNIFICATIVOS PARA O 2016.</b></span><br />
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<span style="font-size: large;">1<b>- </b>Tratamento personalizado baseado na información xenética do individuo. A iniciativa de Medicina de precisión que se pretende poñer en práctica actualmente trata de convertir un enfoque único aplicable a todos noutro, axustado ás necesidades de cada paciente. Estudiarase por qué un tratamento funciona con algunhas persoas coa mesma enfermidade pero non con outras. </span><br />
<span style="font-size: large;">2- Removedor de stents para desfacer os coágulos do cerebro. Os medicamentos para a disolución dos coágulos despois dun ataque cerebral máis común era o tratamento máis utilizado ata agora. A American Heart Asociation recomenda enfáticamente o uso de este cable con punta de malla que se guía a través da arteria ata chegar ao cerebro para agarrar e extraer o coágulo. Esta práctica aumenta a probabilidade de que o paciente sobreviva e recupere o funcionamento da súa vida normal. </span><br />
<span style="font-size: large;">3- Conexión cerebro-extremidad: como xa comentei en anteriores entradas, a meta de conectar o cerebro cunha extremidade robótica para axudar as persoas que sofren de parálese ou amputados a moverse con naturalidade está máis cerca que nunca. os investigadores están colocando os implantes na área do cerebro que controla a intención de moverse, o que permite aos pacientes controlar a extremidade robótica con mais fluidez. </span><br />
<span style="font-size: large;">4- Reaxustar os xenes. Esta tecnoloxía terá como obxectivo eliminar os xenes dañinos do ADN dunha persona e poder editalo fácilmente para combatir as enfermidades e a correción de mutacións xenéticas que causan enfermidades hereditarias, pero existe o risco de que se utilice esta tecnoloxía con fins non médicos para modificar rasgos. </span><br />
<span style="font-size: large;">5- Novas vacinas contra o cancro. que capacitarían o sistema inmunolóxico para combatir as células canceríxenas sen destruir as células sans. Xa existen vacinas para o tratamento do cancro de próstata e melanoma e comenzase a traballar sobre unha vacina para o cancro pulmonar.</span>Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-23743650623037506472016-06-09T14:27:00.001-07:002016-06-09T14:27:12.578-07:00<span style="font-size: medium;"><b><span style="font-size: large;">A SAÚDE SÍ TEN UN PREZO</span><span style="font-size: large;">. </span></b></span><br />
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<span style="font-size: large;">O cancro contará no futuro con máis fármacos pero máis caros. Ésta é a conclusión a que se chegou no último Congreso da Sociedade Europea de Oncoloxía ESMO2014 celebrado en Madrid.</span><br />
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<span style="font-size: large;">Os oncólogos consideran que os novos fármacos van cambiar a práctica clínica pero requerirán reformas organizativas para asegurar a sostenibilidade do sistema sanitario. Os maiores problemas virán derivados do envellecemento da poboación. Esto suporá que existirán máis pacientes con máis idade e con patoloxías asociadas (diabete, epoc, etc) que aumentarán a complexidade das terapias.</span><br />
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<span style="font-size: large;">Os fármacos prometen mellores tratamentos, de maior duración e con efectos secudarios menos agresivos como, por exemplo, os medicamentos inmunoterápicos pero o seu alto coste pode ser un verdadeiro problema para a sociedade. A inmunoterapia consiste no bloqueo da capacidade de un tumor de camuflarse do ataque das células do sistema inmunolóxico. Sen embargo, a carestía de estos fármacos e a incapacidade actual de algúns pacientes de acceder a tratamiento, por exemplo, do cancro de mama nalgúns países máis pobres de Europa fan que, de momento, a inmunoterapia esté fora do alcance da maioría dos 131 países representados no Congreso. </span>Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-58661664110534472232016-06-09T13:13:00.000-07:002016-06-09T13:13:48.331-07:00<span style="font-size: large;"><b>NASA: NOVA XERACIÓN DE ASTRONAUTAS MULLERES ASPIRAN A CHEGAR A MARTE.</b></span><br />
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<span style="font-size: large;">Por primeira vez na historia, a última xeración de astronautas da NASA está integrada nun 50% por mulleres. Foron selecionados pola axencia estatal oito candidatos dun grupo de máis de 6.000 solicitantes. De entre eles destacan catro mulleres que poderían ser finalmente elexidas para viaxar a Marte en 15 anos.</span><br />
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<span style="font-size: large;">Estas catro mulleres tiveron que superar intensas probas psicolóxicas e médicas para conseguir ser seleccionadas pola NASA. Trátase de </span><br />
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<span style="font-size: large;">. Anne MacClain: graduada na Academia militar de West point, servíu no exército de Estados Unidos pilotando helicópteros en Irak. Ten dous títulos de maestría. </span><br />
<span style="font-size: large;">- Jessica Meir; é unha científica especializada en bioloxía marina, que fixo traballos de investigación na Antártida. </span><br />
<span style="font-size: large;">- Christina Koch, tamén científica conta con un postgrao na Universidae estatal de Carolina do Norte,era Xefe Nacional do Océano e da estación da Atmósfera.</span><br />
<span style="font-size: large;">- Finalmente, Nicole Aunapu Mann é graduada na Academia Naval de Estados Unidos, tamén pilotou avións de combate en Irak .</span><br />
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<span style="font-size: large;">O obxectivo da NASA é enviar humanos a un asteroide en 2025 e logo a Marte na década de 2030. Esta vez parece que as mulleres xogarán un papel preponderante na misión espacial. Na viaxe poderianse invertir de dous a tres anos. </span><br />
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<img alt="La NASA ha seleccionado ocho candidatos de un grupo de más de 6.000 solicitantes " src="http://e.rpp-noticias.io/normal/2016/02/11/571657_78882.jpg" />Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-83376463922181572592016-06-09T11:57:00.004-07:002016-06-09T11:57:40.696-07:00<span style="font-size: x-large;"><b> O grafeno: o metal do século XXI. </b></span><br />
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<span style="font-size: x-large;">Este material saltou á fama en<b> </b>2010 cando os seus creadores Andre Geim e Konstantin Novoselov, científicos da Universidade de Manchester, foron galardonados co premio Nobel de Física polos seus "experimentos fundamentais co material bidimensional grafeno".</span><br />
<span style="font-size: x-large;">A maioria dos científicos califica as súas propiedades como asombrosas. As máis destacadas refírense á súa resistencia, flexibilidade, elasticidade, a súa alta conductividade térmica e eléctrica. Ademáis o grafeno pode reaccionar quimicamente con outras substancias para formar compostos de diferentes propiedades. Ata o momento é o único material que pode combinar todas estas características simutaneamente.</span><br />
<span style="font-size: x-large;">Está formado por aneis hexagonais de átomos de carbono compostos de tal maneira que se poden obter capas extremadamente delgadas de este metal. </span><br />
<span style="font-size: x-large;">As súas aplicacións son infinitas:</span><br />
<span style="font-size: x-large;">- Fabricación de avións, satélites espaciais ou automóbiles.</span><br />
<span style="font-size: x-large;">- Construción de edificios.</span><br />
<span style="font-size: x-large;">- Baterías para móbiles máis lixeiras e con máis capacidade. </span><br />
<span style="font-size: x-large;">- Fabricación de pantallas táctiles flexibles</span><br />
<span style="font-size: x-large;">- Ordenadores mais rápidos.</span><br />
<span style="font-size: x-large;">- Placas solares lixeiras, flexibles e baratas.</span><br />
<span style="font-size: x-large;">- Desalinización e purificación da auga</span><br />
<span style="font-size: x-large;">- Por último, debido as súas propiedades antibacterianas, podería utilizarse para a fabricación de vendaxes, envases de alimentos, roupa, etc. </span><br />
<span style="font-size: x-large;">Por todo iso preséntase como candidato ideal para ser o material do futuro. </span><br />
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<span style="font-size: x-large;"><img alt="Resultado de imagen de grafeno" 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" /><img alt="Resultado de imagen de grafeno mineral" src="data:image/jpeg;base64,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" 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<span style="font-size: x-large;"><br /></span>Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-75268673128043076672016-06-09T07:44:00.002-07:002016-06-09T07:44:19.683-07:00Podemos fiarnos da intelixencia artificial ?<span style="font-size: x-large;"><b>Podemos fiarnos da intelixencia artificial?</b></span><br />
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<span style="font-size: large;">Os xigantes da tecnoloxía están invertindo grandes sumas de diñeiro en intelixencia artificial. Pero, por que científicos como Stephen Hawking nos alertan contra ela? Perderemos o control fronte as máquinas? </span><br />
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<span style="font-size: large;">Os expertos están de acordo que o desenvolvemento da intelixencia artificial é un dos maiores retos tecnolóxicos da historia. E non só se hai que fixar na robótica. A intelixencia artificial atópase en moitas partes como: o coche sen conductor de google, asistentes virtuais como <i>Siri </i>de Apple...</span><br />
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<span style="font-size: large;">Moitos científicos aspiran a crear unha intelixencia artificial máis forte que a intelixencia humana. Se ven xa desde agora comezan por presentarse os primeiros problemas. O primeiro por exemplo e que se está quitando pan a moita xente. Unha persoa no traballo precisa horas de descanso e momentos de vacacións, mentre que unha máquina ten a habilidade de xerar traballo continuo e sen descanso.</span><br />
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<span style="font-size: large;">Dentro desta corrente desconfiada está o cofundador de Microsoft Bill Gates: " Estou no bando dos que sinten preocupación ante unha superintelixencia. Primeiro, as máquinas farán un montón de traballos por nós e non serán tan intelixentes. Pero poucas décadas máis tarde serán unha ameaza."</span>Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-4388397902653300412016-06-09T07:25:00.001-07:002016-06-09T07:25:01.548-07:00Enfermidades raras<span style="font-size: x-large;"><b>Enfermidades raras</b></span><br />
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<span style="font-size: large;">Son aquelas que afectan a unha baixa incidencia na poboación. Según a OMS existen arredor de 7000 enfermidades raras que afectan a un 7 % da poboación. A pesar de producirse nunha cantidade moi baixa de habitantes, en España chegan a haber unhas tres millóns de persoas afectadas. É dicir, realmente non se trata de casos moi extraordinarios, senón que se trata dunha cifra bastante relevante. Sería importante coñecer un pouco acerca delas, se derivan dalgunha enfermidade producida nalgunha xeración anterior ou se no futuro se non as chegamos a frear, exista a posibilidade de xerarse unha epidemia. Ademáis o seu estudo resultaría necesario para tomar conciencia de que a cada un de nós pódenos afectar e non tratalo desde un punto de vista de un dato estatístico.</span><br />
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<span style="font-size: large;">Algunhas delas por exemplo son :</span><br />
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<span style="font-size: large;">-Insensibilidade conxénita á dor: Afecta ao sistema nervioso. Os enfermos ao non sentir os estímulos poden autolesionarse con maior facilidade.</span><br />
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<span style="font-size: large;">-Proxeria: Caracterízase por un envellecemento acelerado e prematuro.</span><br />
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<span style="font-size: large;">-Esclerose lateral amiotrófica: Causa unha pérdida progresiva das neuronas motoras.</span><br />
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<span style="font-size: large;">-Arxiria: Modifica a cor da pel humana hacia un ton gris azulado.</span><br />
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<br />Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-73629286606389519212016-06-09T06:53:00.001-07:002016-06-09T06:53:58.040-07:00Primeiro exoesqueleto infantil <span style="font-size: x-large;"><b>Primeiros exoesqueletos infantís</b></span><div>
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<span style="font-size: large;">Un grupo de científicos españois do CSIC (Consello Superior de Investigacións Científicas) localizado en Madrid, desenvolveu un exoesqueleto para rapaces con atrofia muscular e espiñal. </span></div>
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<span style="font-size: large;">Esta enfemidade en España afecta arredor de dous mil nenos, que se caracteriza por que non poden camiñar.</span></div>
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<span style="font-size: large;">O invento trátase dun dispositivo duns 12 kg feito de aluminio e de titanio, o cal presenta unha serie de longos soportes (orteses) que se adaptan ás pernas e ao tronco e que presenta uns sensores aos que se lle envían unhas sinais motoras que imitan o comportamento dos músculos e aportan a forza que a persoa precisa para manterse en pé e poder camiñar.</span></div>
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<span style="font-size: large;">O fabricamento do dispositivo podería chegar a costar 30 mil euros, e o seu uso terapéutico andaría sobre 800 euros mensuais. </span></div>
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<span style="font-size: large;">Este novo decubrimento español traerá novas ilusións e alegrías para estes rapaces que nunca na súa vida tiveron a capacidade de camiñar. Actualmente xa doce rapaces nos hospitais de Ramón y Cajal de Madrid e Sant Joan de Deu en Barcelona están utilizando este novo exoesqueleto.</span></div>
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" 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Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-48932892746713047312016-06-08T14:00:00.003-07:002016-06-08T14:00:44.227-07:00Visita aos Xacementos de Atapuerca<span style="font-size: x-large;"><b>Visita aos Xacementos de Atapuerca</b></span><br />
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<span style="font-size: large;">Este gran patrimonio da humanidade está situado na serra de Atapuerca na provincia de Burgos. A súa gran importancia foi determinada polo achazgo da especie de homínidos máis antiga de Europa, o </span><i style="font-size: x-large;">Homo antecessor</i><span style="font-size: large;"> e do </span><i style="font-size: x-large;">Homo heidelbergensis, </i><span style="font-size: large;">aínda que tamén se atoparon algúns fósiles de máis especies distintas.</span><br />
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<span style="font-size: large;">Pero cal foi o motivo de que nese lugar se instalaran estas especies?</span><br />
<span style="font-size: large;">O principal foi o da súa localización xeográfica. Ao sur desta serra limita co río Arlanzón, o río Vena ao norte e ao leste co Sistema Ibérico. Situase entre o Ebro e o Doiro. Isto supón que esta zona sexa húmida e polo tanto permite a existencia dunha gran diversidade de flora e fauna. Ademáis o relevo que presenta é cárstico. Entón o que sucedeu foi que nalgunhas zonas a rocha caliza dislveuse pola acción do ácido carbónico que se forma ao reaccionar auga con dióxido de carbono. Polo tanto comezaron formándose cavidades que coa erosión foron aumentando ata formarse galerías. Todos estos factores permitiron que os homínidos puideran instaalarse nesta cadea montañosa posto que dispoñían de alimento, auga, lugares de refuxio nos que vivir (as galerías e as covas) e ferramentas de caza.</span><br />
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<span style="font-size: large;">A visita aos xacementos trátase dun percorrido lineal no que se observaron as excavacións as excavacións nas que os arqueólogos atoparon os restos fósiles. Comeza coa Sima do elefante, na que se atoparon restos pertencentes a un rinoceronte, Continua coa Galería, na que se aatoparon restos de algúns animais como cervos, cabalos ou bisontes. Logo está a Gran Dolina, na que se atoparon restos do <i>Homo antecessor </i>e de ferramentas que empregaban. Ademáis destas hai outras galerías ou cámaras como a sima dos ósos ou a Galería de sílex, pero ás cales non se pode acceder.</span><br />
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<span style="font-size: large;"><br /></span>Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-8114945131969043592016-06-06T16:36:00.001-07:002016-06-06T16:36:24.573-07:00A vida sa está de moda<span style="font-size: x-large;"><b>A VIDA SA ESTÁ DE MODA</b></span><div>
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<span style="font-size: large;">Nestes últimos anos a sociedade ven experimentando un cambio de mentalidade respeto ao seu hábito de vida. A "vida sa" está de moda. Se ben nun principio o acercamento a esta fiolosofía foi debido aos cánones estéticos (o certo é que cada vez máis a xente preocúpase por levar unha alimentación equilibrada), por procurar introducir o deporte nas rutinas diarias.</span></div>
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<span style="font-size: large;">En décadas anteriores a xente acudía a clínicas de estética e salóns de beleza para manterse máis xoven. Hoxe en día a nutrición xoga un papel fundamental. Para cada necesidade estética ou de saúde existen dietas perslnalizdas. Como resposta a toda esta demanda aparecen novos graos universitarios como poden ser a "Tecnoloxía dos alimentos" ou o "nutricionismo e dietéticas". </span></div>
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<img alt="Resultado de imagen de vida sana" 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" /></div>
Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-39470236536091620082016-06-06T15:21:00.002-07:002016-06-06T15:21:28.424-07:00PREMIO NOBEL DE MEDICINA E FISIOLOXÍA<span style="font-size: x-large;"><span style="font-family: "times" , "times new roman" , serif;"><b>PREMIO NOBEL </b></span><b style="font-family: Times, 'Times New Roman', serif;">DE MEDICINA</b></span><br />
<span style="font-size: x-large;"><b style="font-family: Times, 'Times New Roman', serif;"><br /></b></span>
<span style="font-size: x-large;"><b style="font-family: Times, 'Times New Roman', serif;"><img alt="Resultado de imagen de premio nobel de medicina y fisiología" 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" 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<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: large;">É entregado cada ano polo Instituto Karolinska de Suecia a científicos e médicos que destacan polas súas aportacións no campo da Fisioloxía ou da Medicina. É a condecoración de máis alto nivel internacional. </span></span><span style="font-family: times, 'times new roman', serif; font-size: large;">É un dos cinco premios Nobel establecidos no testamento de Alfred Nobel en 1895. </span><span style="font-family: times, 'times new roman', serif; font-size: large;"> </span><br />
<span style="font-family: times, 'times new roman', serif; font-size: large;">Recíbeno aquelas persoas que lograron descubrimentos transcedentais ou a contribución máis significativa ademais dos campos da fisioloxía e da medicina, da física, da química, da literatura, da economía ou da paz.</span></div>
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<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: large;">Os galardóns en física e química son entregados na Academia de Ciencias sueca; o de literatura, pola Academia Sueca de Bellas Artes; e o da paz, por unha comisión de cinco membros elexidos polo Parlamento noruego.</span></span><br />
<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: large;">Para presentarse á combocatoria dos premios, cada ano o Comité Nobel de Fisioloxía e Medicina envía unha invitación a aquelas persoas que presentan un alto expediente no seu traballo relacionado a este campo. </span></span><br />
<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: large;">O valor do premio é de 10 millón de coroas suecas, que son aproximadamente 970 mil euros.</span></span><br />
<span style="font-family: times, 'times new roman', serif; font-size: large;">Os gañadores do último premio foron William C. Cambell, Satoshi Omura e Youyou Tu polas súas contribucións en avances contra infeccións parasitarias.</span><br />
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Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-19487692092386253242016-03-08T11:15:00.002-08:002016-03-08T11:15:41.046-08:00Contribuír a coidar o medio ambiente<span style="font-size: large;">Coidar o medio ambiente é unha faceta das nosas vidas que deberiamos cumprir e que se nos está indo das mans. Ao facer calquer actividade diaria que para nós é indispensable estamos producindo un dano irremediable que pode cambiar o mundo. Tanto se utilizamos habitualmente os coches, como se tiramos lixo ao chan, se construimos calquer tipo de obra, se vertemos fluidos tóxicos ou basura ao mar, etc. </span><div>
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<span style="font-size: large;">Básicamente é moi importante coidalo porque é o conxunto de todas as cousas vivas que nos rodean e del obtemos a materia prima que empregamos para vivir. A contaminación estanos levando ao periogso quecemento global e así como depende de nós empeoralo, tamén está nas nosas mans melloralo e sen facer grandes esforzos.</span></div>
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<span style="font-size: large;">Por exemplo, usar máis o transporte público ou bicicleta, reciclar o lixo, aforrar auga mentres lavamos os dentes ou nos duchamos, evitar non tirar porquería ao chan.... en fin, un montón de areas que poden facer unha montaña.</span></div>
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<img alt="Resultado de imagen de medio ambiente" height="266" 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Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-1816129544956813072016-03-07T22:28:00.001-08:002016-03-07T22:28:56.239-08:00Existe realmente a hipnose? <span style="font-size: large;">A hipnose tal e como a coñecemos a través do mundo da televisión, na que unha persoa é capaz de que alguén realice algo en contra da súa vontade, non é certo. A hipnose non se trata dun truco de maxia. Os científicos considérana como un fenómeno psicolóxico que se estuda dentro dos laboratorios. Esta é unha técnica que pode aumentar a efectividade das terapias. Soamente os profesionais poden empregar esta técnica. Esta axuda á recuperación emocional do individuo que padece certa enfermidade. Polo que si se poderán curar medos e fobias. </span><br />
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<span style="font-size: large;">Mentres unha persoa está hipnotizada si pode lembrar cousas pasadas, incluso con maior facilidade. Non é certo que un se volva tolo nel, nin moito menos. Todo o contrario, é un tratamento complétamente bo para mellorar a propia psicoloxía.</span><br />
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<img alt="Resultado de imagen de la hipnotizacion es real" 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" />Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-45647518451967797822016-03-07T21:59:00.004-08:002016-03-07T21:59:51.025-08:00Un equipo galego crea un fármaco contra o cancro resistente<span style="font-size: large;">Sen ir máis aló e centrándonos en no ámbito da medicina, sería moi importante saber que a biomedicina galega adquiriu unha gran importancia. Un equipo da Universidade de Saniago foi seleccionado pola multinacional GlaxoSmithKline ( GSK ) para o desenolvemento dun fármaco para os tumores resistentes aos tratamentos. É coordinada por Anxo Carracedo e Mabel Loza. Colaboran 21 países nesta investigación. Ademais participará co Centro Nacional de Biotecnoloxía ( CSID ) dirixido por Isabel Mérida. En principio, probaránse para os cancros correctal, de ovario e de pulmón. O mecanismo baséase na inmuno terapia, para que sexa o propio sistema inmune o que ataque ás células canceríxenas. Tamén se probarán para a propagación do cancro.</span><br />
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<span style="font-size: large;">A única desvantaxe que se presenta a todo isto, é que a GSK non financiará a investigación do equipo galego, polo que este necesita máis de 100 000 euros.</span><br />
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<img height="240" src="http://media2.prevencionar.com/uploads/2014/04/gsk_empresa_saludable.jpg" width="320" /> <img height="179" src="http://www.lavozdegalicia.es/sc/x/default/2016/03/04/00121457125141103303828/Foto/S16M5035.jpg" width="320" /><br />
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<span style="font-size: large;"><br /></span>Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-73250459253150746342016-03-07T15:09:00.001-08:002016-03-07T15:09:02.448-08:00O alzheimer<span style="font-size: large;">O alzheimer é unha enfermidade cerebral bastante común nas persoas ao chegar á vellez. As causas da enfermidade descoñécense, aínda que solen asociala a aparición de placas seniles e ovillos neurofibrilares. Esta provoca problemas relacionados coa memoria, intervén no comportamento e ademais dificulta as facultades intelectuais. É moi tráxico pensar que non podemos lebrar os nosos bos momentos experimentados ao longo da nosa vida ou non saber o que facemos de tal xeito como se non estiveramos no mundo. </span><div>
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<span style="font-size: large;">Hoxe en día estímase que 5,4 millones de persoas en EEUU padecen a enfermidade. Para ao ano 2050 pénsase que pode alcanzar os 16 millóns de habitantes.</span></div>
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<span style="font-size: large;">Esta enfermidade empeora a medida que pasa o tempo e non pode ser curada aínda que si pode ser tratada. Por iso se alguén vivise con algún/algunha padecente desta enfermidade, debería ter paciencia e pensar que si algún día nós chegásemos a ocupar ese lugar nos gustaría que alguén nos botase unha man.</span></div>
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Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-22059361590633383652016-03-07T12:29:00.000-08:002016-03-07T12:29:31.985-08:00Científicos importantes españois actuais<span style="font-size: large;">Á hora de falar de científicos importantes, o primeiro no que pensamos son nos grandes da historia que interviron nos avances relacionados a este campo: Isaac Newton, Alberet Einsten, Charles Darwin, Marie Curie, Gregor Mendel... e moitos máis. Estes todos son os que aprendemos no instituto. Actualmente na sociedade avanzada na que vivmos, probablemente un terzo da poboación ou máis se dedique a estudar ciencia e faga alugnha aportación importante. Evidentemente, resultaría imposible estudalos todos na escola, pero aínda así coñecemos a algúns moi famosos de diferentes países. Pero se profundizamos un pouco, realmente coñecemos ós científicos máis importantes do noso país? Sería moi interesante saber polo menos algún e mostrar unha parte de admiración a semexantes xenios que contribúen a mellorar a sociedade.</span><br />
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<span style="font-size: large;">Algúns dos investigadores máis relevantes son:</span><br />
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<span style="font-size: large;">-Joan Massagué: É un dos máis importantes dentro do área da bioloxía molecular e un dos máis prestixiosos a nivel mundial na orixe da propagación do cancro.</span><br />
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<img alt="Resultado de imagen de joan massagué" height="200" 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" 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<span style="font-size: large;">-Luis Oro: É catedrático da Universidade de Zaragoza e un dos mellores químicos do mundo.</span><br />
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<span style="font-size: large;"><img alt="Resultado de imagen de luis oro" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxITEhMSExIWFhUXFxgaGRcYGB0dGhcXFRUXGBoYGBgZHSggGB0lGxUXITEhJSktLi4uFx8zODMtNygtLisBCgoKDg0OGxAQGisdHyYrLS0rLS0uKy0rLS0tLS0tLS0tLSstKy0rLTctLS0tKy0tLS0tLSstLS03ODc3LS0tK//AABEIAJYAoAMBIgACEQEDEQH/xAAcAAACAgMBAQAAAAAAAAAAAAAFBgMEAQIHAAj/xABDEAABAwIEAwQGBwUGBwAAAAABAgMRACEEBRIxQVFhBiJxgRMykaGx0RQjQpKywfAHM2Jy4SRSY3OC8RU0Q6LC0uL/xAAZAQADAQEBAAAAAAAAAAAAAAABAgMEAAX/xAAlEQACAgICAQQCAwAAAAAAAAAAAQIRAyESMUEEEyJRMqFhcYH/2gAMAwEAAhEDEQA/ACWOT9U4oC408PG9LycSumfEt/UP+CfxUttg1HH9Fp9hHI3JeQNIud46U3uMUqZD++QeR/KnLE4hIBI25mwoT7BHoFut1UcTFVMx7SMpJAWFHkjvfC1AsVnryrNtBI5rMn7o+dJTFbQxKVQ/F5uy36yxPIXPupdcQ64PrHVEchYewV5rApGwruIORff7SqNmmvNRj3CtMC488o+lcOkD1U2G/vqMYZVoFEstw5STPKjS8HIjVhU+mbASPZ41eZylpovKDYJCwBPVM1FH17Q/W9OOBw4UMVaYUPwgeVBnIWGFly0RHCbVfw2DmQDBipMSwGpKhckQBuK0axIBkXplEVseMoyVoISYJkeVGENJTsAKScD2icQNIgjrVlztC8QYgGDsLzw3qsfoDY4TUbj6U+soDxNKCsXiHQoArIIIsDUaMlxKrGYiO8eHCmtHWxqczVkX1g+F6qOZ+gbJUfYKUQ73SJ5geX+1SqJ0jhb8qlKTGVAE5gShaCkQsATe0GaHpw450cXkxDa3CSAkA3TEyY50KSoHhRSfgaT+zfApKVpi1wJ6G1WsnOCLixjfSOqsUaipSQJUD3QYm3KoWUd5PiKoFuXRt6p/EaLbTFHHOXMtW2lKE+qFaQElIBI3sPjSe9l097h0qwUwY486tJSQK5i2D28vngTQ93NGUEp4jeOHnUufPqIDQJ7w+NewmStQEn21Gcki0IORphs4bUYgjzolhXQSQOH51XX2ea50Vw2SFtv0oMpBAUOIT/e6xU+eyjw0rKCf+Yb/AFxFMTba3EvBJj6wTfho+dL+mMQkch8CKaeziFqD2hAV37gza1tqr20Z30DP+Eqm6thwFT4fL2+KiaJ4zBOhaiYTCUyBtfVzqDCt3k1RRZO0EMuwmHTuifGr2QuJ9EkhsE3kx1MVnL28PIkwo8zFVspxDDaFgrWQeJmDvZPhx8RTKGznKkE38SUg94JPCVCxNh3RveheOx891a3JSNkA96YvaIMjarwOEQQbSQDxmDceFFGsQCAQDVHGuiUJN/lX+M5Woju6QAFA6pT3gbRxt/WjUp0xrvHMV7GYkHVtF6lSsaRI4VnlJtmiKVGcZilOMPgx6o2/mpcy3K33hLaCoCxIiNutMKEy09/lj8QpUZeUkkBSgNWwJ51dIMmHh2exKBrWEiLkahNugoNgz9ZHQ/iNboX3gZPrc60wf70+B/EanO7VgsLKjkPYK8tsRsKzFZUmQb0aEFTOIGITA4CPZWxx6UCdKlARJAJA8xVfFoWh5WuSBsTyMwPKon8C0vvmIHEqNp5AWrLOnI3Y00gq3m7enXBjwo1lWcIdQQkKEggSLGxt0NqF5fgUKbU1HdPDjYcudZyHBNsGyUwqSlSTudoIi3UVGVIsk6NW1S8g/wAA9+mpXMycb0hHF0k34AgDx3rDipxAkR3dvNNZSnVCrWJ4TcWtfpVZyfFUZsUE8jTGpMLgj7QBHyv1qZ5aWkiYBJ251VfR9HbgmVJub8VTIHhQhvHazKjPHzrfFpIwyXyoOsL1KB33I9n9au5dgkraT3wkJE7cyaUhjSlQIIEWM7RRrA4psNKSXIKkjYgX1EwfbSRkr2wyi0tKws6w2i3phbhpPCqruOCYldiSJNrwTz5CqzyQXUKULW7sQDJqvm+BQDpGwPG+wj4U64PbYjck6SBuuZAv636FbnGgp7t4HA32moVWSQJHLrwq042AmQB7KyNx3o1JSoIsqHo3f8v/AMhSgE99X8x+NOLIht2R/wBP4KFKSI1Hx/OtseyciRr1hI+1UOFKvSqgTb3lS6njvDxrbL2xqKibfIr/APYVLIto5dFkvOf3fh86keexGn90qIt3AbVutIMQoe2mBopKEjUJCFcRbumuS/kFHP8AMkrWnUUKEfwH47Cgr7kRAKgL6RxJ2pzzjGtthtgqHpXiEBM3CVesojgABSGsllwpWDIO3GoZIUzTinaPYN2HLB3Sfs6VSLzvTNkrwUlcApEyAd0kgg7+2gTGKa1TCp8aOYZxKEhxfdDjmhM7SElXyFRlHk6NDnxiTqdJfk76OHimpsGsokEgjVI7u3je9Bc3zAsuagkK+rUd42KOnWmrs/lP0prX6QIOojSROwF5kc+VWcL0jGnuyJzFBW6Ufc+RqNJSOCfYfnVzNclLP29V4MJNvE7VAMuVpKtaCAJMHboRTVJCtI0CW/7qfYfnU7WLSm4Sn7p+dVRhlxOkxeDBgxvwqutKtJVpOmCZ6AxPvpf7G4sLuZxMatNv4T86hdzRBIUSmRtZXzof/wAOeUJS2SOkHe441XcwLwN2nPumiCgqca1sfR/dV86m+ntkRLf3VfOlqd+m/SshwcxQ4oNjyMSotPJKiQGzueopRZEnzpkCXND3q/uzwPSwoOGilRSU3HStvkmyKL+dCMPmKkvaFLSG9apJiwlXH50T7Q5qMMwp0i+yQeKjt+ZrkuNzJbqipSpkk9LngKnkVs6Lo6LmXazCtyErLh/hFvaaUsf2vxCzCD6NPT1j4q+QFLalVlCptQUEdbC+S4lRxTKiolRcTckk3Mbm9dWzHI28WkA9x1Ox4iOBGyhXHsvXpdbPJaD7FCu8Z4IbWUj6wghMb6jIHxJ8qLSaEtpiDlmVoTiQ244mJI1iSmdgkmITPMmKIftNV6NGFZSISlS1HxjSB+I0MwWDUtPowIWbWPKxmrP7VcQFKw8WsoxxBtv7am8SiyvuOSFP6eoWJ1CIvexifhTz2a7WMJacbcSUrVJSrcA2ja42rmzy7TyrDD9NxBZ2513W2NCwtu1wdzqV3pHExRDCqcDBC9MakwqIKxpsfK4Pwri2V544yToXAMSOBjmP0a67hM1TicCypB0yFTH2VWBF+UUyFbovYhcNJH+Gs++h/wBLAYaQIILYBBE2i8XPP3VQxmXPBA/ti0hSDAISdhMCRyHvoflzjxKUqCjCEkK7oBSuLCR9niKSQ0QjlOY6WdICSZi83AN9uQ+NSv4sKUojkNp5Gbz4UHy+8X+2sW8qtpb0hYna3lw/P2VOHSHyr5sDqxSwlaG0SSTrv9nYAdBf21Di8NLQQjvWMK6uRA1eAAqNx1SSop62JP5fq1UcC84nhAABSNViZ6+FSemVTuKVHRkYdZCjr9UEm526c6hLhmJJNvf/AL1bZSnS4QNQLaoIBte08q0ydCStSlAjSkESOcDf21rUk1yjtGdpp0znX7XXwHMOyCZShSlibalkBPuSfbXPNVG+2maDE4x51Pq6tKP5EWB89/OgY3ox6OZITUqE1AamZNo5UQEzR7w8R8a+gsfjUoZU8RcJMeP6ivnkn9frwrtXaJU4XVO6UW5lUURGB+y+LCXNaupUeh/qaFftPe1YpA5IPvP/AM1vl7gAKdhuo844frjQLtRjPSPJV/hIB6GDRmkgQbA6vCoUnvWrdxUCq7VqQoedXeui/s0x39mxCTB0LCgDt30fCUVzZ1XeP64U5/s0fSn6WFqgKaRHjLnzrujmrHxGY+lTGpBhszpMx3QTYEkXkVnBqnSTPqJHj+o99c8Q+r0oBj1hBAgxq99FOy+MIeeKlEpAVAJt63AHajPG+wRn4GDAKAQqVQfSqg9bRU2KfASVHugC5O0c56fCh+XpKxpBAhRUSeA2kda9jWkIUgXWpQubRG1+exrPFNovkdTdlDExG8Azc7dfjUGGQ4oKlBASQAeCkie8Om3mahxmFBKFBShCtRAUYM877WqVVynmCnf+U7zwqTrkg+BxwWbttrJCjBBEXgSb6R5VK32gbSot6iApJ7rgIBmfVJ2P6ilrLH0tLDik6gSEi4sTfVB5R76qZpnCEsKYU1rVC1JXJhEkwRxHhWX0kJJq5a3obLJeEc0c/IVHNxW7hvUSzXrIzk4rZBgzWteogJya6/nSycAyeYbH/ZNceZVYez2V0vE44rwOETNgm/8ApEfnTRvwJKvINYUADPqjfmTyHWlrMnCXVm28QNoAAgeyjy1/dG3WlbFvzqVxJJHmaM2qpAgm3yZG4qTHKsIqNhUCt9W5qZUqNq49Zpu7ENA+nBUE/VyCTxG3xpQw4k0zZAn97eBABPTr7KWXQUS4ZcuI8R8RR7shgPSOugKFwbETMKmOh40FwjAC0kLEAgwbHflRrs3iQ0t3UqDAKSL3kkfGPOmyT+LQMcLkg9kWXvkB1CEFJB9YiFX2PIzXs31embLjRSQ24BaRJKLggxwP3qIdnM4S20hChMTPQG4jnVTN84bdUVIKoKdISpNhC5UU2kbCsmOTRfNBuTFzEmw/XCr2U4VLizqIEFMTqjbjoST5WoPj3yT6NHrhIMqHdvMeNgaFYdxzSFrdVDi0pBFiBq0z03HsoOFuwJ6oI4HNcMt360LCEi5i5MQIjwq3mmZ5eWnENtrK1JIClTYkWN1UCyIMekH0j1L7yJMW9XfjTHicZluhaWm0lRSQCETBjeTetKwRjpIi5vyzmhNQuGplioUiVCnOLCjWU1qqtjRAZZN45/GnTC4kqwzAIhKQrxJnakcimvLnwWGZF+/5nUKMVbFlpE+IXpBUeRgeVjSqTI8KZceruK4qIM9KXIozfhdAgvL7I26ys2Pga1Biaw4bHwpChjBDjTv2YydK8Ot5wwgFZtuQlIG/Ab0lYcQKfc0xAw2DwrbarutqKgDIsRsOfeIqWRlIK2DckfafeQlLa0zJjUNhwB3PjT05kjPo1FKAlZTaAd/nteudYLMGsN6J5sQtOoLBBhV5A9lrcq62vESzqA9ZIIB6wfgalJ2rKKLixfwyxbShKwlN07KNuNDFuDQl0AyrUfRhBlI4DULbRE1I+cQoelKm4Ke8UcSDYAGSIEXFzNCM8wjyGghDitFiAk8jaTJJmeB5eNLGKDPJ8dohaxLSnXNwSEbo3EEEC9hz8K2QtJLLQblKATIiLGxVBk7e+h2UuKWt1QB1Ib0gXkQhVqi7MYRZSVBRTCesR1G+4p2lsnF6RP2ZdC8Q2XSCJM6oiyVR0p+xmJYDTiU6Z0KjSn+E8hSLgFNJUkhvQEKBJUq8EEUxPYxBQoApuk/a6cL1pcrI8dHOFskoUobJifOq+HTufKjfZ497TAPea7p2PeNj41BneHbbfcQ2ClINkncE3I8qMuwRegeBWVVkVrXBPCjWSuEjSNwbef8AtQUUYyAHvx0k9KMe9iyutBR9HdUkHgdSvLYdKWpps0CJNkj2k8v1tSmoQabJfYuOlojWKyBII6VhRqRkXFSZVB3shlSVqC3bIQRY/aVO09KbM4zBCnEpcQkhJIOpM8oKfZwqBhlkYVspfBUpsS0ADpUN5IunzrTLgSL3jab/AB2rFlk7NeJIMNZbgdGv6M3qAmCibxPEx59Kp5n2qQULYaWGnR3UrWO5be+wtz2qi92oaEsBshYJTrUoRKZmPGTakrEvBSjaFSoyZBO2/ICPfVFbevo6MUocpbdh/E4vFITDqV6eC0EKQevdtQVzEk7rJBHrBXxB28qJZCkJXKMQYH2YMKGkX07bk7jhRHEZe2pRWVCSZkNifPh7qR54wlxZoj6GWWPKH31f7F5jNHW1qWhWoqiSUgq7oI34CCRTVkT5deQopgKSCUiLXPy41UVlzNhqJ/0n8iKI5VhUIWCSoJAiQlQA4XI2/rSPKpdIaXpJ44fJiNixpSJJIi0GPbXsAnUnUu4BtG/trNerceWW8C8A8iJnUjf+YVVz17ViXj/Gr3GPyr1eooBRrWvV6mAZo/2daGlRO2/kK9XqfH+Qk+gi89I1RYbDlS1jBCleM1mvV03bZ0OkVDUjRuKzXqkyiOq9n8CTlqSNMnVJ8Fn5VUy9m+kb7VivV52btm3EMrXYTBEhamtSz3iStcat5AmN6Ts87MJWtQSrSoEkiJSSre/rVmvUynJNBjBNSsCZQ2G1raUO/IuNoE878aaU5XAuZn3V6vUsccZ+ofLejV704eljxdbZFi8sATIO3UgwOoqbs76VwqLYQUDcLlP4ZB91Zr1avbjHpHnzzTlpts//2Q==" /></span><br />
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<span style="font-size: large;">-Manuel Aguilar: É director do departamento de Investigación Básica do Centro de Investigacións Enerxéticas, Medioambientais e Tecnolóxicas.</span><br />
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<span style="font-size: large;"><img height="161" src="http://www.technologyreview.com/sites/default/files/legacy/tr_aguilar_cms.jpg" width="200" /></span><br />
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<span style="font-size: large;">-Francisco Sánchez Madrid: Inmunólgo da Universidade Autónoma de Madrid.</span><br />
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<span style="font-size: large;"><img alt="Resultado de imagen de francisco sanchez madrid" src="data:image/jpeg;base64,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" /></span><br />
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<span style="font-size: large;">-Magarita Salas: É unha das investigadoras españolas con maior recoñecemeto no camapo da bioquímica e na bioloxía molecular.</span><br />
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<img alt="Resultado de imagen de margarita salas" 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" /><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">-Carlos Duarte: investigador do Instituto Mediterráneo dos Estudos Avanzados.</span><br />
<span style="font-size: large;"><br /></span>
<img alt="Resultado de imagen de carlos duarte investigador" src="data:image/jpeg;base64,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" /><br />
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<span style="font-size: large;">-María Blasco: Científica especializada no proceso de envellecemento das células.</span><br />
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<img alt="Resultado de imagen de maria blasco" 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" /><br />
<br />
<span style="font-size: large;">-Juan Bisquert: Catedrático de Física Aplicada da Universitat Jaume I de Castellón. É un dos 3000 investigadores contemporáneos máis influíntes do mundo. Levou o Premio Príncipe de Asturias de Investigación Científica e Técnica e Doctor Honoris Causa da Jaume I.</span><br />
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<img alt="Resultado de imagen de juan bisquert" src="data:image/jpeg;base64,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" 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<br />Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-71105758933972834302016-03-07T02:03:00.003-08:002016-03-07T02:06:28.720-08:00A bomba de insulina<span style="font-size: large;">Como todo o mundo sabe, a diabetes é unha enfermidade crónica que consiste en que o páncreas non funciona adecuadamente, e polo tanto ou ben non segrega a cantidade axeitada de insulina, ou non ten a capacidade de empregala con eficacia. </span><br />
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<span style="font-size: large;">En España un 13,8 por cento da poboación ten que vivir en torno ao control desta enfermidade inxectándose diariamente insulina e comendo en base a unha dieta especial.</span></div>
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<span style="font-size: large;">Afortunadamente, nesta sociedade avanzada na que vivimos, logrouse crear un pequeno dispositivo parecido a un móbil que administra insulina as 24h do día de forma continuada: A bomba de insulina. Consta de dúas partes o infusor da insulina e o cateter de conexión.</span></div>
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<span style="font-size: large;">-O infusor de insulina é unha microcomputadora programada para infundir a insulina.</span></div>
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<span style="font-size: large;">-O cateter de conexión é un fino tubo de plástico que conecta a bomba co tecido subcutáneo.</span></div>
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<span style="font-size: large;">O funcionameto deste semexante aparato é imitar o funcionamento do páncreas. Suministra a cantidade continua de insulina que está programada previamente polo equipo diabeteolóxico, o/a paciente e/ou a familia, baseándose nos seus controis de glucemia.</span><br />
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<span style="font-size: large;"><img alt="Resultado de imagen de bomba de insulina" 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TaR6Oq6tOrxjq9K6CM5wUxpx38qkd2TsB31U3PSK0RtBuY2Y8lQmRjjyQGqUXL9qsTlH/kStIAAAAA2AGAAPIDkKFhVbZ9IoJWCfSxM3uCeF4es5+4XGG5cs5q0Knw/OonpyTqSo209WL/ayj6S9mNZgN7eaG42OOyjgyZPhoL/CvQkYEZHl/tXlfTTjEPs81qrCaeZGjjii7b62BALBfdAOOdaL/DKWX2Z4p10vDJ1enVq0jQrY1d/MnyzXbtFLg7RxbvjzVG1pjT0q6TmGzSoaWaodHkX+MN31l7ZWzEdWssZYHvaWRRj4In/d51oLnhoZjKrGKUYAkTGcbgK6nsuvdg/DBrF9Nj7RxmFCMEXoA25pDHFnH3g1egGLGrHPsbfe3rKdPDLhjJHTiEkOfaIwVGPpoQzJ9+P3o9/UedWtneRyrqikVwOZVgceRA3HxriQVD+OfwH/AMV0bhcUp1sul9W0iEo42zjK4zz7/lWMtvB9YNP1El2SwaYmq8Wdwu8dwJBkdmZBnvz9KmMcu9Wpv/EnQfTW8ij96P6dMZIBBXDcx3qKylt5pWsmsdeLJ7UBrjb30cuerdWI7s4YHbYqdxzrsa5na7OmMk+hUa0FOKQ5HQUWaAUqawRQ7Hux/auM6FiFz2O8eJ8CeQFdgaRNVyOfV0VNOLX+/MjyDrMKvujIJ/0j+9O4ziNeQ5nuC+HrRSAgBU2Hj+76eJpk7HYTnzxzxnmxNVaZwS03F+vv3+Xsvvn8me6acRZTBZwHE1w+jI5pGMBmYDko3JOO7HjVhwfo/bWiCGCIKBu8jAGRm55dmydzvis/0lHs/E7G5chYurkhLk/8xzgZ+LD5HwraMunbGT/XAyfOuqc2tPAKHKTUvq/p7L7Dtu2Pj8aTNk57h3+fI1V9KL57a1eSIxqwaMa5PcTWwUu4HcMj5+RrPWNzcOpZLu5muUC6oxHCbNte64YaR1bA5Da9Q9QRUae1lNXE2lqx03RstW+fgKYNzP68d6qeDcfjml9mkAhuVC64GYbjAOYn5SL5jfxFZWC7v50B1yl/+Ik6tJIoojDBIY2UyIutZQSjDdgRnI8CG0nJtYRq9zGCT7N/NcJGMyOsYOwLsqAk92WI3qCOkEBwI2eYk7dTHJJt45VcY86y3R+wYTFppYYw7xrrKiVwz26yh1luCcBxlSunGRtitXNJZAYkuJrnGxRS7Jt4xxAJ+FdH6KMO239DCW8lLpUZjpSntE0MkqtFHCsuqJjFI7OSul2swzGRNIOR7wBBGMVY8FuLmQGOFoYNJIUWtshygSNlkE0vZjDiQbMpxyqc3SSCHs29qqkYwGKIdLZGdKa5QTvjsb1C6E9fFcESxGGNtMSasgy4Q4Ko4DggLGCcY+j867VHjDqjnlJyfZY3vQv2pcXYeYEhwJrmbKvjH7ODRGvqOXnyrLS8Dke6ksbq4uTHHEJYk1Y+jyVIaZcGQA8mOTjAOK9hWsd03QJdWUxIXW0lrkjJJlQugH3osferD4jlgtJoqOGcLhtz1dvEsfa5jdyR+85yzHfvqy6F3P8AxV/EzbhoWC7AgFCM48NgM0GkjONjrHwycY+eKrOBsIeMkZGLq2bnz1Qvtj4Mf8tZuTcqZv4PSQaRoBT1dE0Km76WKXf+v14UymeNdH4ln4hcTSjLxa2jzyBmmlUnPcQsYA9a3pU6m8Ozv6Hwrznh1rdWvFL5ERpotW67dpcmQBGzhZF67IB2O42rd8K4pDcEiOQFwDqjbKyrg+6yHBGPHv7qznGwTwTgpOv1Pn3nHwqTbjzz2v8AR/tXMc2H6xg130c/Jv8ASKEZyYZ5/ez8gdqbTjA9P5zvRDnnb3jz9aHHL4c/+pzooRmeL8ON1chOuaIxQh+yqkOZJCuJQRkrhRtkVUXcl3ZezhrhJVlkEK6AyvqJ3+icspVRvkEcq03C0zPcyEfWghHieqVtX/c34VRcWzJxPh0IPZjSe4dT46SikefaHyoecPoqLcei+kN0jFTHFMPFHMbcyNo3DA+uoelC3GEQDrlkgyM/SIQo8usGV/GrVW7WfP8AsaJZMBN+7l881lLQ034o2jrzXkjQTq4yrBh4g5/Kj1VHn4NA5yYlDHPaTMbc1OcpjfzrkeHup+juXxjZJVWVfeIGCArKPiTWL2vtI1W590Tc0qgFrlQcxRyd30TlTseeiQf6q5txVEz1qTRHOMvG2nGM51pqVR9oispaM14/ybR1oPyWgrmez7oJY/rc1xtryOQZjkRxturA8+VFc3SRrqkdUXxYgD8fSoUX7CnCMskTjXCYrqB4bgZV8YIHaVgMKY/Aj+9ZiGfifDsRmD2+3GFSRXxOo7gwOT+BG3MVaTdLIdWiJZJmx2QFZFxy2JBbGfrBSPPeuxXiM2/Ytk235vjljmSD5iu3ShqpepKvng87U4ReGZrivHkv5Ut+ruYmUFwrRbdaCFV3HeiNp7sZcnuqx4DpWVwEXq547e9KYGgv1hiuFCnYKGYPj8N6tj0V1LqkuJml7JVwxABB1doc2UkDI2z4A4qnsLWUzCacxK6XEliVVj1YW5VpesAPLU0keFPIDG5r0oy0/h8I4X3OV8rybHpX0Nt7+PD9iVR9HKmA6c8AHvHlWKi6OzxNpkhihkRWQTRXE0Uc8bDtMLeNSWc7agCCSBzr0ywuDLbqykBmj2yMAMQQCR3DI5VVcA4ZDLBFLIruzKGbrWZjrPvZU9kbnlis4akoqrNGm6pGOtODW0Z0611ALpEEKmTRyIxKzynA25Agcqki3gZ3RoJCqFFkaYtKFSXIjcRu64Unn2Dj8a9GhjjiXSoRFHIABQPQbCsVx+8iNzKI/pOvs3icxqXZXVj1esqCF1dYcE4GxNNazn7kyjXbOt1cxW7NFEk0pTTrEPVwjUF1BFVdPWSaRnSOQ58973hDWjxJcxBArZYOw7Sk7MMvupzsR41luIcRW0l67261hLhWmglDSsJSiqTGImDb6R3H3fOrW1uYJbSTqW1GJ+ucSJJEQ+rrySjrlVIJI2qZrFZHH3LlukMONSapBjOpEdkwDg/SAadvWqr/ABDTXZNMpGYHiuVYgHHVSLJkeoGPnUt7ueZcJCoR1948ijDBIyQQfIrvUm2iE1p1fc0bR7gcwpTfHmKhqi1KyinZWGocmZWH8Wp9ifhVLeW2q8sJVA1R3LAbHtJLE/WDPdpCk0PCOMJ7NBEB11wiiOSOIA4aKQodbN2Yxt3nfO2a53EcsNxbX08g0xSYkiT9lEkwMQYE4LsGZcsQPIUuPqs1TPTxSplpGgtD0xbH67qVZn/EKVhYyBXZC7RR9k4ZhJKqMgbmuoEjPdTEyj4ERJ1txjHtFzLIMEEFBJ1UbZHisZPyqwueGxTqvXRpIcHBI7Q7eOy3vD51Bg6y1Ko0ZlgTAR4lHWIqscCSEYB2+smc94WrLhPE4ZAoWVSeWgkK+S+40MA2fnUOyeQI4bNFn2a4Yjb6K4zMnLOFk/aJ4DdqGLjyxqBdRm3bIGs4aBvszDYffC1bRNsfHs/MgDv5UY/Zgcx2PTGo9x50iKCJ5MuGB3BB2OSeR5Glb81zz3znwBzWb6RcIS3gmubRmtpVj1jq20xNIWIXVCwZNydyACfGnvuIXFtDK7TJPLbwyPInVaInKIGcI4JZSARzyDvTQyfwLtRA98kkjk+ZmZQf8qrVL0fTreKcQmOCIVitVwc81Lvjw54+FX3R2PEFuP8A7cDfFyHP834VQf4d6M8Qw6a3v7kldalsLIQp05zjwoaA1qcx4av9IrmG2XyxkfOuiRnJO+CWP4c/woZFOCf4gPwpALGSvp+GkGnzv8P9ZouRGPADHqnfQxjYDzJ/H/elgdiI2P2j+dcb65MUckgUvoR30g41aV5ZJ25VI8v48flSTl4/13P+1NUFmNksLq/LHXaQRByvWRRlpy0YGSsjDseXZ5Y33rtecAsrVVluZdR7nnlxlsNyz2jnvGojyqX0M7JaHPZHwJeIvbu32dMcNVXBNMnXcVuFikkaY28HWsBDAiN1ZycEJ2gxJxnHrWtyrGBd9musGjKFrfR1ZLbxaSpPPOUP96e5dU/auiDu1uq5Oee+KyXSLgrXfsslvO9k0yyNN1ZYdYkajtaRgEjIwSBkOPCh4X/hhZIRLOZbtxg/SudOTvkoCM/EkeVZO28sZsmbVpOdidj47/ljFZvicPavFRVy8MN0uf8A6tq+PnhYxnyrRsMaAoCgADYYGAcADwwMVU3PZubOTTqUyS2z74AWYHGfHtINqvTfqMpIt7LiawwTSuW0I7SZ94ssiiUaQO7tlQPEVRxG9fUtvbzxRmRmUSSxR6SxLE5UOShJ2Hdk0HALYyWj2pwH9nlgGCc67aV4g2ru5xH51VX3H7uS2t3tbd9ESI0pkZkVyV/ZLoOpmGcsfdGCN98bxi7dURbLKXo/MQfarq3gBGQFUzSLvvpkuSVwfJBVmvRC0bsyzSz7B9DzZUrjGRDHhNPotUqWd2JjKHtbJHxH1J0zK0ONbTR4K6pCxx6HNWfAuGSq1pOGM5+kikkZFjYQ6exkDGpA0ew5/SUSlLzKvoCr2OtnxGwto29lt1RlZI9Bj6g5kBKFnkAwhwdz37d9cuD36PfHYKl5bBurY5OuBmSQZGQV0ttg4OM99FdcFuLhrnrxFEsrKFcuJOxDIDCpj0gYbcsCc9oAVFMKW09qouI3l9oOuNdIwJYyhVIgSY41xqx4kmkuLTzb/I2nZb23tToEV2wA0ZkIWJtaMUyAQxAOOePCrHgbMhkhcYKMGzqLFw4DM5zg++XHIDalJYhCSbho0L6iupFGSO0NRGcHyIqmk6UcKsy2LiMvgAhXaaVgCcLnLMdycDPeazzLpX9ikiBwcdXd3trthLhbhFHIJcJn56w/zqTxayEtvcRHfXC6AY72Bxn47/CoXDr72viDXUMEqQez9UzyxmMyyhtUekHchVLbnxq/UDDbeW+TzIG3x/KpqnTLs6dCb9rjh9rK5JZoYw5PMyKArn/MDV3isb0GvUgjXh0x6ueIuIw2F6+PUWWSI57W3Mcwc5FbIUzSLHFZHp5EksllbyDUjzSSOpzhhFBJgHB/fdD6qK1prBrxMXHFZUddIgieOHJz1ja19odQPdKgKN+YOe+kwkdESeBgF/4mPAKgkCdO02BqOBMuBgZ0sP4q4z3kcjKpidZAjgdZA4KyFsphyMZ1YOc91XB5jGx2H83d8akpIQCMkbL3kcj5VKICjGxB/h+ecH8QacqMeWQPkSaSHs/5T6dpvnXVl2bbO/L7tMDNdOFL20VvuDcXFvBkZzp6xnkwRy7CMc7cqidNRKIWhM7MjJOXBRA7RRwsxSSUb6dXVg4wSDuam21x7ZeCWPtW1qHVGHKa5Y6XZD+5GupA3eX8qkFUnvJsjUsMXUsCAULzHXIpzzIRY8+pHdRaFku7eDSVCjshY8cuSghfTkKxXQHhcMttN10EUjLe3S9tFcg9Znv5b1eDo7brjQjplRuksqb/AAapHBOERWyssQYCSRpHLOWJd8liS2+5FK0MjSdHLbmsRjJL/spJI9u13owpTcFddRhvLmPtbBmSce73iZWJHxFXEvJcef8ALn+pp2Ozerfkw/pStgVfV3qMB1ttN5Oj27EgEe8hcHn4AVxi4/owLmCW397t462HOe6WPIA9QKvBuw9T+dBA+3pr8u8eFArIlvexy4MUsb5bPZdTnDKeWc8ql8lJ+15bAHu51Au+DW8zBpII2IZ8HSARkjvXFcB0ejUP1MtxD757E0hX6w9x8rjyIoQyvum9kvllyeplL5PcmpEEgPPABjjf/PU6PhclvJJ7OY2imfW9vLkBZSBqeOQBsA8yhUjO+R3w+NcMuTG2qeOZEYyYeHTKVGdahlfRkpq+rVjwq9UWyPLIFCBkZ2bA7OAGySMjTg+O9W+gDtrFhI8szh5SujsrpSONdWI0Uk7E7luZ222FTlH0YOeQUf8AbVb/AOJyyMxt7VnXfEkrCCM7ncAgyEeejB7iaYWNw6HrbrQNK9i3QJ3b6pGy5PmNFLIrLC6ZUUM7Kg0jdiFUd/M7Z8qy3SHjULWjNF1k3VlZwYo3ZVMcokz1gGMYDZ8s1eRcCt1Ibq9b5PbkZpH91TzcmpMqAppKhlOVKkDSVIIK48wSPjRGSi/cTog2H0d5KF90yxXGF70uYupOrwAaIvt3moFleQWqzWc8cx03LmJI45ncrIetUhkHLLEc+/B8Kijo5dxSDqLiLqxEYVMwcyxp1iOnaU/SaCDpzj3jnnUodGZZSBdcTu5t+0kZEEZA/hXtD11Vtyj5ZmovyM3SYQIersY7VQcA3UsMADfZyWUEeXfVbN0znuGKQXYcgg9XY2jXDFfAzy4Rf8tXFn0QsYyGFsjPq1a5cyvkEY7TnJ+NQ7fo5PFd3E9teCBbhkLxi3ViNOV7DFsDbP1Tzqo6mnd1+f8A2x8X7me47cXEXVm5tbhhPKsKPdXhXn2vpIbYAADBO+dhUzifCru0Uyme3toRIiz+x2yKyxvt1vXOCwwdOeQwc1ooujsT6WuJZ7lu0A00mrR1mUYpGvYU6dhgd9PwicyRyW9yA8kWIZVO4ljZexLy3V138jkd1Kes31/v5KjBLshXHQSzYs07T3LHDZlncjIKgHShUHbPOtDYcMt4CRBbxRAge5GgycgZ2HpWetOJewj2a8ciJVIgu23Ro8ArHM31JFGNzsdt87Vo1ukOlllQ7L9dCO488jwFYSnJ9sqkSZB4nfs/ljnQMBoAzzOMfHNQeI9ILSAYluI1JBIXUHkOnnpRMsT5Yquk6Qu4X2ewupRqyrt1durbZyDKwbGP4alYB9ErilhFPGY5lyAuoEEh0YdoMjjdD5giu/QDpBHd2kQ9oWadIk64Z7YY5GWHicc+8iqGfhU9yQ17IEhwSbaBm0HYYEs5wZB5DA2Oc5qb0Mkhl4hcy2+jqoraC27AwusPLIQuwyAGXerRUWbk15RaOl28ysTBI11PLaTKcMSknVyaSdsgrgofeUV6q8mkEnuBJ+AzXnfAbCGbh8SuoZHUzbkjDPMX1Iw3Vt8ggg5OaMjkhhLxCM9u1hugCRrilELtg4yUlXSvoGxjlU2Pi90d24XcZITA6+0Ix69YKQ4ZMmBHeuQCdImjjkKjHLrAAT5V3EF7l1a6iGyYPs/aIHnqxQQjnHxS9YALw0psvamuoQv/AOkOfwoZeC3VyGF5MqR43t7XWqucbiWdu26/wgCpgsLkgZvSNgDpt4QcBeWWzQycERgOtnuJhq5NLoX3T3QhD8yaKQxrjiALezWITVGAjOB9BbL542eQd0YJ3OTjvm2NisEQiXJAVmLNuzOWbUzkcyTvUiKFI49EarGqJhUUBVAx+6NqKfw7sY/E/wB6QqGO5Hw+XKnRvPv/ANt6Ynl9pR/3qMUlGSftH8zQHR0O/wAA3zIFMvL9eLH8qaPGCfH+gpTbDn4fiDSyCYY2x6H5YJ/pQ8gw8j+JBo8cx3hR39+D/ehlXdvgPniixhxrv94/3oe44/daij/qv5Ggx2X+9/Lt+dFAG2zfAny5k71irnhFvb3iBIwNfVzKGLOEZJ4VfqlbIjyshzjwrZyjv8gPzzWT6Y9m6sXzgGSWM79zIjj8UBprAGqJ7bHzH89KU8/s4/lFJx2m9V9OZPP4UK749SPlpNCwKjp3geZ/X4UAHZ/X67xRRHJHLv8Ank/3rmDsPPH5CpDIUnuk58R/Kfzpj75Pn/U/2oWOzD0Pzx/akDgZ9D8cuaAOhT3c/vf1zSRRg7d+M+WTRSN2fvD86SHZh5n+anQqOLDlj97Hyqo4tw59QuINPXIMFWOFni3Jidvq4zqU9zeRq7kXu8C35ChYbDzCn508lFPb8dt5C0bsI5MEPbz4VxhEG6P2XAP1lyDtXCbo3w5iGNpZ/Wz9HEN8DwwOefnV1eWqSDEiI47WzqGGcDkDsPhUP/wS1LEm1g5MP2Ufj6UgIcV7w21bSnssTB2wsMaGTmvJI1L11PE5HC9VZ3DjLEM5SFSN99Mjax8VqdBAkeOrREGWJ0KF5HP1cVKUkheZ2ceffR0JmXuuGzTri6KxwkD/AIeJi3WbZHXSkAsvLsKMHG5NT+iLiK+vbfSF19VcoAOUZQQldthgxjbzqdMOyo8NOeXh6VXRSaOK22w+lt7iMkeKtHIgz6K9UnY1gt7ji6ycOe7U9l7VpAceMWeXz/CqTorbhbG2QjGm2QEHnkLnuobI/wDkDj/08w+A6wAemwrvwP8AYw/9FP5KLAsE5ZH7pOPVedGWG5H7q5rlGdvh/Sug7/sikB21EAbY9B/AKX1Rnx/DFO3MejfklC/Jv13UAdJjnUB+78aGTv8Al8hmk3vN6f8AupScz+vq0AORv6OP5lNEvvgDxJ+bGnbmft/1FJPf+I/NqBUclPZz6flT3L7HHiM/l/egX3R60rnkfh+bUBR2Rxlj9gfImjlbf1J29MCoy9/qv5tXeb3l+/8AzCgZ0DYYY8V/lNcUbsvn9dkCuvf/AJf5Kj/Vb4UAdmPZPp+HarJ/4iR59gIG/tmPnBL/AO0VrO77p/N6z3Todmz/APzYv/4vQBoA2pdWeYBP+Vv7UIXl9o+nIf2prX9iPsj+VqKH3vi35GgAYjjP2v8AVQMeXkT+GKMcz6n+YU8o2+LfmaVACPdYd5UZ/pig3KeoAHrpc/r1p5ju3oKce6PX/RTA7Te6fPT+dPAe0fDc/jTdw+H8q00XP4H8zQAS7t8NXzNEe77vyxTJ7x+yPzro/wDp/oaVgR4wcKD/ABfjQNzPhg/zV1TmvqfyqOe/0NMBOvZXnyJ+Ha/tRS9+M4DY+Zp5fdPofyNKXkft/wCpaT6A4SJ2l8ez/LVR0lhL25kj2ng+nhO20keTg57mUsp+1V3H3fd/Oocnu/dP5VUQP//Z" /> </span><img alt="Resultado de imagen de bomba de insulina" 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" /></div>
<div>
<img alt="Resultado de imagen de bomba de insulina" src="data:image/jpeg;base64,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" /> <img alt="Resultado de imagen de bomba de insulina" 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/></div>
Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-44097678901249013722016-02-29T02:19:00.002-08:002016-02-29T02:19:34.452-08:00PLANTAS CARNÍVORAS<span style="font-family: Georgia, Times New Roman, serif; font-size: large;">É verdade que as plantas son seres autótrofos e que fabrican os seus propios alimentos. Pero si que existe algunhas especies de plantas que son carnívoras, que se alimentan de insectos.</span><div>
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<span style="font-family: Georgia, Times New Roman, serif; font-size: large;">A maioría destas especies requiren auga de chuvia con ácido sulfúrico e solen nacer en solos ácidos e pobres en nutrientes.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Este tipo de plantas poden clasificarse según o seu mecanismo de captura:</span></div>
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<span style="font-family: Georgia, Times New Roman, serif; font-size: large;">-Trampas combinadas: Utiliza pinzas e pelos pegaxosos.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif; font-size: large;">-Trampas mecánicas: Mostran no seu talo pequenas trampas que parecen pequenos globos cos que atraen e atrapan ao insecto.</span></div>
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<span style="font-size: large;">-<span style="font-family: Georgia, Times New Roman, serif;">Pelos pegaxosos: Posúen un fluído aromático que atrae aos insectos. Cando estes se pousan sobre eles quedan atrapados ao ser pechada a folla sobre si mesma.</span></span></div>
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<span style="font-size: large;"><span style="font-family: Georgia, Times New Roman, serif;">-Trampa langosta-ola: Empregan unha folla en forma de Y para evitar que salan os insectos unha vez foron atraídos mediante elementos químicos.</span></span></div>
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<span style="font-size: large;"><span style="font-family: Georgia, Times New Roman, serif;">-Pinzas: A depredadora atrae á presa con dulce néctar e espera a que se pouse nos seus cilios detectores. Cando isto ocorre, as espiñas do borde a pechan por completo.</span></span></div>
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<span style="font-size: large;"><span style="font-family: Georgia, Times New Roman, serif;">-Trampas de caída: A súa forma é de copa e no seu inte4rior hai unha especie de líquido onde as presas afogan despois de ser atraídas polo seu dulce olor.</span></span></div>
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcToRmE9i-gs7plDDohZC1tg8_aA2SinqwchUtFFMtsSgtw51j-4" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagen de plantas carnivoras" border="0" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcToRmE9i-gs7plDDohZC1tg8_aA2SinqwchUtFFMtsSgtw51j-4" /></a><a 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7yvn+6pszBVKAuSBIKysQSd77fIjN0q4JCE1E0jU4dadSSdyogMvsCJwtzFSqunLUdISkAA0sBLjU1RixJ22vEzitalBIZqzVXghiVKqZHQTt9MSpy+g8lCKp8i3Ogo0OZdlPhJM9BqLL6naALY9y+Zy1EEx3j+Si3lJsPUCce8RrLUAcKYBgTFuone462kYXZjKFyHACqRBO+3M35+XTE4YxwSawOeH5hMw51nQBTaFWwkXgkzaWkmOXLC+GSowYQwIleh5/qMeZOk8yhXneAfx5Y8o5dalQ/wB5y9LadRKqIsAIkctpw6jWWGM12EhyzIwDKV5wwix9eWGtSv3WXcixfwryud/kPxxPvP4ggGNYFpMT0/E4g/D6lfMKmlqi04DqJgEHxqCL3iJ359MOn5Fimz7glapUOimrs3RL+56epxs8h2HZv8ViimJRN7XgtsJ5xjQZHN92FpUMqtNPtaFKqPcjxHzJnDOmtS2pkJjHNoMptcH3D+HpSUKggfj5kzJPmcFNS88UlX5Mv1xIU6pG6j547cTyesQuwvgZWJYXA33bT9fPFpy1Q/aUecH9MV06ZRm1FbD7pi/IkjY7T54j1GpWmymjFuaMpxqiApIAETJNotzj9iD5YUdjVAqM0XFthO/la3lb5402dpypAE2Nj0jb0MAeRHnjPdk6Z1FR4iwGnlMjwz0Noj0GPP6Odc/I3a8bToG/tGq66dExGnvAfOQsH6HHSU+EXjwjltbHNv7RKNQLRVlizx7QDt6j5Y6A9VyBNOoogbg9Bv8Apj2ISVvJgksIvarHt0x8+ageuFr1wogk7XBnCnO5wn4TPocPuSJjDNZkEycC1a8Hwm4PX5YVHMHpqPTFuVVzy3OFcrOM72mV6FZmprZxqAaSAWNyNo25ziHA2NQLUqVTSpgMSVA8RUgAAxaSY9Nsa7N5GjXmnUYI66YfcX3psOhtBFwThNnUBYpSpk7Cmhgd2B6CJ8RlrE4k3VGirVsCzLpWIWrTCUn1KpnUwKwdTNJPMW8zvfAWUyLAUzVLCxiG38XnItYRGDM3wzSDBBkaZJiLRMgRIPTlhctSoGVHqGkGBJBNpA+UnaecYNNYYslfDAOIU6o13JSSl4vB6Tf1AicD8Np0y0O5pr9pguqP9oucMqqO7d5p8cchc6BBa8AQbdDhzwXJZFwO9qhakkQxVJ+7BYA+pDC/pjpYWAt1kyrArvBA36H23xq+y9Z/4pMxSYAKs1B5tKsBHMgTH64B4rVapTFMliouxJ8PkYwmybim4aW0i8Biv79Rjp44FgzvGSIcaphbRAmZ5g7R64HLMx0g7zPtjB8I7T0VSNbqejtqHn+xHnh9wriNCrJp1ZP3eeCpKQkotGjFUxtP1wZSqWkn09/bCvLoRuZ6YJqFmEBtP+a1vO9sPwAIOYYt8JsPhtcfrgDi2ZVaZuSeRm46grAJH1tgzLZdtIZg+qAWMhZ6iMZXtNmyX0yfD13HlbpbHidR1r1fSlj377/kel02iou2QXMyVFpmBJt5e3XyE4zmQr6e8ZJldBE2O53HIjmPXpj1mao4RJ8yBMDrbY9DtMTbFYchKrsL1Ki3/wBQJMf7vxwNJUnfcq3crHXHNGdy6wQKwIVegUiGLcogetvPGp4bntaIVJEoh328NvwxieHMDBB6YecPz0QsBVJLMYiRyA6dP0xfR6na6kS1dBTVx5NKKrFbk+4/pgStk1YXpofVf0jFNDiSnUTqVRZZEavO+2/M4T5vtjl0qPT01dSEh5hFWOpk9eUnyxthqaepiJilpzjyi3O8PVT8Jp9CrW/6WH4HADmrTYRBU27xlkAnqurflcgYC4h/aWvwUMuHH3qjkch9kAHeemEf/id650VgiUj8Xdo0LPws1ySoO9/wxTZ4FUfI5FNlVlXKVavi199mmsWvLLTpQtt5Ln9JZipUrUC9bMMjggkKFSEsA9xLqJMwZEiQcZ7hWdaiTTd3pOpu0ypB5kRcGLHnOH1LNVWEVQjJuWXwuVYWK7wbCxHscFNp+/f7lKxZXxl69WutCiGREEysCQACajkg2AOx3J+SaqqZgkhie7tJmX6tAG5O0DGpy4D0ZqN3awNaatKKq2AczqqEDmTE/Z2wlqClVU90VRR8IsD6mLif+cO/mJafAqzNVNQZRqQLo5xtIjpzGDOyHZz+KVneoQoOk01amGO14cxBuPbCquppsVcEar7TsZ+d498MuE8aZQUik9MEt3dZNdzcgEQwJPQx64R3wgS+QhbjdbZYURfSLkeczi3KZurrDfEdrwwjpAwNXr5cGEos0Heo/wCQAGKFzjrZVVfQfmZxSgrA2Kg1nLU9Ib7JEfK34Y9ztNUAamCrTusyPPnb1x5wbhVavUCg+I/ZiQg6tyHpucOO0tFKXd5egpqPq1M0SzNEKtjIF5AHliEk96oruVBWT7S1aVPx12c2sdJA6jVznyxquxvGWzmpiwimRqAW5JnSQfY8uWOfU+D1EKGsgJYwFZhA8wqmY88bjsFkEo1quj4mRYTYGCYaPfnsJxDrFKOhLPuwadb0beuvhnR6amv/AExzTtDmCrGZ/wBwv6eY88dLqaYK3qtzPLGE43wr+dT1U2VC4BBYEQTfnI98eDo0pqzfHiiHAcmU+IHVz1QSDs6yN1Ig+3O2HOd4VTdY07dOg2Hp9ce5SnBE7wJ9QAs/TDEYtTlKyFu8GJz3BalIk02lZMA7xJVBPpviWRz8HTUEGRPnFoHW+NNxMiL+X4zgEcOWoIPPSsjcAvqaDyJjfF3DdG2MpF38KKgBYFyIKwxAXmAY3n6zywr4lw5a1J6dZkpFn1gU9OqRO+9zPW84I4JmSp7ltj4lE7gk6dR3wyr5fSZVcus/EW+L9/TEN7hK+69++TT/AJI0zmGe4KlB3RaneFDDDQwgiLEwRHKfI4Gp03AhaZIjnIJE9benmMbLj9WvSYGmgdGHj0S0aQbyLgeIxbmcSy/FKRM1BTuInUAI5CRbkIx72lqfFipruedK4Yoz3EKQqZWnVKkVKH8uop3ZD8DT0G3lOPMjVCoGs0wFUcyLaSPe3UT540XEamUVe9VirXABAOobOnnO9uajGaz00WVaaWpHY7vrvrA+I2i/KRi1CPKC3pNU0JUF9wVJ0seVtt+XmMAZHhx0JPgdvhvEnmp8wdxhlmeK0dBFgeQm88rwYwXxTiFJ6T6aOqmTq1BoIkbi3WT6sMBZWTlYpzmTr6SHAdfLcEc43PtOGvC+xuqWTN5SoTAEOWKmLgiNU22MYVZuvW7swQGUXC7x1kyWA2Meu18QyfB83VUVlo97G/duDVXTsxUHXJ3BAOFp1yLJOhDVyJDaSssZsLz54Ny3B66lAqTUqCFJ2Vdi07D1x8ueVpp1BEGJ6RNp9jf540eTC5YJTYt4gHYTOhPsrMC7G4HrhpS2oNIbivSyWXAB1ObT16tG+kb4ztPiBVnefE8Fyeo5DooN/fAHFc+ajmo/gJEIp5KDBHPy9b9MDUtMHVUBi+kHfE4Raz3BkNHEX78VRDaSANW373xp+zvGlpZmWBIqKEBEEhiwA587Dy+eMOM+vhBHh5Rvtc/PDOp4tOk+p2g8vP8A4w09Jamm4y7h+7K0dcXNkMEWZYwSN5/IDAPFsgtSTRpd6w3Ykm/lcX88DcDzLNQQuxlkuTueR9zYe2LUzIUrRLEIZ1P18p+yox8y9GUJbX+vvsel8xbX49TpACqf5gHi0wwnncfLCfO9tTskL5bzh/xfgX8RSq9zpoqQB3jJcgbauYG+OYcW4PUpOZp1FU1NFPWIapaZAi4uNttSiTj0em04TxLk5Shp/hsY8S7Qs4Gp2mbxI+mLMh2nZBAYgdDjK1nPPEA2PQ+zxqjvteeFRv8AI8bNRkuCQ3ztA9sbriNMGmPBTqn7qsQw9AGmccn7EZBq2ZWAYTxNAPsLdcdS4uA6qhGuwsBDwTGpCshlv57XjHldVpqGrtj4/v6jwmpepKjPV64pjVT1LNijEyPz+eF2ZrU6n+IgkXBHXrbH3E6jgpqJZR9r4WMgEKbHYQT0kbSMfcKqMGnTYi7GwIG5nlbnecen0aa0kefr5m6FnFuG0ygFAHU50772k2/Plgviiiol1lqIVXhmGpLw5va/2eU+WAM5mHqt/LACxEt1ksdA+LY3iduUYlwcaag1HXTcaKgUQNLWYxe/OfLGuyViAlVLqRqjrcj+oxruy9cVaDUQFVkUQeTAmxHuACN9jhdX4F3TMtaqlMIYkANqvYmPvC4E8xhj2cGUSsiURWJaz1HYWBBPhQKAZjnMWvghWGMaXF6zoFKGoxkLTCtq6FtIGqPXqMGUeHimwqFkpVkhirrqVQYILaSSB6jl5Yy2RGYOYq5fL1U7w+BQGC6wk8yR0mOfoMQfK5/KuKz06qN/7sawRtBYSseR+WEm+y5Em1bAOy2SDu1ap8FM6jOxIuT5x+JGG1LM+Lvqm7nUfIkRTXziD8pwzOSWnk6iAWFOJndiygnbGZ4rX/mMk+FQtuhA39b/AFwjdyQ0QpahAZ5Vg0HYSI39F8sfcN7P1M3PdqgOlml2Cao5LzYk7QOskYo4Lni7NT38MghbyPTedsRztGrTqyVCkQRtqVlv4eSn2Oww6WbDXcur9jOIhoFAvJjUhVgSI28QjcWi0jBmS7GcRUnTRFORdqjpq8jEkib/AAgzBwf/AOOqgRfCust8TkhVUQbRe8EQLYoPbesKjBfHTB8ACwx6kxeTb0x1/IbavJr+G5Dukp0y+rQsF+R5k/vpgnPKXWKcBpgMSbBiOhHmfkMKey3FmrB+8kMpEjpI+kgYfOt5mPL5fLHmamJs9JVKKBs9XalTXLodRYy07xtHv06TiKZilUYuwVu6YFGIB0sN2BO0wBbBPc6pMQPYfuRhPm+GkLpp3BIJt8Ubj53xklpZwJxg9znZPJsiKyEhVbSwaH0peZG58R3G+KMv/Z3kEJLNWcDkzgD/AOKg9J8iMTzOcqHvCFYgJopxezbsfPe3kME18yz5Zagt4ihsSYtoEexnntgKWsk1bX5glCPLQ0oNlssmikiooNwB9TzOFeRz+rNWjTpYkbwxgEj1ETG8HCGgtSrGpgqnnv02+W+G1OklPSVAG4I5m9jOOjotO5AlJVSL+1vCaVYd+9R1CLdFKrMm5mCZO0AEmABGMauupIOin4fFMgIoJhSSTLcrnGvzlVHpstRmRB4iwMRF5vI+Yxg+KcXou0IHRVloIBMm2pp+Jo58thbf0+lk9teDJqektp1MuniIaow2g6V+e+A8xxJrcgOSW9sRpNSYkq8esj9cU16IFzUpj1afwGNSl2ItjLis16KVrF6R7qrAtp3pt5RdT7YGyWYaiabk+LUGYHkgP5j8cMeytGnTq6Kj95TqwlWBbQ27ybHSYPpOI8a4cFrPTqNpcHxObhrmGHlEW5TGC5pHX3LM0gpZ9qppVKyFe8OgGVVlE1lKnwspg9BN8aEZ9kh/4h9Lklc1RjxA7irSI0k9bAzz3GA61Q0a+SZ30DuQO85HVNz/AJbiZ5fPHqqaXe9zSYOP8XKlgQL/ABKpHiUwbg26csTm8iSSci/jBjLhedSqi+13/wD5+uOccVrA1qh/zn6GP0x0fjR8FG21df8AsaP35Y5dpLuYEliTHWThoL1sbNDThmcq0w703FN2IUMLHmSAeQ2n2x5xHiDVamuqFZgNLESNZFpNyNX440tbhtOjl4IBcD5k7n54yiZcAAkySLz1xXBRxfAyy65BoLCqW+6WC7ef9cWZriKQadCktJWEFh4mI6apgfXCY0DuBb8cHrloVRuzfh0wm1C0OOwleK7psHT6qbW22ON4apUjV/z0E457w56dCqjM/i1AAL52M/PHTpDJ62t/X92xi6pVJM26U9sSNPPru3SRHlj3+Mp6bGPOb/P88J86IkLuu4/DASEgbjynn64zbO47p5HdSoCpgA9Y32+uKFqBcnJXWTVJgGDEGWgG4BMHkCRhaM5pBH9D5YB7QZ2GWkLmkvvNQBmB9wPwwVFvAXL00QzfEPEoG36fsfPAlTiJYyOV7zyvgJqk7/h13/LFSPpnz/X/AIxpjBIXsazOuxR9O+lo2tbzt87fLGWzmQZaZWrVCgiWdzLOdwtNY1FRuXIAMjlvoaGZ+0W0gCZgmLWgDczFsZXjmaKug9fExDE8juSQTcsx3P8ApjB6VNJoy6rvIkyrxFvl9cEZkkssyAdp8th+98RyCgVEmPi2/D63xqMrlp0sLncTyYWxrnNR5M7dYJcPzK0aesrJK6VB2iIYny/ri3N5qpnkoUZVqiArEQWMiJb4b6Z5fTCHj9SqGALIB9mmpkqBtqtv79caDsqKgWkdS6K4qOoET3uXIHMWN5EG/lF46cdkXJ9zk0kGVeH6srQpV3RXAIoOzeE6hPdufKI8jbfeihVZT3Ga1U6lO1Kt9oDoTsycpHv5NeIOtFGq10PcuyOyFZ7t23dQbEEw0bEE4Hy+WrOhoaqeaUJrosSCxg/Z9omYA+Yx3bPv33QhZmlNSjMRpqIRPo4/MY572bok1A2+mDHXHSqjDS43MU/+62OYZSt3Q38VvCPxP6YpD7z/AC/srF8G0z2ZV6cMQTHt7dcZ85JFIJYR7fnhbmeK1Gk3viQyGYqOEpo9UkCBTVnmdhYYrQ7kgw52ihNifz6YCzOZcuSN/Ll+/wAsOsp2Dzo8dZaeXXka9RVudpUEsPcDBuQ4Nk6Y1KXzlRUao4vSpoqHcyQzauRkbbGbdQttivsv2SzefeKaHRI1Vmsig2Jk/Ef8qybY6XwqoO7C6w5XwkjmVsSPX645/mu1tetTNJKhoLsKaWWN46+h9ZxX2R4w1Ko6MZ1kG5+0Jt7g/QYh1OnuhjsPpvNeTfcR0zbcj3PthPUcDzv5csMK1cOAY39tt/lhUwOrTvOMMeKNSZOmhLCI1EgC1t7T6HCLjFbVmKpF/GRPXT4Qfph/wdy1WmBy8TczpUS30t1vjKapJM7kn5mfzw8FkNkne+B6hi2Js8YHVS7aRAJ2J/M8pxoSFcqGfEuJIi6DMwJVSQSOhI+EG3nGED1e8bW9rQoFhawAH3Rj3NHVcgggkGR+fOOuBcybDz5YtpwUVRjlOw/M5NhqfYi4G8Rff88OKyu1FlQtO5gdeQjbr74D4ZmO8plCfEBB8wbTffzx9m82lJmUhiZNx5ExF/TCSTbruiasHodn6zJVcADukLsDbwiAY6nxC3TGzrUe7NLKCKXgSplqlrV0kVFJ56tUGZ5dRgXsPxcVaWbpVGChlG/JWVkZvOCyk+R8sMc1Q7yiyV1LFaZLopAqJVowO+pdVYaSd/s2u2EnOTdSEbbZbkc8tefCqsQaVWjU+9MjVMgrE6bWkjnGF2Rlm7tFGWzmWLGkFsKiqbqQSRMc5ggztIxPPcUFGuaOYctl8xTUpXVQGWRBcaRfzEHl54lx3hD1CniDZumuqnUVgFzNMRpdSD/iLzE8/PHX59++GGx5qyoRgz1mJIHgpgatMlQNZ5+Yxi1bgqKWSlma5A2d9A9SECmPQ4d5phqQ8taj6NjBZGgVBJ6H9PfFoyy6XgpaHD9p6CN/duHZVLjQagaqwi/2mIN+eIcW7Z5xzoWr3aAbU1CRIvthNWyviB2kTGIhFE1HveFX7xH5D+mKKVnWXVhXrtTpS1WrUOxMkk/CL7cz5TgztBmRQT+Conwqf59Qf+q42HXQtwB5mcT4RX7ijVzRBNR/5VEzEMRLv1sLD1OM4/rPnhgMtD73n98sEpWDMh6EAna04XjE6BMiL3wKOTNpkeM3am0hlJAMwDBj52wYM4CTYiDa/L1Gxxks/TH8RUvIDEz9cW1c49IlXubGOk+eM09JXg1R1f8AY1nD+IBH+LSSIB6mGCj3LD5DGYp1bcve+KjnAylrjT5j92xXTzEgR9frhVptDPUj5Lqj+/1xTUpnSHbUo5ctX5gYc5OvTFKAAGBOt95+6BbAmboyoZgS7wYHL+nXFF6XkjKW7gCWmKhABCkiATYX2t9mY3wBmMuVJDWYfECIIwZmcsVM3kfbG2GVEnNUypj+IRZW096ovpP+ZRMdR74smnwT5AOGIyo7DnAn6x+GJZzIEgQRIEQZ/TBmVp6VRGiBcx8yME5Qd2Wr1X8KXRIM1GM6REbWk36Yk5PlAk8YK8klPIg1KrFswykLRU2UH75HUcsbBMwJoVkPgVw17/yswulhPRXW/lGMInCKtUa6jLqqePxSSQedhaemNJwJnGVqUnSe78IvMpUNiCNyrgW6Yjq15yRkecZyI/hiokvkngT/AO3U5+xHsB54zFLjNfuu5FSUV9aG2pG5lDus8xscbtaw7xatQEU6tMI5K7wIJHW8YxfaPOA6aYiQZaLxyCzv5n2wdHU3PaNB3hmvzLf4flVT8GH5jGSevSBZGOh0dgJBggMY25gcsaPOuSjNtpIP1xluN5YnNPHhB8ZY7KGAJJxSOJv6D9iebPeaXiEAI1ARN5gTfUbegvgbKZVs3XWkhgkwDB0oo3J5wovPPFnEM4rIgVpWmLD/AFH7Xna45TgxicnlSDbMZlR1mnRM28i9t+XTFYpnIU8bzq1HCpanTGinYjwj7UEm7b/phdHrj1m89seaz1wxzLlpAjmPXb5/rhpkwIk3ER7+uErsfXDXhFfwMg3sRPysPQYSdpWFNWXLVTvGqkagW1RsCBy+gwLxBzWqTu7STHnyxLLsJK8pgD8sTanDSAJEHy9CPu+WFT9Qbs+4dRjUrqPGtrz+GJ9xLQsBRv0Xz64tXJg+OnGg+fwEbgnlG4nlgfMVAVYqQVBF433v6bWxXFHVTKs65sqg6V+p6nB2Xz2rwmL2MA2/fvhOGM2JGLUqNqgCThZQUlk5Mfs8m0Rt78vLFVPItSqCqCyuralItfrcbeXOcX8LzoRgxgKAdTAXGoRqBjl5dT1w4OptamWI5Ezfy/GcY5aj02sDurWBdxxFINVY0tPhX7LCQR13g9INsJOJUmCqzSRAsbgE8+kf1xvuF9mBVy4dCtSVY1KfPxW8N7MbsOR2nGSz2UNI92TK6fA/JlOxjaLR6zjVF4s7aj3KVAEXR4lAB8RMid4iwvy8sOuBZurqJoSptqPhKi5iZ94i+MjlczokcumwnqJ/XGl4Zn+6kx8YEjaCJ0k73ubdDjN1GnabXJmlFp2yXabN5ohVppC83tvtEmAD+uM1l+B1Dd/COcQx+lh740DcYYVRrAZCAILAFRvIHMmb+wwfry7DVSqoDylgsf8AUQR+GBorUhBJJHNyXYrogEMPvAi/0wk7UKTTpVYtHdvB5rdZ9icOcvVlNxYyPfHqmkyvSrWp1BdvukbP7HFpOmn4KLwZbs+is8sqhEGtrSCBO84B4nmqleq1VzLMZ9ByHoMMM6AlAU6YLAsS9QCNWmwHUKAZvzJwkD40Bs9XzxFhfEkvOJgx644B6lK8kx+mGnD10HXImIS25NgfQSThUiliANzYepxqOHpTDQw1GikKJ5kElvaABgMKEFAnVvttg7K5ZiJIhSbsRAPp19BgHJ1ymwUmBBZQ0dYm3uQfbBlHMuXJdixUW1Hl5dPbHJBhyG062oBGDd1N9gWi0wOQPL9cLc5lGRzTYgCJU8mB2I8ji+rnAFOwJELAiMXZRyaS6iP5TQpChiEYcptAN/njgsDyvDWYywjoPz9MG5xKdIFQysR0j5nA9XPSFEkLqhnPiN+cCNheBGN1wfgCAApVkG4jn0Y2vM4GTpSjBGS4TSqsDVamWX7Phsep9OVvPph1kl1QokaSqHedLWVjzMHwn/aeeLeJ04qFVMabCLCByj988R4bqqMQHKwBLCCTc/LHm6uqm3Yil6hipqFgHgxCMZ+LT4fIkfvnhbmst/ErUV30urk0y5ggtyJiNJAEjkSN5MG5usA0TqMTMAXPO1sVUsi2YkBZ2DT8JEzDXB5WiCMN0us9zTWGPvTk0Y3i3Aszl11VaRCECHDBkYNOkqQbzHqOcYI4nxWlJNMlib3EBSes7wfb1x0zhmYpU4yWYog0mB8LXAA3cHmDaSsEG9pOM/x7sQmWZ61JO9y7AQGGo0eszuDbxCYi8bn0ZQTyyckYvJVdSXUMQTJIkjnPvi/+F1giRA3m+/TmNsC1qYotqUal3Ak7j3mL4IXtByZDPkbfhiSTbuPAueUGZLiNJhOtR1DGI/XF/F88lOnpEM7XvyHJv6YK7lbeEb9BjMKZYze7fjikYqrK7KLsg2hRBqX3gflEfPB1SsrfFSpt11AA/Nb/AFwKh+L/AEnAOY5e2BtzkeqGlRcqtmp0x/8Albn5D88Vs2Rm9Nh1Id/zGF2aG3+lfzxTFsGgM0OVo5MAVAKoiyloInkdwZ9ce5XKUpLJml1HfWjC3MH1nAeZH+F/owHQH5/9uEYLXgLrdmcynwqtVQLNSYOPlZvpgLN5io7zVBVtIWI0zptfzwTwaoRUsSPfG1dQ2VqlhJANzfBlNx5DtxaOe1iCVkbA4M4Zr0VhJXwys8iJOF554acH+1/pP4HFBeRfl6BJjqL+18OOH5yvSWKdSBvpgFT/ALSIHqsHAWR+L54Kfb3GCmclaHeQ4iKpOrw1AbAyZHMk8r9evrg1jTolyS1MsBKkX8gDtG/n1xnst8NU89B/A4a8VYlsuTeY3v0xj1unj94MliwOjm2doRdIMAdYG3/OHeQ4oaBcGoqp4bmLPDXFpaQLgeWAOHC7fvnhVxw3A/ewwdCCTsm1Uto57RdojX0ClUY6G1LUKxLGx0rAhbCZF7WEYfcB7ULUQXi8OtzoYchP2G5fLHPMsLN7fjhx2O/86ByKvI6+vXGtclKVB3a3ssrM1fKppXTqdAYG0lgOXMkYyuayOipT1lTK6rbgcgfxx0TJH+71P/tfljnGaUBaUDel+ZwslkFH/9k=" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Resultado de imagen de plantas carnivoras" border="0" 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" 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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagen de plantas carnivoras" border="0" 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TK6YpQJUXGnSHfg5teqQOxHUDjiZUgSEqAe5bUk7nnCU+IJTJEkZRmVmWq2Zt76i0cwRMVmzOSYt0M9fapJJJUf7RHo2l+YtRR0kTJaVBWRIClE5A7CwYX15uecGhjZWGBYRz+fPmLmMhLhAbo+/yHlBimXNCdAnrrGLJjdcvszym5P7BuuqkITmmqAHWOfcTcRpUTLkS1E6FTH4QWq5lOVPOWZqhoBcD5QUwjiSShRP5bM7X7oNvGGYILH6trf7IPHCM3TdHIp0iY7qSoE8wRCJp1co7vW1dLWoMvsyhZdgpI16ERymvo+zWpJ1BjqYdTv4apgZYuDoPfhDh71S1kOUy7HYZi0drkyBl6xxD8PsW/K1iFKLS1/pr8FaHyLR3wStOvLcbRzPEsTlPeMwy4oGqlXiGYIITkRSnxwmqY4+VwmJpaYVCYe0e7sxkksReppDkQOQtolRVFw1zC5JsKNXydHoADlKtFoKD4jSCOEHPJmU+6O8ByaBEtRMhKmysyvMRLS1ITPNSh8uVlDa9jGGfujdKajE03By01Uipo1KYKBUgm3eAit+HGSnP5q476pKn2Z38biKdPOEmiVVotlnM4/m/wAw7FMTSMGRNQllzahWm5GZz7oWlN/l46M23d2FJSliqqigpVLmoWpGhylXtJ9bwHxvimXOFOmerv06kKTMDOCln8dDGc4QxdUupCphIQUqSp76pLW8Wimjh9a3mKmoDqICSS7auw2io4lF1OXx0W4S221R0L8SsbVTVKFSywmy0rCr3It8GiTg/jAdhUSKoFpoJSoDQqSxzeiSDGQm1M5eQTl5xLTkQ4Fhbo+wvEVVWpSHJEUqi/QuXf7kfLpEq6MPdec8/pFoTsosthGZqMcF8ogVPrlq1Jg1p5y/MFHFJqmayoxlKP3Oel4FVXEaj7IbxjOlRO8IlMaI6WC7GxgkEKnGZqrFUUVzlHUwjR7LD1GMekHtGJSTD0yhDy1m135f2hkXZFBLskSgRJZohBieVJe/KBYyKT6Q+Xo50jV8G8Nqm/rzAyf2jn16CMZMqlO4HdSWchw/La8aBfGdQZacqUJSElPdBAFm3Ljy5wjPjyyjUOL9zJkmm6RtquskyHSlOZTaJFh4n5CMjW4hOnKKe/lYFkizbWGvmfWM1OxKYu4DgDkyANyECzW1MNqZhlrDqRMskgoCQm4BayXcOxtqDFYdDHHy+X8mdy+AtNStHtWLtfytyGvviSTUKca+v2YFppFdn3RopyDY73ffX0ERyawjUffKHPGn0VTXJ1LhuSlAE+ctCEC6HVqdHvpGJ4hrZap68qgXJZi8BsRxJc72yVNo5NmFh4RUp5IBBheLT7Xub5CyyUh1VW7JjX8E/ilUUX6c1P5iTslRZaP9qvkYyVZSJV3k2O429YHrkKGoMatkWqYuPB9H4Lx3RVqgmTMyTFaSluFaOQCbK8oLVCnj57/D2lK8QkN+1Wf/AOo+rR3viJSg79xVtPpHnfENLHHP0+5ohJvs+Z0x5RhohCY9LRnFiSVMAMQGGpMVRaNnR4znk5XYiFRWEy53RIMA8MLJzM4do0mH0TKnp0JQkCwIBJsSDqPrGOcYxbNKW6mSUlWpWDzkH2TUJJVZk2DA7uekWKztP9NopBQpEsqmLTNcHtA7FhqkBxrrD6WhVKkqlr7JYWoKKEjuFgbkEDvg6RBXVoygKsEjKkaAAbDkIW8qbqPyXuSSSXt9SKgw2Sg5gCTsoqPgbC3OPVVUEXeAlViGyLCKK1qO8WsMpO5MKGD5CNZi5VYWgatajqTDYURojFRXBpjBDMseCden1iUJMKmXr97xdhLHZCBCtE6JETIpiYpzSGRwSZSywoQYLScKWohkkwTpuG1qLM3P/EKlqIR7Y1aRrsy/Zw5FOo7GOj0fBTJC1g5BoVWHUdfKErJlNT5koZRFnAYadbwl6z/aiQ08ZOk7OfGiUlnBEb7hqnoZFOqrqJmdaQOykggKKiQEs9ncjUaRlcYrxML8tvpGfqqp2HV/SHwUslNidVGOJNJmi4ckJqpk8Ll5uypppkJSyR2iEuHt31F1qc3KgOggVRz0mVlOwY/XziDBcR7CYF3IBCgzOCLgsbG/OKqpjrUoJYEkpD6OXHi3KNMoWcqE3F9EslRlulluSpCgkkBVw6LC4LX12h8ikSvvFORIWlK1FyEgkuSB3mFhFFUtYSFZSA9lMbnXXeFmVKiCCSX3Plb3D0EFQo2uIYvKEoIlykBN++l0uBawNwnfdydbARnpuISTfslGw/exOt3Y28hAqTLf2rJGp5dB1h6JCl3AAGznb5tC4YlEbPNuNAmslrIKKaWgasrKvy/7YPxiQU+b/wCOSH0yhYP9TQJwuZlSou97PuBqfDSLiscSAbObNaGpIS7JZlLZ2SL/AM/zVFKrkdmMz35X+LwhxBa7JAHPc+cXDhExdOqapXsgkJGr+kTaV0bb8F8LCe0rJgf9o8Nz6/CNHx/jZATlIClkBIOtr/Ae+IODMRky6WUhORUsBBU2pYOX84wvHONIXVkpcoRZOpPU/KOU7zzr2u/6dfz7juI8mGj0IDCx1hRGTHkpeHhMPAaKLDdInLI/5CNWVNNn3b9FJHVg8Yulmns8n8zwaNYtSivcpyeTNGTIjRHKkgnOrQUZ0luY5dIytbiBmFrNFiomEBhvqIoVMrKWJAJu0VixKJWKcbGgx5SojETSZJVoIc+DZCV8IQCJpcowZosAWoXDeAJtz6RoaPAEDUgeb+GgYRlyaqMTZjxrtmSkUCjoD6QTpcDWdQw6+6NhLlU6Eku/gwHq94lVxEiUR2SEg/xKGc/+3dfyjI9ROT4NkIyf5IAKg4TUosAok6AB/swelcIiWM0wIQL3WUjTUNqT0gfV8Xz1OAshyCQO6H5gJYCA1Viq13Kj6++BanLtv+w9abPL8zSNwPyMoF5i1K5ISADdvaVdvKKU/iiWhuxQgFI9ogk+Pes48BrGHVUPFeZM6wUcJf4PFHmTcg3jPEs2YS61EfzF7xl6usJiZZeK65TjrpGrHCMRWeTUahwD5sx4rBDl9oJflH1tE8ug840+ZGKOQ9LkyO2CRJOwh8mlUVMA/wDeDkikQD31ZE7lnbyBvyh1FLMsFx3iXLbdPKBebjgp6T1KILn4csC7nxhlDQ97vIUvonmbAW6sIPqlzJpyoyudX+2EadGAGnpZs0ywpQTms790hQa9tIRPVbVT7YnLjxxXBQqOA8tOFTUrCjfu+yCQ7Od/GMpNwRIzD80hKEh1BitY0fuofnq4jb8XcVSz+mlJmSlBKuzmLs5H/jLrF7BVozNNKmTCopTKlJYlkS5aQw0GZipXi5hum8xxuT5Zl2xqzMzKUKIElapnN0ZAP/YuPSDWGcMlRT2h7vJL/FosLlLkLM1KUKSXcJWpSnHtKGYXgnLqTOlA5SOZzMeQsPto3RXyZ5MctUiS4QlCFOw5tueloC45ibJlpCi9yoO5Y6PsH5RUrJwKykEPfMc3RikGK88IIdLKb2thdmD7xHKykJTLNggFLnUKKdBcljENWoEJNnvdyTrEaqgtlDBJ5a+piIEPe/jeAoIgBiRMRJEWpUuLbIeSiJES4kQhosSJD3ItC3IhJQySo20glmKRlT5xClQdkWiStqpaJZSm6zqYzybkwbb6KOJzEy0WLrOvSAMxZJclzEk4uXifDKEzVfypuo/LxMaUlBWxkYNukNpKZSr3A+MHqOXkAufv7MOlIGwYfTQQ8pvGXJk3cHotJoYwjcuWXf8AUllrs1mD/GPLrlkA5i2np/n3xRFjt97Q4o5QhwidSFR6RbVVnmYgXOhijDBrv8YiihksrJROeGGZ1hqRrY+UeCQXLtB0hUskmjxmbQ3ND5adId2fp99InADbZEEw4ItqHjyrQo2cFvvaIDwhwT5+UTZBsb/fLeEQdgCYKYTgy5ugyDmd/KFTmoq2xGXPGKM6qa67jupOhGp2tqQNfFoK0NGuee5bYuNPIxsKbhnskmbMeZo7t6RWxfjCkkJ7NEklTXFksemVydoU9Q8j24o2cqWo7fZbwfBE0qO1m5Sdy4TpqxWQCYEYvxLMqM0ijSpKFWWoqDKG3dY5dNiYAKnrqvbX3UXAUsqCAp3ICvByBygqhMuWkABNhZbaFRGouS17Ne3SNen0Xq35eWY8udfd/sUcFwhCkqMx1GW+ZCjlsnQgqZ0tfrpFuZWy5aVHKJaQQMqQH1LWBuXYOeRtvEU/EkpLaIA3c5zmd2Ci7MNoB1NYqYpZTmUkKCgCzsLhkpLA3PPxtHSTUVwZG5S7ZLV1wJV2VypRIADJFr9A17Q2pxJ0olJUpIIGc/xdPPn0gXiK8pAS+Ry1yrXW7MREdbPzJYBsq7c2Ya84G2Shs6WAp2yi+UsA4FnHMvESl5UkW7wsNSOviYXMVe0w62tv74pFUQs9nhUmGRYoQM4zaX+EQsWQiL8pEV5CItJhc2UKEb7RYkzwe7tECJj2h0yalmSL7wtqyi/UTJYTlR7W5gRUh9YeuYU7RRnVRMFjhQSSRHMYWjpnBnDYXRg6KmDO/q3uaOXlTx278PpyRRy1LUEpygOSwsNPvnGXxGUliW35G4Z7ZqSMhiWDzJRZQOu1/hpA7IY7HT0iKhD2KS7FwARoS/zgN/8AyMubmTLYNqRHNx6z2muTv4tdFr1cHNkgPeHpA82faNvN4GClBCFFw7m59x03hZnBSUBiolejk/KGfjMXyHLxDHExBQH8IiWQC0dAXwSlCcyiS/MwxPCCchWAW3VE/G4hT8SgYVCHdttW+cRm334x0DCODUKUcpUo8ni3iPD0pAZaAff5RHrYJ8Ji5eIq+DmspBVYJJPT+0TSaCcS2VV+hHxjouFSqVIGYolJG6rARRxHHKZJOSdLV1H0EV+LnJ1GAmWundUZ2Vw1NZ2F+f8AaCNNw2lRSjVSjonYDV4kq+OZYl9nLlZjus290Ziq4uqEhSpTSybOLn1MFGGpyd8CJaqb7ZulUEmlLLFtzrAPiHjalQGp1KJGjNr12Ec3xHFp84vNmrX4m3ppFGNOLw1d5XbMjzMPYpxZV1B781ewsTttaI8NogTmKkre5DLJFibuA5ezMYiwmgzjMZmRLLexJawPx0/tF+npFS1N7SSm2ZQT7TszHMBbbrHRjGMVUUKlJy7Lcmu7FRISFZksMvdRoSoWZRdg+nswn+oqCXExRPsBnBtoogWHK5eLMimmHIkDtAgd4pDAJuEsSwW4zd7TW9osTKADM4SDm5JYBIDqfN7JJcDn0gkmwLQDnhM0pCJeUu3dVe7AC555i/LwulNRJ7xVMUg3fKHBBYAhThw7e+LsxOWwLBT5mAexJBBDsbvvpEiZaXKc+RZ9kgm1hcvy71vrF0SwNUsopzKJyskhIGVgdiof7o9iE1ASQhITmJ2OYjx5HRomrpvdKTYgO7WN+ZG8Bp9QS766RCIimTXLxGTHo9ECPQ9BhkPSdvv1iELdOqJ0qctEKVaCJ1VSUAhu8YW/oDyPm1qUpypF9zA8VRBeK6lkw2CUEi0qCVZihWkJygNA+Ei7S4bMWHCTl/iYt5c4npigm2ymBGrw+jMyXLTNCgJaTlTmdKiVPmUnZgWtrbSPYThiU3ZzuWgyhFoyZ8/sh2KNO2TqqZxSlHbKCEhkgEgAcgBYCL0viKplS+zlKyhwbAO6Q2YqL3gcl/f8PsRaI21+/wDMYJfU1+Yn2ieRxnUyAogJWpaWUpbnd3ABDRfkcQTlpEyaXVslIbbeM+mnANw+jDbzjQCWAIVmWOkqAlKPMmuf7DcV41qJjhSUgMAAOgbeKSuMqkI7MEJQ7kAXO2piQUruWivWUQ2EFHyr5Rmc+CGn4rqZbmWrITuzn6QKq8cqFklU1Z8+cWlUMNThZO0aIrFH2RTyN8gSfMUq6lE+LmIWjVyeHSraCdLwmOXrBS1mKC7KtsxlPSKUbAxoDwify65iyAADbc2J9LRt8I4aANxbwfx0gj+IsyXTYbNI9rIoJUWd5jIAG4HeJbpCo6p5X6PoSnfJ82K5xfp6FwCdVFh3hchgzAHnziiYlpJpSoKBYi4PXaO0LNbS4VI7F1L2HdSFlyBqf4Q+a1t9NYM0lIJQYJClqSxJAJKQxIl5n8CbFxe2uYocSZJdxcn9psblwobku9/CLqsQyhirMoIYCxIJBfdms9ucSwWg4kqWxZWVm7hQCU95wRZwd0hrCKVViKCGOUFiCdASdLv3nZydm84C/nGOVKikhwSkqv15bPZxFWrnLUyUgq11IJf4E3BibiUX5tanvlKy4cAptyJtvvAb873bE5hqddW6seb9Y9MkFyLMdbjXXUj6QqUBxZJAtf2QHPR9zELoim1ilP2hUX1CWD7uzHltA9ZvFidLa1h9/wBn9YrqEQsR49CgQ+akBRALjY3v6gfARCEcOSIU6/fzh8tBeIQmVMy3aKkxZJcxLUm8QxSKR6LuF4XNqFhEpBUr3DxO0VER2ng2SlMiXlSEuHLADle0I1Gbyo3QcY2ypwp+GEod6pVnWP2/sHl+5uvpG3qMGlJSyZacw0CWYW5b6aGL2HbHdx/SYtLHePR45WbLKcbY2KpnMsVwpSTmAYE6+MCTK1eN9j2h/wBx+AjMz0i9hrCceV9BNgwBvsQpma2+X3pE5+/SI0C/pDLIhktFwdwXD9I2lNTImIBG4e0Y6UNI1HCx1Gzj4mM+pVq/gq7C0vBwwsA/nFWswVJsLnp0baNMDYHdmimdT97xgWSSBcUzLrwbnr98okpsPSLs+n3eDtbv4CIsoc+Xzg3llRSiiOkow+zdbQVRSh2NoryYIyhY/fOM7lb5Gros4cEpUcyXADt9ecYj8YapM6WJQ0IJHOwtvsS7Hl4RsZSjYOWLP6RzPjs/9QD/AOFR83m39w9I6ejnK4wXXf6hY4pu2caVCAiHTC5L8z8YaI9QYwqiVlPfdi1xdwWIv0tu0JOSP2qcMANtdg8EZIemkvfuL/qnj5D0EAgovrtA0QIBDlKVAAX8Gcgtfcvv6QpKHy5RZ3U9yLh7WZ2ckuXGukLPSAqawZkpI8SpN4YhIzyUsGIS42PeOo3iEGLUHsCdTo1n15q03MQzpgOzDXX5+nOCuKIGU2H7f/z9T6wNbug9PlETslEaaVRDtro7j4i9vjFebLA/c/xtDahRJuSf8xKtIyAsHgiFa0ej0eiEFBaHFT6wyHJiEP/Z" /></a> </div>
Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-47365383409924065692016-02-29T01:47:00.000-08:002016-02-29T01:47:06.501-08:00Un gran avance no mundo da medicina: A vacinación.<h2>
<span style="font-size: x-large;">O DESCUBRIMENTO DAS VACINAS</span></h2>
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<span style="font-size: large;">Todo comezou no século XVIII, momento no que se estaba producindo unha gran epideme de varíola, que se caracterizaba pola aparición de graves lesións cutáneas e ademais era unha enfermidade contaxiosa e mortal. Desgraciadamente, non había forma efectiva de controlala e estaba producíndose unha clara expansión por toda Europa e América. Pero a cousa cambiou no ano 1796 grazas á intervención de Edward Jenner ( 1749-1823). </span></div>
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<span style="font-size: large;">Comezou os seus estudos profesionais inclinándose na botánica e na zooloxía, pero Jenner interesouse pola inoculación no ano 1796.</span><br />
<span style="font-size: large;">Percatouse da resistencia dalgunhas ordeñadoras de vacas ao virus da varíola humana. Ao parecer, estas profesionais, ao estar en contacto directo coas vacas, solían infectarse do virus da <i>varíola vacuna,</i> un tipo de varíola similar á humana que parecía proporcionarlles certa inmunidade ao contraer esta última, aínda en pleno auxe de esta devastadora enfermidade por Europa. </span><br />
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<span style="font-size: large;">Os seus experimentos seguiron avanzando grazas a un rapaciño de oito anos ( James Phipps ) que foi a primeira persoa inxectada da <i>varíola vaca.</i> Sete semanas despois de recuperarse desta infección, Jenner introduciulle un novo virus, esta vez o da <i>varíola humana. </i>Afortunadamente, o rapaz non mostrou ningún síntoma e ademáis demostrou a eficacia deste método para preservar a unha persoa de contraer a enfermidade.</span><br />
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<span style="font-size: large;">O termo </span><i style="font-size: x-large;">vacina </i><span style="font-size: large;">foi extendido por Louis Pasteur a finais do século XIX, a partir das investigacións de Jenner.</span><br />
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<span style="font-size: large;">Esta invención supuxo grandes avances no mundo da ciencia.</span><br />
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<span style="font-size: large;"><img alt="Resultado de imagen de edward jenner" 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/> </span><img height="213" src="http://farm3.staticflickr.com/2805/9525240640_0156e2fa15_z.jpg" width="320" /></div>
Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0tag:blogger.com,1999:blog-6483415162104892111.post-84021722881252351922016-02-01T02:13:00.002-08:002016-02-01T02:13:36.956-08:00<span style="font-family: "georgia" , "times new roman" , serif; font-size: x-large;"><u>Theodosius Dobzhansky</u></span><br />
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<span style="font-family: Times, Times New Roman, serif;">Theodosius Dobzhansky ( 1900 Nemirov, Ucrania - 1975 San Jacinto, California ). Foi xenético e zoólogo e fixo grandes contribucións á xenética grazas ás súas investigacións. Estudou na Universidade de Kiev. En 1927 emigrou a Estados Unidos para unirse ao zoólogo estadounidense Thomas Hunt Morgan na Universidade de Columbia een 1928 ambos trasladáronse ao Instituto de Tecnoloxía de California. En 1936 foi nomeado catedrático de zooloxía.</span><br />
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<span style="font-family: Times, Times New Roman, serif;"><span style="font-family: Georgia, Times New Roman, serif;">Foi un dos represemtantes da teoría sintética da evolución ( que combina a teoría de evolución de Darwin cos principios da xenética mendeliana ) xunto co zoólogo </span><span style="color: #333333; font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="background-color: white; line-height: 19.5px;">Ernst Mayr, o paleontólogo George G. Simpson, o botánico George Ledyard Stebbins e o zoólogo Xulián Huxley. </span></span></span></div>
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<span style="color: #333333; font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="background-color: white; font-family: Times, Times New Roman, serif; line-height: 19.5px;">Dobzhansky propuxo que a evolución pode percibirse como un cambio de frecuencias xénicas no seo dunha poboación.</span></span><br />
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<span style="background-color: white; color: #333333; line-height: 19.5px;"><span style="font-family: Times, Times New Roman, serif;">As súas investigacións demostraban a súa teoría acerca da evolución das especies, que el baseaba nun proceso de adaptación. Observou as poboacións da mosca da froita ( <i>Drosophila ) </i>que habitaba na zona oeste dos Estados Unidos e comparouna coa das zonas tropicais, co que o levou a descubrir que nunha mesma especie existen variacións xenéticas que permiten unha mellor adaptación ao medio. Ao proxectar as conclusións sobre a raza humana, sostiña que esta está condicionada pola herdanza, pero que en ningún caso esta estaba por enriba das condicións ambientais.</span></span><br />
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<span style="background-color: white; color: #333333; line-height: 19.5px;"><span style="font-family: Times, Times New Roman, serif;">Os aportes deste científico en pleno século XX trouxo consigo a xeración de grandes descubrimentos no campo da xenética. Do mesmo modo, foi capaz de actualizar a formación científica mediante o seu servizo ás universidades e institucións de investigación. </span></span><br />
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Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com1tag:blogger.com,1999:blog-6483415162104892111.post-53982682385986321412015-10-25T16:01:00.001-07:002015-10-25T16:03:49.327-07:00CANCRO DE MAMA<div>
19 de outubro de 2015: </div>
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<b>DÍA INTERNACIONAL CONTRA O CANCRO DE MAMA</b></div>
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A unha de cada oito mulleres diagnostícanlle cancro de mama. É un tumor que nace nos tecidos mamarios e aparece cando as células do epitelio glandular se reproducen de forma incontrolada e moi rápidamente.</div>
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Facer exercicio e levar un hábito de vida saudable axudan á prevención e na mellor resposta aos tratamentos.</div>
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Cales son as causas polas que se produce o cancro de mama?</div>
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-Idade e sexo:</div>
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O risco no que aumenta a posibilidade de padecer cancro de mama aumenta coa idade. Sole manifestarse en mulleres a partir de 50 anos. Aínda que os homes tamén o poden padecer, no 99% dos casos prodúcense nas mulleres. <br />
-Xenética:<br />
Se se teñen antecedentes familiares que tiveran ou teñan cancro de mama, aumenta o risco de padecelo.<br />
-Factores reprodutivos:<br />
Como a aparición temprana da primeira menstruación ou da menopausa tardía ou non haber dado nunca a luz.<br />
-Cancro de mama anterior.<br />
-Alta densidade mamaria.<br />
-Exposición a radiacións ionizantes, sobre todo na pubertade.<br />
-Obesidade.<br />
-Consumo de alcohol.<br />
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Os síntomas máis frecuentes deste cancro son a aparición de nódulos palpables nas mamas.<br />
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Unha vez detectado o cancro hai que facer unha ciruxía que extirpa o tumor e analiza os ganglios da axila. Unha vez feito isto, continúase o tratamento coa quimioterapia para impedir que as células tumorais crezan e destruílas. Os efectos secundarios do tratamento son náuseas e vómitos, pérdida do cabelo, irritacións bucais, anemia e neutropenia.<br />
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Actualmente estanse levando a cabo investigacións contra o cancro de mama para atopar outras formas para prevenilo, métodos para descubrilo de forma temprana, e novas maneiras de curalo.<br />
Para que isto poida ser, todos os cidadáns deberiamos colaborar e donar cartos para a investigación.<br />
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Hai diversas maneiras de axudar á investigación contra o cancro de mama, as cales son;<br />
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-A carreira da muller:<br />
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<img alt="Resultado de imagen de carrera de la mujer contra el cancer en madrid" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcR6FDNt0yx9e1McaLU2U7ckHbjafVtfXrsY545GOokhdftC6ip0" /><br />
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-Mercar certos produtos que colaboran:<br />
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<img height="273" src="https://www.nestle.es/cerealesdesayuno/img/2014/home/dst-cancer-mama-right.png" width="400" /></div>
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Todos nós deberiamos poñer da nosa parte e axudar.</div>
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Anonymoushttp://www.blogger.com/profile/00700915681402626325noreply@blogger.com0